tag:blogger.com,1999:blog-85115975995216091462026-10-11T14:03:44.652-07:00Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comBlogger115125tag:blogger.com,1999:blog-8511597599521609146.post-79530725303627875452026-07-05T19:26:24.260-07:002026-07-05T19:26:24.261-07:00<!doctype html> <html lang="en"> <head> <meta charset="utf-8"> <title>CCNA Practice Flashcards for Genetec Engineers — 500 Questions</title> <meta name="viewport" content="width=device-width, initial-scale=1"> <style> :root { --bg: #f6f8fb; --card: #ffffff; --ink: #1e293b; --muted: #64748b; --accent: #2563eb; --line: #dbe3ef; } * { box-sizing: border-box; } body { margin: 0; font-family: Arial, Helvetica, sans-serif; color: var(--ink); background: var(--bg); line-height: 1.45; } header { background: linear-gradient(135deg, #0f172a, #1e3a8a); color: white; padding: 32px 22px; } header h1 { margin: 0 0 10px; font-size: 2rem; } header p { max-width: 980px; margin: 8px 0; } main { max-width: 1100px; margin: 0 auto; padding: 20px; } .notice, .controls, .schedule { background: var(--card); border: 1px solid var(--line); border-radius: 14px; padding: 16px; margin: 16px 0; box-shadow: 0 2px 8px rgba(15,23,42,.04); } .controls { position: sticky; top: 0; z-index: 5; } label { display: inline-block; margin: 6px 12px 6px 0; } select, input { padding: 8px; border: 1px solid var(--line); border-radius: 8px; } .card { background: var(--card); border: 1px solid var(--line); border-radius: 14px; padding: 18px; margin: 14px 0; box-shadow: 0 2px 8px rgba(15,23,42,.05); } .meta { color: var(--muted); font-size: .9rem; margin-bottom: 8px; } .card h3 { margin: 6px 0 10px; } .options { margin-top: 8px; } .options li { margin: 7px 0; } summary { cursor: pointer; color: var(--accent); font-weight: bold; margin-top: 10px; } .badge { display: inline-block; padding: 3px 8px; background: #e0ecff; color: #1e40af; border-radius: 999px; font-size: .84rem; margin: 2px; } table { border-collapse: collapse; width: 100%; font-size: .95rem; } td, th { border: 1px solid var(--line); padding: 8px; text-align: left; } th { background: #eef4ff; } @media print { .controls { display: none; } body { background: white; } .card { break-inside: avoid; box-shadow: none; } } </style> </head> <body> <header> <h1>CCNA Practice Flashcards for Genetec Engineers</h1> <p><strong>500 multiple-choice questions</strong> with answers and explanations, tailored for CCTV, Genetec Security Center, access control, camera VLANs, routing, QoS, multicast, and secure network operations.</p> <p>Study format: 5 flashcards per weekday. At 5 per day, 500 cards equals 100 study days, or about 20 weeks. For a strict three-month pace, complete about 8 cards per weekday.</p> </header> <main> <section class="notice"> <h2>How to use this guide</h2> <p>Answer each question first, then open “Show answer and explanation.” Use the filters to focus by week, day, or topic. Print to PDF from your browser if you want an offline copy.</p> <p> <span class="badge">Networking fundamentals</span> <span class="badge">Subnetting and addressing</span> <span class="badge">Switching and VLANs</span> <span class="badge">Routing</span> <span class="badge">Wireless and RF basics</span> <span class="badge">IP services</span> <span class="badge">Security fundamentals</span> <span class="badge">NAT and WAN</span> <span class="badge">QoS and multicast video</span> <span class="badge">Automation and programmability</span> </p> </section> <section class="schedule"> <h2>Study Schedule</h2> <table> <tr><th>Plan</th><th>Pace</th><th>Completion</th></tr> <tr><td>Standard flashcard plan</td><td>5 cards/day, 5 days/week</td><td>20 weeks / 100 weekdays</td></tr> <tr><td>Three-month accelerated plan</td><td>8–9 cards/day, 5 days/week</td><td>About 12–13 weeks</td></tr> </table> </section> <section class="controls"> <label>Week: <select id="weekFilter"> <option value="">All</option> <option value="1">Week 1</option><option value="2">Week 2</option><option value="3">Week 3</option><option value="4">Week 4</option><option value="5">Week 5</option><option value="6">Week 6</option><option value="7">Week 7</option><option value="8">Week 8</option><option value="9">Week 9</option><option value="10">Week 10</option><option value="11">Week 11</option><option value="12">Week 12</option><option value="13">Week 13</option><option value="14">Week 14</option><option value="15">Week 15</option><option value="16">Week 16</option><option value="17">Week 17</option><option value="18">Week 18</option><option value="19">Week 19</option><option value="20">Week 20</option> </select> </label> <label>Day: <select id="dayFilter"> <option value="">All</option> <option value="Monday">Monday</option><option value="Tuesday">Tuesday</option><option value="Wednesday">Wednesday</option><option value="Thursday">Thursday</option><option value="Friday">Friday</option> </select> </label> <label>Topic: <select id="topicFilter"> <option value="">All</option> <option value="Networking fundamentals">Networking fundamentals</option><option value="Subnetting and addressing">Subnetting and addressing</option><option value="Switching and VLANs">Switching and VLANs</option><option value="Routing">Routing</option><option value="Wireless and RF basics">Wireless and RF basics</option><option value="IP services">IP services</option><option value="Security fundamentals">Security fundamentals</option><option value="NAT and WAN">NAT and WAN</option><option value="QoS and multicast video">QoS and multicast video</option><option value="Automation and programmability">Automation and programmability</option> </select> </label> <label>Search: <input id="searchBox" placeholder="camera, VLAN, OSPF, QoS..." /> </label> <button onclick="resetFilters()">Reset</button> </section> <section id="cards"> <article class="card" data-week="1" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Monday • Card 1 • Networking fundamentals</div> <h3>Q1. Which OSI layer is responsible for logical IP addressing?</h3> <ol class="options"><li><strong>A.</strong> Layer 2</li><li><strong>B.</strong> Layer 3</li><li><strong>C.</strong> Layer 4</li><li><strong>D.</strong> Layer 7</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Layer 3, the Network layer, provides logical addressing and routing using IP. This is where video clients, cameras, and servers are routed between subnets.</p> </details> </article> <article class="card" data-week="1" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Monday • Card 2 • Networking fundamentals</div> <h3>Q2. Which device primarily separates broadcast domains?</h3> <ol class="options"><li><strong>A.</strong> Switch</li><li><strong>B.</strong> Hub</li><li><strong>C.</strong> Router</li><li><strong>D.</strong> Patch panel</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Routers and Layer 3 switches separate broadcast domains. This matters when separating camera VLANs, access control VLANs, and corporate LANs.</p> </details> </article> <article class="card" data-week="1" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Monday • Card 3 • Networking fundamentals</div> <h3>Q3. What is the purpose of a default gateway?</h3> <ol class="options"><li><strong>A.</strong> Encrypt traffic</li><li><strong>B.</strong> Forward traffic outside the local subnet</li><li><strong>C.</strong> Assign VLAN IDs</li><li><strong>D.</strong> Convert fiber to copper</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A host sends traffic to its default gateway when the destination is outside the local subnet.</p> </details> </article> <article class="card" data-week="1" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Monday • Card 4 • Networking fundamentals</div> <h3>Q4. Which protocol resolves an IPv4 address to a MAC address?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>ARP maps IPv4 addresses to MAC addresses on the local network.</p> </details> </article> <article class="card" data-week="1" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Monday • Card 5 • Networking fundamentals</div> <h3>Q5. Which value identifies a VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> DSCP</li><li><strong>B.</strong> VLAN ID</li><li><strong>C.</strong> MAC address</li><li><strong>D.</strong> TCP port</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>802.1Q inserts a VLAN tag that includes the VLAN ID.</p> </details> </article> <article class="card" data-week="1" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Tuesday • Card 1 • Networking fundamentals</div> <h3>Q6. What does MTU define?</h3> <ol class="options"><li><strong>A.</strong> Maximum frame count per second</li><li><strong>B.</strong> Maximum transmission unit size</li><li><strong>C.</strong> Minimum trunk utilization</li><li><strong>D.</strong> MAC table update time</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>MTU is the largest packet/frame payload size supported without fragmentation.</p> </details> </article> <article class="card" data-week="1" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Tuesday • Card 2 • Networking fundamentals</div> <h3>Q7. Which address is a private IPv4 address?</h3> <ol class="options"><li><strong>A.</strong> 8.8.8.8</li><li><strong>B.</strong> 172.16.5.10</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 224.0.0.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>172.16.0.0/12 is private IPv4 space.</p> </details> </article> <article class="card" data-week="1" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Tuesday • Card 3 • Networking fundamentals</div> <h3>Q8. Which address is link-local IPv4?</h3> <ol class="options"><li><strong>A.</strong> 169.254.10.20</li><li><strong>B.</strong> 10.10.10.20</li><li><strong>C.</strong> 192.168.1.20</li><li><strong>D.</strong> 172.20.1.20</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>169.254.0.0/16 is APIPA/link-local addressing used when DHCP fails.</p> </details> </article> <article class="card" data-week="1" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Tuesday • Card 4 • Networking fundamentals</div> <h3>Q9. Which protocol translates hostnames to IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> SNMP</li><li><strong>C.</strong> RTP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DNS resolves names such as servers or cloud services to IP addresses.</p> </details> </article> <article class="card" data-week="1" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Tuesday • Card 5 • Networking fundamentals</div> <h3>Q10. Which transport protocol is connection-oriented?</h3> <ol class="options"><li><strong>A.</strong> UDP</li><li><strong>B.</strong> TCP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>TCP uses sessions, acknowledgements, and retransmission.</p> </details> </article> <article class="card" data-week="1" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Wednesday • Card 1 • Subnetting and addressing</div> <h3>Q11. How many usable IPv4 host addresses are in a /24 subnet?</h3> <ol class="options"><li><strong>A.</strong> 254</li><li><strong>B.</strong> 255</li><li><strong>C.</strong> 256</li><li><strong>D.</strong> 510</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /24 has 256 total addresses; network and broadcast are not usable for hosts.</p> </details> </article> <article class="card" data-week="1" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Wednesday • Card 2 • Subnetting and addressing</div> <h3>Q12. What subnet mask matches /26?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.255.128</li><li><strong>C.</strong> 255.255.255.192</li><li><strong>D.</strong> 255.255.255.224</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>/26 equals 255.255.255.192 and provides 62 usable host addresses.</p> </details> </article> <article class="card" data-week="1" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Wednesday • Card 3 • Subnetting and addressing</div> <h3>Q13. Which subnet contains host 10.10.5.77/26?</h3> <ol class="options"><li><strong>A.</strong> 10.10.5.0/26</li><li><strong>B.</strong> 10.10.5.64/26</li><li><strong>C.</strong> 10.10.5.128/26</li><li><strong>D.</strong> 10.10.5.192/26</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/26 subnets increment by 64. Address .77 belongs to 10.10.5.64/26.</p> </details> </article> <article class="card" data-week="1" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Wednesday • Card 4 • Subnetting and addressing</div> <h3>Q14. What is the broadcast address for 192.168.20.32/27?</h3> <ol class="options"><li><strong>A.</strong> 192.168.20.31</li><li><strong>B.</strong> 192.168.20.63</li><li><strong>C.</strong> 192.168.20.64</li><li><strong>D.</strong> 192.168.20.95</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/27 increments by 32. The .32 subnet ends at .63.</p> </details> </article> <article class="card" data-week="1" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Wednesday • Card 5 • Subnetting and addressing</div> <h3>Q15. How many usable hosts are available in a /30?</h3> <ol class="options"><li><strong>A.</strong> 2</li><li><strong>B.</strong> 4</li><li><strong>C.</strong> 6</li><li><strong>D.</strong> 14</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /30 has four total addresses and two usable host addresses, common for point-to-point links.</p> </details> </article> <article class="card" data-week="1" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Thursday • Card 1 • Subnetting and addressing</div> <h3>Q16. Which prefix gives approximately 14 usable host addresses?</h3> <ol class="options"><li><strong>A.</strong> /28</li><li><strong>B.</strong> /27</li><li><strong>C.</strong> /26</li><li><strong>D.</strong> /25</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>/28 provides 16 total addresses and 14 usable host addresses.</p> </details> </article> <article class="card" data-week="1" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Thursday • Card 2 • Subnetting and addressing</div> <h3>Q17. What does CIDR notation /23 represent?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.254.0</li><li><strong>C.</strong> 255.255.252.0</li><li><strong>D.</strong> 255.255.248.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/23 corresponds to 255.255.254.0.</p> </details> </article> <article class="card" data-week="1" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Thursday • Card 3 • Subnetting and addressing</div> <h3>Q18. Which range is private IPv4?</h3> <ol class="options"><li><strong>A.</strong> 192.0.2.0/24</li><li><strong>B.</strong> 192.168.0.0/16</li><li><strong>C.</strong> 198.51.100.0/24</li><li><strong>D.</strong> 203.0.113.0/24</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>192.168.0.0/16 is private. The other ranges are documentation/test networks.</p> </details> </article> <article class="card" data-week="1" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Thursday • Card 4 • Subnetting and addressing</div> <h3>Q19. What is the network address of 172.20.14.199/24?</h3> <ol class="options"><li><strong>A.</strong> 172.20.14.0</li><li><strong>B.</strong> 172.20.14.199</li><li><strong>C.</strong> 172.20.14.255</li><li><strong>D.</strong> 172.20.0.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>With /24, the first three octets define the network.</p> </details> </article> <article class="card" data-week="1" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Thursday • Card 5 • Subnetting and addressing</div> <h3>Q20. Why should camera IP plans avoid overlapping subnets?</h3> <ol class="options"><li><strong>A.</strong> It disables PoE</li><li><strong>B.</strong> Routing becomes ambiguous</li><li><strong>C.</strong> DNS stops working</li><li><strong>D.</strong> NTP cannot synchronize</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Overlapping subnets can cause routing ambiguity and difficult troubleshooting between camera, server, and client networks.</p> </details> </article> <article class="card" data-week="1" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 1 • Friday • Card 1 • Switching and VLANs</div> <h3>Q21. Which switch port mode carries multiple VLANs?</h3> <ol class="options"><li><strong>A.</strong> Access</li><li><strong>B.</strong> Trunk</li><li><strong>C.</strong> Shutdown</li><li><strong>D.</strong> Loopback</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A trunk carries traffic for multiple VLANs using tagging, usually 802.1Q.</p> </details> </article> <article class="card" data-week="1" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 1 • Friday • Card 2 • Switching and VLANs</div> <h3>Q22. Which switch port mode should normally be used for a single IP camera?</h3> <ol class="options"><li><strong>A.</strong> Trunk</li><li><strong>B.</strong> Access</li><li><strong>C.</strong> Routed</li><li><strong>D.</strong> Monitor</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A single camera usually belongs to one VLAN, so an access port is appropriate.</p> </details> </article> <article class="card" data-week="1" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 1 • Friday • Card 3 • Switching and VLANs</div> <h3>Q23. What is the native VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> The VLAN carried untagged</li><li><strong>B.</strong> The voice VLAN only</li><li><strong>C.</strong> The management VLAN only</li><li><strong>D.</strong> The disabled VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>The native VLAN is sent untagged across an 802.1Q trunk.</p> </details> </article> <article class="card" data-week="1" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 1 • Friday • Card 4 • Switching and VLANs</div> <h3>Q24. What problem does STP help prevent?</h3> <ol class="options"><li><strong>A.</strong> IP address exhaustion</li><li><strong>B.</strong> Layer 2 loops</li><li><strong>C.</strong> DNS poisoning</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Spanning Tree Protocol blocks redundant paths to prevent Layer 2 loops.</p> </details> </article> <article class="card" data-week="1" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 1 • Friday • Card 5 • Switching and VLANs</div> <h3>Q25. What does a switch use to forward frames?</h3> <ol class="options"><li><strong>A.</strong> ARP table</li><li><strong>B.</strong> MAC address table</li><li><strong>C.</strong> Routing table</li><li><strong>D.</strong> DNS cache</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Switches forward frames based on destination MAC addresses learned in the MAC table.</p> </details> </article> <article class="card" data-week="2" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 2 • Monday • Card 1 • Switching and VLANs</div> <h3>Q26. Which command commonly verifies VLAN membership on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show vlan brief</li><li><strong>B.</strong> show ip route</li><li><strong>C.</strong> show clock</li><li><strong>D.</strong> show arp vrf</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show vlan brief displays VLANs and assigned access ports.</p> </details> </article> <article class="card" data-week="2" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 2 • Monday • Card 2 • Switching and VLANs</div> <h3>Q27. What happens when a switch receives an unknown unicast frame?</h3> <ol class="options"><li><strong>A.</strong> It drops it always</li><li><strong>B.</strong> It floods within the VLAN</li><li><strong>C.</strong> It sends it to the router only</li><li><strong>D.</strong> It converts it to multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Unknown unicast frames are flooded within the same VLAN.</p> </details> </article> <article class="card" data-week="2" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 2 • Monday • Card 3 • Switching and VLANs</div> <h3>Q28. Why place cameras in a dedicated VLAN?</h3> <ol class="options"><li><strong>A.</strong> To increase pixel resolution</li><li><strong>B.</strong> To reduce broadcast scope and improve security</li><li><strong>C.</strong> To remove the need for DNS</li><li><strong>D.</strong> To disable multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A camera VLAN limits broadcast traffic and improves segmentation and security.</p> </details> </article> <article class="card" data-week="2" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 2 • Monday • Card 4 • Switching and VLANs</div> <h3>Q29. What is port security commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Limiting MAC addresses on a switch port</li><li><strong>B.</strong> Encrypting routing updates</li><li><strong>C.</strong> Creating VLAN trunks</li><li><strong>D.</strong> Assigning IPv6 addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port security can restrict which MAC addresses are allowed on an access port.</p> </details> </article> <article class="card" data-week="2" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 2 • Monday • Card 5 • Switching and VLANs</div> <h3>Q30. What is a switched virtual interface, or SVI?</h3> <ol class="options"><li><strong>A.</strong> A logical Layer 3 interface for a VLAN</li><li><strong>B.</strong> A physical fiber port</li><li><strong>C.</strong> A DNS record</li><li><strong>D.</strong> A PoE injector</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An SVI provides Layer 3 gateway functionality for a VLAN on a multilayer switch.</p> </details> </article> <article class="card" data-week="2" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 2 • Tuesday • Card 1 • Routing</div> <h3>Q31. Which route is used when no more specific route matches?</h3> <ol class="options"><li><strong>A.</strong> Connected route</li><li><strong>B.</strong> Default route</li><li><strong>C.</strong> Host route</li><li><strong>D.</strong> Summary route</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A default route, often 0.0.0.0/0, is used when no better match exists.</p> </details> </article> <article class="card" data-week="2" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 2 • Tuesday • Card 2 • Routing</div> <h3>Q32. What is administrative distance used for?</h3> <ol class="options"><li><strong>A.</strong> Choosing between routing sources</li><li><strong>B.</strong> Setting switch speed</li><li><strong>C.</strong> Assigning VLAN numbers</li><li><strong>D.</strong> Encrypting packets</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Administrative distance ranks route sources when multiple protocols advertise the same destination.</p> </details> </article> <article class="card" data-week="2" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 2 • Tuesday • Card 3 • Routing</div> <h3>Q33. Which route type is automatically created when an interface has an IP address and is up?</h3> <ol class="options"><li><strong>A.</strong> Static</li><li><strong>B.</strong> Connected</li><li><strong>C.</strong> BGP</li><li><strong>D.</strong> Default</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Connected routes appear automatically for active interfaces with IP addressing.</p> </details> </article> <article class="card" data-week="2" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 2 • Tuesday • Card 4 • Routing</div> <h3>Q34. What does longest prefix match mean?</h3> <ol class="options"><li><strong>A.</strong> The route with the largest metric wins</li><li><strong>B.</strong> The most specific matching route is chosen</li><li><strong>C.</strong> The oldest route is chosen</li><li><strong>D.</strong> The default route always wins</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Routers choose the most specific route that matches the destination IP.</p> </details> </article> <article class="card" data-week="2" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 2 • Tuesday • Card 5 • Routing</div> <h3>Q35. Which command commonly displays the IPv4 routing table on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show ip route</li><li><strong>B.</strong> show vlan</li><li><strong>C.</strong> show mac address-table</li><li><strong>D.</strong> show power inline</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show ip route displays learned and configured IPv4 routes.</p> </details> </article> <article class="card" data-week="2" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 2 • Wednesday • Card 1 • Routing</div> <h3>Q36. Which protocol is an interior gateway protocol?</h3> <ol class="options"><li><strong>A.</strong> OSPF</li><li><strong>B.</strong> HTTP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>OSPF is an IGP used for dynamic routing inside an organization.</p> </details> </article> <article class="card" data-week="2" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 2 • Wednesday • Card 2 • Routing</div> <h3>Q37. What is a static route?</h3> <ol class="options"><li><strong>A.</strong> A manually configured route</li><li><strong>B.</strong> A DHCP lease</li><li><strong>C.</strong> A VLAN tag</li><li><strong>D.</strong> A DNS alias</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Static routes are manually entered and do not dynamically adapt unless tracking is configured.</p> </details> </article> <article class="card" data-week="2" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 2 • Wednesday • Card 3 • Routing</div> <h3>Q38. What is a next-hop IP address?</h3> <ol class="options"><li><strong>A.</strong> The destination host</li><li><strong>B.</strong> The neighboring router to forward traffic to</li><li><strong>C.</strong> The DNS server</li><li><strong>D.</strong> The DHCP server</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>The next hop is the router address used to reach a destination network.</p> </details> </article> <article class="card" data-week="2" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 2 • Wednesday • Card 4 • Routing</div> <h3>Q39. What is route summarization?</h3> <ol class="options"><li><strong>A.</strong> Combining multiple networks into a shorter prefix</li><li><strong>B.</strong> Encrypting routes</li><li><strong>C.</strong> Removing VLAN tags</li><li><strong>D.</strong> Converting IPv4 to IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Summarization advertises multiple contiguous networks as one route to reduce table size.</p> </details> </article> <article class="card" data-week="2" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 2 • Wednesday • Card 5 • Routing</div> <h3>Q40. Why is asymmetric routing sometimes a problem for security systems?</h3> <ol class="options"><li><strong>A.</strong> It changes camera resolution</li><li><strong>B.</strong> Firewalls may see only one side of a session</li><li><strong>C.</strong> It disables PoE</li><li><strong>D.</strong> It prevents ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Stateful firewalls may drop traffic if return traffic follows a different path and session state is not seen.</p> </details> </article> <article class="card" data-week="2" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Thursday • Card 1 • Wireless and RF basics</div> <h3>Q41. Which Wi-Fi band generally has better wall penetration?</h3> <ol class="options"><li><strong>A.</strong> 2.4 GHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> 6 GHz</li><li><strong>D.</strong> 60 GHz</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>2.4 GHz usually penetrates walls better, but has more interference and fewer non-overlapping channels.</p> </details> </article> <article class="card" data-week="2" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Thursday • Card 2 • Wireless and RF basics</div> <h3>Q42. Which Wi-Fi band usually offers more channels and higher throughput than 2.4 GHz?</h3> <ol class="options"><li><strong>A.</strong> 900 MHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> AM radio</li><li><strong>D.</strong> Bluetooth only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>5 GHz usually has more available channels and higher throughput, but shorter range.</p> </details> </article> <article class="card" data-week="2" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Thursday • Card 3 • Wireless and RF basics</div> <h3>Q43. What is SSID?</h3> <ol class="options"><li><strong>A.</strong> A wireless network name</li><li><strong>B.</strong> A routing protocol</li><li><strong>C.</strong> A PoE class</li><li><strong>D.</strong> A firewall action</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SSID is the advertised or configured wireless network name.</p> </details> </article> <article class="card" data-week="2" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Thursday • Card 4 • Wireless and RF basics</div> <h3>Q44. Which security mode is stronger than WPA2-Personal when available?</h3> <ol class="options"><li><strong>A.</strong> WEP</li><li><strong>B.</strong> Open</li><li><strong>C.</strong> WPA3</li><li><strong>D.</strong> TKIP only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>WPA3 improves authentication and cryptographic protections over older modes.</p> </details> </article> <article class="card" data-week="2" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Thursday • Card 5 • Wireless and RF basics</div> <h3>Q45. What is roaming in Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Moving a client between access points</li><li><strong>B.</strong> Changing IP subnets manually</li><li><strong>C.</strong> Replacing antennas</li><li><strong>D.</strong> Turning off encryption</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Roaming occurs when a wireless client moves between APs while maintaining connectivity.</p> </details> </article> <article class="card" data-week="2" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Friday • Card 1 • Wireless and RF basics</div> <h3>Q46. What does RSSI indicate?</h3> <ol class="options"><li><strong>A.</strong> Received signal strength</li><li><strong>B.</strong> Routing table size</li><li><strong>C.</strong> Camera frame rate</li><li><strong>D.</strong> Switch buffer size</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RSSI is a measure of received signal strength.</p> </details> </article> <article class="card" data-week="2" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Friday • Card 2 • Wireless and RF basics</div> <h3>Q47. Why are wireless cameras often avoided for critical CCTV?</h3> <ol class="options"><li><strong>A.</strong> They cannot use IP</li><li><strong>B.</strong> Wireless links may be less predictable than wired links</li><li><strong>C.</strong> They cannot use DNS</li><li><strong>D.</strong> They require IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Wireless is vulnerable to interference, capacity limits, and RF design issues.</p> </details> </article> <article class="card" data-week="2" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Friday • Card 3 • Wireless and RF basics</div> <h3>Q48. Which issue is caused by too many APs on the same channel?</h3> <ol class="options"><li><strong>A.</strong> Co-channel interference</li><li><strong>B.</strong> DNS recursion</li><li><strong>C.</strong> DHCP starvation only</li><li><strong>D.</strong> NTP drift</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Co-channel interference occurs when too many devices contend on the same channel.</p> </details> </article> <article class="card" data-week="2" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Friday • Card 4 • Wireless and RF basics</div> <h3>Q49. What does a captive portal typically provide?</h3> <ol class="options"><li><strong>A.</strong> Web-based authentication or acceptance</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> OSPF adjacency</li><li><strong>D.</strong> Camera lens focus</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Captive portals intercept web traffic for login or terms acceptance.</p> </details> </article> <article class="card" data-week="2" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Friday • Card 5 • Wireless and RF basics</div> <h3>Q50. Which design best supports mobile Genetec client devices over Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Strong coverage, capacity planning, and secure authentication</li><li><strong>B.</strong> One AP at maximum power</li><li><strong>C.</strong> Open Wi-Fi only</li><li><strong>D.</strong> Disable roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Mobile video clients need reliable coverage, adequate capacity, secure authentication, and controlled roaming.</p> </details> </article> <article class="card" data-week="3" data-day="Monday" data-topic="IP services"> <div class="meta">Week 3 • Monday • Card 1 • IP services</div> <h3>Q51. Which protocol dynamically assigns IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DHCP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> SNMP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DHCP leases IP configuration such as address, mask, gateway, and DNS.</p> </details> </article> <article class="card" data-week="3" data-day="Monday" data-topic="IP services"> <div class="meta">Week 3 • Monday • Card 2 • IP services</div> <h3>Q52. Which DHCP message does a client send first?</h3> <ol class="options"><li><strong>A.</strong> DISCOVER</li><li><strong>B.</strong> OFFER</li><li><strong>C.</strong> REQUEST</li><li><strong>D.</strong> ACK</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A DHCP client starts by broadcasting DHCPDISCOVER.</p> </details> </article> <article class="card" data-week="3" data-day="Monday" data-topic="IP services"> <div class="meta">Week 3 • Monday • Card 3 • IP services</div> <h3>Q53. What is the purpose of DHCP reservation?</h3> <ol class="options"><li><strong>A.</strong> Assigning a consistent IP to a known MAC address</li><li><strong>B.</strong> Encrypting DHCP</li><li><strong>C.</strong> Creating VLANs</li><li><strong>D.</strong> Blocking DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Reservations help keep devices such as cameras or servers at predictable addresses.</p> </details> </article> <article class="card" data-week="3" data-day="Monday" data-topic="IP services"> <div class="meta">Week 3 • Monday • Card 4 • IP services</div> <h3>Q54. Which service synchronizes time across network devices?</h3> <ol class="options"><li><strong>A.</strong> NTP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> FTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>NTP synchronizes clocks, which is critical for video evidence timelines and logs.</p> </details> </article> <article class="card" data-week="3" data-day="Monday" data-topic="IP services"> <div class="meta">Week 3 • Monday • Card 5 • IP services</div> <h3>Q55. Which protocol is commonly used for device monitoring?</h3> <ol class="options"><li><strong>A.</strong> SNMP</li><li><strong>B.</strong> SMTP</li><li><strong>C.</strong> RDP</li><li><strong>D.</strong> RTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SNMP can monitor device status, interfaces, and alerts.</p> </details> </article> <article class="card" data-week="3" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 3 • Tuesday • Card 1 • IP services</div> <h3>Q56. What does Syslog provide?</h3> <ol class="options"><li><strong>A.</strong> Centralized log messages</li><li><strong>B.</strong> IP address assignment</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Power delivery</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Syslog sends event messages to a centralized logging system.</p> </details> </article> <article class="card" data-week="3" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 3 • Tuesday • Card 2 • IP services</div> <h3>Q57. Which protocol securely administers network devices by CLI?</h3> <ol class="options"><li><strong>A.</strong> Telnet</li><li><strong>B.</strong> SSH</li><li><strong>C.</strong> TFTP</li><li><strong>D.</strong> HTTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>SSH encrypts remote CLI access. Telnet is unencrypted.</p> </details> </article> <article class="card" data-week="3" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 3 • Tuesday • Card 3 • IP services</div> <h3>Q58. Which protocol is commonly used to transfer configuration files but is not secure?</h3> <ol class="options"><li><strong>A.</strong> TFTP</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> SSH</li><li><strong>D.</strong> SCP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>TFTP is simple and unencrypted.</p> </details> </article> <article class="card" data-week="3" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 3 • Tuesday • Card 4 • IP services</div> <h3>Q59. What is DNS A record used for?</h3> <ol class="options"><li><strong>A.</strong> Mapping a hostname to IPv4</li><li><strong>B.</strong> Mapping IP to MAC</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Setting PoE class</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An A record maps a hostname to an IPv4 address.</p> </details> </article> <article class="card" data-week="3" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 3 • Tuesday • Card 5 • IP services</div> <h3>Q60. Why is accurate NTP important for Genetec systems?</h3> <ol class="options"><li><strong>A.</strong> It improves lens zoom</li><li><strong>B.</strong> It keeps video, access events, and audit logs aligned</li><li><strong>C.</strong> It increases PoE wattage</li><li><strong>D.</strong> It prevents all packet loss</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Accurate time keeps camera video, access control events, and audit logs correlated.</p> </details> </article> <article class="card" data-week="3" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Wednesday • Card 1 • Security fundamentals</div> <h3>Q61. What does AAA stand for?</h3> <ol class="options"><li><strong>A.</strong> Authentication, Authorization, Accounting</li><li><strong>B.</strong> Access, Allow, Audit</li><li><strong>C.</strong> Address, ARP, ACL</li><li><strong>D.</strong> Analyze, Alert, Archive</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>AAA identifies users, determines permissions, and records activity.</p> </details> </article> <article class="card" data-week="3" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Wednesday • Card 2 • Security fundamentals</div> <h3>Q62. Which protocol provides centralized AAA for network devices?</h3> <ol class="options"><li><strong>A.</strong> RADIUS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RADIUS is commonly used for centralized authentication and authorization.</p> </details> </article> <article class="card" data-week="3" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Wednesday • Card 3 • Security fundamentals</div> <h3>Q63. What is the purpose of an ACL?</h3> <ol class="options"><li><strong>A.</strong> Filter traffic based on rules</li><li><strong>B.</strong> Assign DHCP leases</li><li><strong>C.</strong> Increase PoE</li><li><strong>D.</strong> Store video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Access control lists permit or deny traffic based on criteria such as IPs, ports, and protocols.</p> </details> </article> <article class="card" data-week="3" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Wednesday • Card 4 • Security fundamentals</div> <h3>Q64. Which management method is least secure?</h3> <ol class="options"><li><strong>A.</strong> SSH</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> Telnet</li><li><strong>D.</strong> SNMPv3</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Telnet sends credentials and traffic in clear text.</p> </details> </article> <article class="card" data-week="3" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Wednesday • Card 5 • Security fundamentals</div> <h3>Q65. Which SNMP version supports authentication and encryption?</h3> <ol class="options"><li><strong>A.</strong> SNMPv1</li><li><strong>B.</strong> SNMPv2c</li><li><strong>C.</strong> SNMPv3</li><li><strong>D.</strong> All versions equally</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>SNMPv3 supports stronger authentication and privacy features.</p> </details> </article> <article class="card" data-week="3" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Thursday • Card 1 • Security fundamentals</div> <h3>Q66. What is 802.1X used for?</h3> <ol class="options"><li><strong>A.</strong> Port-based network access control</li><li><strong>B.</strong> DNS forwarding</li><li><strong>C.</strong> Static routing</li><li><strong>D.</strong> PoE measurement</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>802.1X authenticates devices or users before granting network access.</p> </details> </article> <article class="card" data-week="3" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Thursday • Card 2 • Security fundamentals</div> <h3>Q67. What is a firewall zone?</h3> <ol class="options"><li><strong>A.</strong> A logical security area with policy controls</li><li><strong>B.</strong> A switch backplane</li><li><strong>C.</strong> A DHCP scope</li><li><strong>D.</strong> A Wi-Fi antenna pattern</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Zones group interfaces or networks so policies can control traffic between them.</p> </details> </article> <article class="card" data-week="3" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Thursday • Card 3 • Security fundamentals</div> <h3>Q68. Why should camera default passwords be changed?</h3> <ol class="options"><li><strong>A.</strong> To improve image quality</li><li><strong>B.</strong> To prevent unauthorized access</li><li><strong>C.</strong> To increase FPS</li><li><strong>D.</strong> To enable ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Default credentials are widely known and create serious security risk.</p> </details> </article> <article class="card" data-week="3" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Thursday • Card 4 • Security fundamentals</div> <h3>Q69. What is least privilege?</h3> <ol class="options"><li><strong>A.</strong> Giving only the permissions required</li><li><strong>B.</strong> Giving all users admin rights</li><li><strong>C.</strong> Disabling all logging</li><li><strong>D.</strong> Using only one password</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Least privilege reduces risk by limiting access to required functions only.</p> </details> </article> <article class="card" data-week="3" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Thursday • Card 5 • Security fundamentals</div> <h3>Q70. Why segment access control panels from general user PCs?</h3> <ol class="options"><li><strong>A.</strong> To reduce security exposure and limit lateral movement</li><li><strong>B.</strong> To increase monitor resolution</li><li><strong>C.</strong> To eliminate DHCP</li><li><strong>D.</strong> To disable routing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Segmentation helps protect physical security systems from compromise on less trusted networks.</p> </details> </article> <article class="card" data-week="3" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 3 • Friday • Card 1 • NAT and WAN</div> <h3>Q71. What does NAT do?</h3> <ol class="options"><li><strong>A.</strong> Translates IP addresses</li><li><strong>B.</strong> Encrypts wireless</li><li><strong>C.</strong> Assigns VLANs</li><li><strong>D.</strong> Learns MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Network Address Translation changes source or destination IP information.</p> </details> </article> <article class="card" data-week="3" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 3 • Friday • Card 2 • NAT and WAN</div> <h3>Q72. What is PAT also called?</h3> <ol class="options"><li><strong>A.</strong> NAT overload</li><li><strong>B.</strong> Static routing</li><li><strong>C.</strong> DNS relay</li><li><strong>D.</strong> ARP proxy</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>PAT maps many internal hosts to one public IP using port numbers.</p> </details> </article> <article class="card" data-week="3" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 3 • Friday • Card 3 • NAT and WAN</div> <h3>Q73. Which private address is commonly translated before Internet access?</h3> <ol class="options"><li><strong>A.</strong> 10.1.1.10</li><li><strong>B.</strong> 8.8.8.8</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 203.0.113.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>10.0.0.0/8 is private and typically translated for Internet access.</p> </details> </article> <article class="card" data-week="3" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 3 • Friday • Card 4 • NAT and WAN</div> <h3>Q74. What is a site-to-site VPN commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Securely connecting two networks</li><li><strong>B.</strong> Powering cameras</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Replacing DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A site-to-site VPN securely connects networks across an untrusted transport.</p> </details> </article> <article class="card" data-week="3" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 3 • Friday • Card 5 • NAT and WAN</div> <h3>Q75. Which protocol helps verify reachability across WAN links?</h3> <ol class="options"><li><strong>A.</strong> ICMP</li><li><strong>B.</strong> PoE</li><li><strong>C.</strong> LLDP</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>ICMP echo requests/replies are commonly used with ping.</p> </details> </article> <article class="card" data-week="4" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 4 • Monday • Card 1 • NAT and WAN</div> <h3>Q76. What is split tunneling?</h3> <ol class="options"><li><strong>A.</strong> Sending some traffic through VPN and some directly</li><li><strong>B.</strong> Dividing a VLAN tag</li><li><strong>C.</strong> Splitting fiber strands</li><li><strong>D.</strong> Using two DHCP servers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Split tunneling routes selected traffic through a VPN while other traffic goes directly.</p> </details> </article> <article class="card" data-week="4" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 4 • Monday • Card 2 • NAT and WAN</div> <h3>Q77. Why avoid exposing camera web interfaces directly to the Internet?</h3> <ol class="options"><li><strong>A.</strong> It increases attack surface</li><li><strong>B.</strong> It disables DNS</li><li><strong>C.</strong> It prevents recording</li><li><strong>D.</strong> It changes MTU</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Direct exposure increases risk from credential attacks and vulnerabilities.</p> </details> </article> <article class="card" data-week="4" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 4 • Monday • Card 3 • NAT and WAN</div> <h3>Q78. What is port forwarding?</h3> <ol class="options"><li><strong>A.</strong> Mapping an external port to an internal host/service</li><li><strong>B.</strong> Creating a VLAN</li><li><strong>C.</strong> Blocking ARP</li><li><strong>D.</strong> Learning MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port forwarding directs traffic received on a public IP/port to an internal IP/port.</p> </details> </article> <article class="card" data-week="4" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 4 • Monday • Card 4 • NAT and WAN</div> <h3>Q79. Which WAN issue most affects live video smoothness?</h3> <ol class="options"><li><strong>A.</strong> Latency, jitter, and packet loss</li><li><strong>B.</strong> Hostnames only</li><li><strong>C.</strong> Keyboard layout</li><li><strong>D.</strong> Cable color</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Video performance is affected by latency, jitter, packet loss, and available bandwidth.</p> </details> </article> <article class="card" data-week="4" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 4 • Monday • Card 5 • NAT and WAN</div> <h3>Q80. What is QoS used for over constrained WAN links?</h3> <ol class="options"><li><strong>A.</strong> Prioritizing important traffic</li><li><strong>B.</strong> Creating IP addresses</li><li><strong>C.</strong> Replacing firewalls</li><li><strong>D.</strong> Changing camera lens angle</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>QoS classifies and prioritizes traffic when bandwidth is limited.</p> </details> </article> <article class="card" data-week="4" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Tuesday • Card 1 • QoS and multicast video</div> <h3>Q81. What is multicast designed for?</h3> <ol class="options"><li><strong>A.</strong> One-to-many efficient traffic delivery</li><li><strong>B.</strong> Only one-to-one delivery</li><li><strong>C.</strong> Encrypting packets</li><li><strong>D.</strong> Assigning DHCP addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast efficiently sends one stream to multiple receivers.</p> </details> </article> <article class="card" data-week="4" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Tuesday • Card 2 • QoS and multicast video</div> <h3>Q82. Which protocol lets hosts join IPv4 multicast groups?</h3> <ol class="options"><li><strong>A.</strong> IGMP</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DNS</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP is used by hosts and switches/routers for IPv4 multicast group membership.</p> </details> </article> <article class="card" data-week="4" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Tuesday • Card 3 • QoS and multicast video</div> <h3>Q83. What does IGMP snooping do on a switch?</h3> <ol class="options"><li><strong>A.</strong> Limits multicast flooding by tracking group membership</li><li><strong>B.</strong> Encrypts multicast</li><li><strong>C.</strong> Assigns multicast IPs</li><li><strong>D.</strong> Blocks all video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping helps switches forward multicast only to interested ports.</p> </details> </article> <article class="card" data-week="4" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Tuesday • Card 4 • QoS and multicast video</div> <h3>Q84. Which IPv4 range is multicast?</h3> <ol class="options"><li><strong>A.</strong> 224.0.0.0/4</li><li><strong>B.</strong> 10.0.0.0/8</li><li><strong>C.</strong> 172.16.0.0/12</li><li><strong>D.</strong> 192.168.0.0/16</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IPv4 multicast uses 224.0.0.0 through 239.255.255.255.</p> </details> </article> <article class="card" data-week="4" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Tuesday • Card 5 • QoS and multicast video</div> <h3>Q85. What does QoS classification do?</h3> <ol class="options"><li><strong>A.</strong> Identifies traffic for policy treatment</li><li><strong>B.</strong> Creates a subnet</li><li><strong>C.</strong> Changes MAC addresses</li><li><strong>D.</strong> Erases logs</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Classification identifies traffic types so QoS policies can mark, queue, or police them.</p> </details> </article> <article class="card" data-week="4" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Wednesday • Card 1 • QoS and multicast video</div> <h3>Q86. What is DSCP?</h3> <ol class="options"><li><strong>A.</strong> A Layer 3 QoS marking field</li><li><strong>B.</strong> A switch port mode</li><li><strong>C.</strong> A wireless SSID</li><li><strong>D.</strong> A DHCP option</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DSCP marks packets for differentiated QoS treatment.</p> </details> </article> <article class="card" data-week="4" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Wednesday • Card 2 • QoS and multicast video</div> <h3>Q87. Why can video surveillance traffic need QoS?</h3> <ol class="options"><li><strong>A.</strong> Video can be bandwidth-intensive and delay-sensitive</li><li><strong>B.</strong> Video cannot use IP</li><li><strong>C.</strong> Video disables VLANs</li><li><strong>D.</strong> Video requires Telnet</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Live viewing and control traffic may need priority when links are congested.</p> </details> </article> <article class="card" data-week="4" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Wednesday • Card 3 • QoS and multicast video</div> <h3>Q88. What is jitter?</h3> <ol class="options"><li><strong>A.</strong> Variation in packet delay</li><li><strong>B.</strong> Static IP assignment</li><li><strong>C.</strong> MAC address aging</li><li><strong>D.</strong> A VLAN mismatch</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Jitter is inconsistent packet delay, which can affect real-time video and audio.</p> </details> </article> <article class="card" data-week="4" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Wednesday • Card 4 • QoS and multicast video</div> <h3>Q89. What should be enabled to prevent multicast flooding in a camera VLAN?</h3> <ol class="options"><li><strong>A.</strong> IGMP snooping</li><li><strong>B.</strong> Telnet</li><li><strong>C.</strong> PortFast disablement</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping reduces unnecessary multicast flooding within a VLAN.</p> </details> </article> <article class="card" data-week="4" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Wednesday • Card 5 • QoS and multicast video</div> <h3>Q90. Which traffic is often best kept unicast unless multicast is designed properly?</h3> <ol class="options"><li><strong>A.</strong> Camera video streams</li><li><strong>B.</strong> NTP queries</li><li><strong>C.</strong> ARP replies</li><li><strong>D.</strong> DHCP offers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast video needs proper IGMP and routing design. Without it, unicast is often simpler and safer.</p> </details> </article> <article class="card" data-week="4" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Thursday • Card 1 • Automation and programmability</div> <h3>Q91. Which data format is commonly used by REST APIs?</h3> <ol class="options"><li><strong>A.</strong> JSON</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>JSON is widely used to exchange structured data in REST APIs.</p> </details> </article> <article class="card" data-week="4" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Thursday • Card 2 • Automation and programmability</div> <h3>Q92. What does REST commonly use as its transport/application protocol?</h3> <ol class="options"><li><strong>A.</strong> HTTP/HTTPS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP only</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RESTful APIs commonly use HTTP or HTTPS methods.</p> </details> </article> <article class="card" data-week="4" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Thursday • Card 3 • Automation and programmability</div> <h3>Q93. Which HTTP method is commonly used to retrieve information?</h3> <ol class="options"><li><strong>A.</strong> GET</li><li><strong>B.</strong> POST</li><li><strong>C.</strong> PUT</li><li><strong>D.</strong> DELETE</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>GET retrieves a resource without changing it.</p> </details> </article> <article class="card" data-week="4" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Thursday • Card 4 • Automation and programmability</div> <h3>Q94. Which HTTP method is commonly used to create a new object?</h3> <ol class="options"><li><strong>A.</strong> POST</li><li><strong>B.</strong> GET</li><li><strong>C.</strong> PING</li><li><strong>D.</strong> TRACEPATH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>POST is commonly used to submit data or create resources.</p> </details> </article> <article class="card" data-week="4" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Thursday • Card 5 • Automation and programmability</div> <h3>Q95. What is an API token used for?</h3> <ol class="options"><li><strong>A.</strong> Authentication/authorization to an API</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Fiber splicing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>API tokens are used to authenticate and authorize API requests.</p> </details> </article> <article class="card" data-week="4" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Friday • Card 1 • Automation and programmability</div> <h3>Q96. Which tool is often used for API testing from a workstation?</h3> <ol class="options"><li><strong>A.</strong> Postman</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> DHCP relay</li><li><strong>D.</strong> LLDP-MED</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Postman is commonly used for testing REST APIs.</p> </details> </article> <article class="card" data-week="4" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Friday • Card 2 • Automation and programmability</div> <h3>Q97. What is idempotency?</h3> <ol class="options"><li><strong>A.</strong> Repeating an operation gives the same result</li><li><strong>B.</strong> Traffic is encrypted</li><li><strong>C.</strong> A port is trunking</li><li><strong>D.</strong> A camera is recording</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An idempotent operation can be repeated without changing the result beyond the first application.</p> </details> </article> <article class="card" data-week="4" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Friday • Card 3 • Automation and programmability</div> <h3>Q98. Why is network automation useful for security systems?</h3> <ol class="options"><li><strong>A.</strong> It reduces repetitive configuration errors</li><li><strong>B.</strong> It removes need for IP addresses</li><li><strong>C.</strong> It prevents all outages</li><li><strong>D.</strong> It replaces physical cabling</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Automation improves consistency, speeds changes, and reduces manual mistakes.</p> </details> </article> <article class="card" data-week="4" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Friday • Card 4 • Automation and programmability</div> <h3>Q99. Which file format is commonly used for network automation variables?</h3> <ol class="options"><li><strong>A.</strong> YAML</li><li><strong>B.</strong> JPEG</li><li><strong>C.</strong> MP3</li><li><strong>D.</strong> BMP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>YAML is frequently used for human-readable configuration data.</p> </details> </article> <article class="card" data-week="4" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Friday • Card 5 • Automation and programmability</div> <h3>Q100. What is Git used for?</h3> <ol class="options"><li><strong>A.</strong> Version control</li><li><strong>B.</strong> Packet switching</li><li><strong>C.</strong> PoE delivery</li><li><strong>D.</strong> Wireless roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Git tracks changes to files such as scripts, templates, and configurations.</p> </details> </article> <article class="card" data-week="5" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Monday • Card 1 • Networking fundamentals</div> <h3>Q101. While troubleshooting a Security Center client connection, which OSI layer is responsible for logical IP addressing?</h3> <ol class="options"><li><strong>A.</strong> Layer 2</li><li><strong>B.</strong> Layer 3</li><li><strong>C.</strong> Layer 4</li><li><strong>D.</strong> Layer 7</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Layer 3, the Network layer, provides logical addressing and routing using IP. This is where video clients, cameras, and servers are routed between subnets.</p> </details> </article> <article class="card" data-week="5" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Monday • Card 2 • Networking fundamentals</div> <h3>Q102. During a jail CCTV network audit, which device primarily separates broadcast domains?</h3> <ol class="options"><li><strong>A.</strong> Switch</li><li><strong>B.</strong> Hub</li><li><strong>C.</strong> Router</li><li><strong>D.</strong> Patch panel</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Routers and Layer 3 switches separate broadcast domains. This matters when separating camera VLANs, access control VLANs, and corporate LANs.</p> </details> </article> <article class="card" data-week="5" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Monday • Card 3 • Networking fundamentals</div> <h3>Q103. For an access control panel network, what is the purpose of a default gateway?</h3> <ol class="options"><li><strong>A.</strong> Encrypt traffic</li><li><strong>B.</strong> Forward traffic outside the local subnet</li><li><strong>C.</strong> Assign VLAN IDs</li><li><strong>D.</strong> Convert fiber to copper</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A host sends traffic to its default gateway when the destination is outside the local subnet.</p> </details> </article> <article class="card" data-week="5" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Monday • Card 4 • Networking fundamentals</div> <h3>Q104. When reviewing a county security electronics network, which protocol resolves an IPv4 address to a MAC address?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>ARP maps IPv4 addresses to MAC addresses on the local network.</p> </details> </article> <article class="card" data-week="5" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Monday • Card 5 • Networking fundamentals</div> <h3>Q105. During commissioning of Axis cameras into Genetec, which value identifies a VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> DSCP</li><li><strong>B.</strong> VLAN ID</li><li><strong>C.</strong> MAC address</li><li><strong>D.</strong> TCP port</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>802.1Q inserts a VLAN tag that includes the VLAN ID.</p> </details> </article> <article class="card" data-week="5" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Tuesday • Card 1 • Networking fundamentals</div> <h3>Q106. For a remote video monitoring site, what does MTU define?</h3> <ol class="options"><li><strong>A.</strong> Maximum frame count per second</li><li><strong>B.</strong> Maximum transmission unit size</li><li><strong>C.</strong> Minimum trunk utilization</li><li><strong>D.</strong> MAC table update time</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>MTU is the largest packet/frame payload size supported without fragmentation.</p> </details> </article> <article class="card" data-week="5" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Tuesday • Card 2 • Networking fundamentals</div> <h3>Q107. When separating CCTV from the corporate LAN, which address is a private IPv4 address?</h3> <ol class="options"><li><strong>A.</strong> 8.8.8.8</li><li><strong>B.</strong> 172.16.5.10</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 224.0.0.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>172.16.0.0/12 is private IPv4 space.</p> </details> </article> <article class="card" data-week="5" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Tuesday • Card 3 • Networking fundamentals</div> <h3>Q108. During network cutover testing, which address is link-local IPv4?</h3> <ol class="options"><li><strong>A.</strong> 169.254.10.20</li><li><strong>B.</strong> 10.10.10.20</li><li><strong>C.</strong> 192.168.1.20</li><li><strong>D.</strong> 172.20.1.20</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>169.254.0.0/16 is APIPA/link-local addressing used when DHCP fails.</p> </details> </article> <article class="card" data-week="5" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Tuesday • Card 4 • Networking fundamentals</div> <h3>Q109. For a recorder-to-camera traffic path, which protocol translates hostnames to IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> SNMP</li><li><strong>C.</strong> RTP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DNS resolves names such as servers or cloud services to IP addresses.</p> </details> </article> <article class="card" data-week="5" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Tuesday • Card 5 • Networking fundamentals</div> <h3>Q110. For a Genetec camera VLAN deployment, which transport protocol is connection-oriented?</h3> <ol class="options"><li><strong>A.</strong> UDP</li><li><strong>B.</strong> TCP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>TCP uses sessions, acknowledgements, and retransmission.</p> </details> </article> <article class="card" data-week="5" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Wednesday • Card 1 • Subnetting and addressing</div> <h3>Q111. While troubleshooting a Security Center client connection, how many usable IPv4 host addresses are in a /24 subnet?</h3> <ol class="options"><li><strong>A.</strong> 254</li><li><strong>B.</strong> 255</li><li><strong>C.</strong> 256</li><li><strong>D.</strong> 510</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /24 has 256 total addresses; network and broadcast are not usable for hosts.</p> </details> </article> <article class="card" data-week="5" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Wednesday • Card 2 • Subnetting and addressing</div> <h3>Q112. During a jail CCTV network audit, what subnet mask matches /26?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.255.128</li><li><strong>C.</strong> 255.255.255.192</li><li><strong>D.</strong> 255.255.255.224</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>/26 equals 255.255.255.192 and provides 62 usable host addresses.</p> </details> </article> <article class="card" data-week="5" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Wednesday • Card 3 • Subnetting and addressing</div> <h3>Q113. For an access control panel network, which subnet contains host 10.10.5.77/26?</h3> <ol class="options"><li><strong>A.</strong> 10.10.5.0/26</li><li><strong>B.</strong> 10.10.5.64/26</li><li><strong>C.</strong> 10.10.5.128/26</li><li><strong>D.</strong> 10.10.5.192/26</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/26 subnets increment by 64. Address .77 belongs to 10.10.5.64/26.</p> </details> </article> <article class="card" data-week="5" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Wednesday • Card 4 • Subnetting and addressing</div> <h3>Q114. When reviewing a county security electronics network, what is the broadcast address for 192.168.20.32/27?</h3> <ol class="options"><li><strong>A.</strong> 192.168.20.31</li><li><strong>B.</strong> 192.168.20.63</li><li><strong>C.</strong> 192.168.20.64</li><li><strong>D.</strong> 192.168.20.95</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/27 increments by 32. The .32 subnet ends at .63.</p> </details> </article> <article class="card" data-week="5" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Wednesday • Card 5 • Subnetting and addressing</div> <h3>Q115. During commissioning of Axis cameras into Genetec, how many usable hosts are available in a /30?</h3> <ol class="options"><li><strong>A.</strong> 2</li><li><strong>B.</strong> 4</li><li><strong>C.</strong> 6</li><li><strong>D.</strong> 14</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /30 has four total addresses and two usable host addresses, common for point-to-point links.</p> </details> </article> <article class="card" data-week="5" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Thursday • Card 1 • Subnetting and addressing</div> <h3>Q116. For a remote video monitoring site, which prefix gives approximately 14 usable host addresses?</h3> <ol class="options"><li><strong>A.</strong> /28</li><li><strong>B.</strong> /27</li><li><strong>C.</strong> /26</li><li><strong>D.</strong> /25</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>/28 provides 16 total addresses and 14 usable host addresses.</p> </details> </article> <article class="card" data-week="5" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Thursday • Card 2 • Subnetting and addressing</div> <h3>Q117. When separating CCTV from the corporate LAN, what does CIDR notation /23 represent?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.254.0</li><li><strong>C.</strong> 255.255.252.0</li><li><strong>D.</strong> 255.255.248.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/23 corresponds to 255.255.254.0.</p> </details> </article> <article class="card" data-week="5" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Thursday • Card 3 • Subnetting and addressing</div> <h3>Q118. During network cutover testing, which range is private IPv4?</h3> <ol class="options"><li><strong>A.</strong> 192.0.2.0/24</li><li><strong>B.</strong> 192.168.0.0/16</li><li><strong>C.</strong> 198.51.100.0/24</li><li><strong>D.</strong> 203.0.113.0/24</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>192.168.0.0/16 is private. The other ranges are documentation/test networks.</p> </details> </article> <article class="card" data-week="5" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Thursday • Card 4 • Subnetting and addressing</div> <h3>Q119. For a recorder-to-camera traffic path, what is the network address of 172.20.14.199/24?</h3> <ol class="options"><li><strong>A.</strong> 172.20.14.0</li><li><strong>B.</strong> 172.20.14.199</li><li><strong>C.</strong> 172.20.14.255</li><li><strong>D.</strong> 172.20.0.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>With /24, the first three octets define the network.</p> </details> </article> <article class="card" data-week="5" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Thursday • Card 5 • Subnetting and addressing</div> <h3>Q120. For a Genetec camera VLAN deployment, why should camera IP plans avoid overlapping subnets?</h3> <ol class="options"><li><strong>A.</strong> It disables PoE</li><li><strong>B.</strong> Routing becomes ambiguous</li><li><strong>C.</strong> DNS stops working</li><li><strong>D.</strong> NTP cannot synchronize</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Overlapping subnets can cause routing ambiguity and difficult troubleshooting between camera, server, and client networks.</p> </details> </article> <article class="card" data-week="5" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 5 • Friday • Card 1 • Switching and VLANs</div> <h3>Q121. While troubleshooting a Security Center client connection, which switch port mode carries multiple VLANs?</h3> <ol class="options"><li><strong>A.</strong> Access</li><li><strong>B.</strong> Trunk</li><li><strong>C.</strong> Shutdown</li><li><strong>D.</strong> Loopback</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A trunk carries traffic for multiple VLANs using tagging, usually 802.1Q.</p> </details> </article> <article class="card" data-week="5" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 5 • Friday • Card 2 • Switching and VLANs</div> <h3>Q122. During a jail CCTV network audit, which switch port mode should normally be used for a single IP camera?</h3> <ol class="options"><li><strong>A.</strong> Trunk</li><li><strong>B.</strong> Access</li><li><strong>C.</strong> Routed</li><li><strong>D.</strong> Monitor</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A single camera usually belongs to one VLAN, so an access port is appropriate.</p> </details> </article> <article class="card" data-week="5" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 5 • Friday • Card 3 • Switching and VLANs</div> <h3>Q123. For an access control panel network, what is the native VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> The VLAN carried untagged</li><li><strong>B.</strong> The voice VLAN only</li><li><strong>C.</strong> The management VLAN only</li><li><strong>D.</strong> The disabled VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>The native VLAN is sent untagged across an 802.1Q trunk.</p> </details> </article> <article class="card" data-week="5" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 5 • Friday • Card 4 • Switching and VLANs</div> <h3>Q124. When reviewing a county security electronics network, what problem does STP help prevent?</h3> <ol class="options"><li><strong>A.</strong> IP address exhaustion</li><li><strong>B.</strong> Layer 2 loops</li><li><strong>C.</strong> DNS poisoning</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Spanning Tree Protocol blocks redundant paths to prevent Layer 2 loops.</p> </details> </article> <article class="card" data-week="5" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 5 • Friday • Card 5 • Switching and VLANs</div> <h3>Q125. During commissioning of Axis cameras into Genetec, what does a switch use to forward frames?</h3> <ol class="options"><li><strong>A.</strong> ARP table</li><li><strong>B.</strong> MAC address table</li><li><strong>C.</strong> Routing table</li><li><strong>D.</strong> DNS cache</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Switches forward frames based on destination MAC addresses learned in the MAC table.</p> </details> </article> <article class="card" data-week="6" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 6 • Monday • Card 1 • Switching and VLANs</div> <h3>Q126. For a remote video monitoring site, which command commonly verifies VLAN membership on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show vlan brief</li><li><strong>B.</strong> show ip route</li><li><strong>C.</strong> show clock</li><li><strong>D.</strong> show arp vrf</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show vlan brief displays VLANs and assigned access ports.</p> </details> </article> <article class="card" data-week="6" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 6 • Monday • Card 2 • Switching and VLANs</div> <h3>Q127. When separating CCTV from the corporate LAN, what happens when a switch receives an unknown unicast frame?</h3> <ol class="options"><li><strong>A.</strong> It drops it always</li><li><strong>B.</strong> It floods within the VLAN</li><li><strong>C.</strong> It sends it to the router only</li><li><strong>D.</strong> It converts it to multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Unknown unicast frames are flooded within the same VLAN.</p> </details> </article> <article class="card" data-week="6" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 6 • Monday • Card 3 • Switching and VLANs</div> <h3>Q128. During network cutover testing, why place cameras in a dedicated VLAN?</h3> <ol class="options"><li><strong>A.</strong> To increase pixel resolution</li><li><strong>B.</strong> To reduce broadcast scope and improve security</li><li><strong>C.</strong> To remove the need for DNS</li><li><strong>D.</strong> To disable multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A camera VLAN limits broadcast traffic and improves segmentation and security.</p> </details> </article> <article class="card" data-week="6" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 6 • Monday • Card 4 • Switching and VLANs</div> <h3>Q129. For a recorder-to-camera traffic path, what is port security commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Limiting MAC addresses on a switch port</li><li><strong>B.</strong> Encrypting routing updates</li><li><strong>C.</strong> Creating VLAN trunks</li><li><strong>D.</strong> Assigning IPv6 addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port security can restrict which MAC addresses are allowed on an access port.</p> </details> </article> <article class="card" data-week="6" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 6 • Monday • Card 5 • Switching and VLANs</div> <h3>Q130. For a Genetec camera VLAN deployment, what is a switched virtual interface, or SVI?</h3> <ol class="options"><li><strong>A.</strong> A logical Layer 3 interface for a VLAN</li><li><strong>B.</strong> A physical fiber port</li><li><strong>C.</strong> A DNS record</li><li><strong>D.</strong> A PoE injector</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An SVI provides Layer 3 gateway functionality for a VLAN on a multilayer switch.</p> </details> </article> <article class="card" data-week="6" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 6 • Tuesday • Card 1 • Routing</div> <h3>Q131. While troubleshooting a Security Center client connection, which route is used when no more specific route matches?</h3> <ol class="options"><li><strong>A.</strong> Connected route</li><li><strong>B.</strong> Default route</li><li><strong>C.</strong> Host route</li><li><strong>D.</strong> Summary route</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A default route, often 0.0.0.0/0, is used when no better match exists.</p> </details> </article> <article class="card" data-week="6" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 6 • Tuesday • Card 2 • Routing</div> <h3>Q132. During a jail CCTV network audit, what is administrative distance used for?</h3> <ol class="options"><li><strong>A.</strong> Choosing between routing sources</li><li><strong>B.</strong> Setting switch speed</li><li><strong>C.</strong> Assigning VLAN numbers</li><li><strong>D.</strong> Encrypting packets</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Administrative distance ranks route sources when multiple protocols advertise the same destination.</p> </details> </article> <article class="card" data-week="6" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 6 • Tuesday • Card 3 • Routing</div> <h3>Q133. For an access control panel network, which route type is automatically created when an interface has an IP address and is up?</h3> <ol class="options"><li><strong>A.</strong> Static</li><li><strong>B.</strong> Connected</li><li><strong>C.</strong> BGP</li><li><strong>D.</strong> Default</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Connected routes appear automatically for active interfaces with IP addressing.</p> </details> </article> <article class="card" data-week="6" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 6 • Tuesday • Card 4 • Routing</div> <h3>Q134. When reviewing a county security electronics network, what does longest prefix match mean?</h3> <ol class="options"><li><strong>A.</strong> The route with the largest metric wins</li><li><strong>B.</strong> The most specific matching route is chosen</li><li><strong>C.</strong> The oldest route is chosen</li><li><strong>D.</strong> The default route always wins</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Routers choose the most specific route that matches the destination IP.</p> </details> </article> <article class="card" data-week="6" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 6 • Tuesday • Card 5 • Routing</div> <h3>Q135. During commissioning of Axis cameras into Genetec, which command commonly displays the IPv4 routing table on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show ip route</li><li><strong>B.</strong> show vlan</li><li><strong>C.</strong> show mac address-table</li><li><strong>D.</strong> show power inline</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show ip route displays learned and configured IPv4 routes.</p> </details> </article> <article class="card" data-week="6" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 6 • Wednesday • Card 1 • Routing</div> <h3>Q136. For a remote video monitoring site, which protocol is an interior gateway protocol?</h3> <ol class="options"><li><strong>A.</strong> OSPF</li><li><strong>B.</strong> HTTP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>OSPF is an IGP used for dynamic routing inside an organization.</p> </details> </article> <article class="card" data-week="6" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 6 • Wednesday • Card 2 • Routing</div> <h3>Q137. When separating CCTV from the corporate LAN, what is a static route?</h3> <ol class="options"><li><strong>A.</strong> A manually configured route</li><li><strong>B.</strong> A DHCP lease</li><li><strong>C.</strong> A VLAN tag</li><li><strong>D.</strong> A DNS alias</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Static routes are manually entered and do not dynamically adapt unless tracking is configured.</p> </details> </article> <article class="card" data-week="6" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 6 • Wednesday • Card 3 • Routing</div> <h3>Q138. During network cutover testing, what is a next-hop IP address?</h3> <ol class="options"><li><strong>A.</strong> The destination host</li><li><strong>B.</strong> The neighboring router to forward traffic to</li><li><strong>C.</strong> The DNS server</li><li><strong>D.</strong> The DHCP server</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>The next hop is the router address used to reach a destination network.</p> </details> </article> <article class="card" data-week="6" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 6 • Wednesday • Card 4 • Routing</div> <h3>Q139. For a recorder-to-camera traffic path, what is route summarization?</h3> <ol class="options"><li><strong>A.</strong> Combining multiple networks into a shorter prefix</li><li><strong>B.</strong> Encrypting routes</li><li><strong>C.</strong> Removing VLAN tags</li><li><strong>D.</strong> Converting IPv4 to IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Summarization advertises multiple contiguous networks as one route to reduce table size.</p> </details> </article> <article class="card" data-week="6" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 6 • Wednesday • Card 5 • Routing</div> <h3>Q140. For a Genetec camera VLAN deployment, why is asymmetric routing sometimes a problem for security systems?</h3> <ol class="options"><li><strong>A.</strong> It changes camera resolution</li><li><strong>B.</strong> Firewalls may see only one side of a session</li><li><strong>C.</strong> It disables PoE</li><li><strong>D.</strong> It prevents ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Stateful firewalls may drop traffic if return traffic follows a different path and session state is not seen.</p> </details> </article> <article class="card" data-week="6" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Thursday • Card 1 • Wireless and RF basics</div> <h3>Q141. While troubleshooting a Security Center client connection, which Wi-Fi band generally has better wall penetration?</h3> <ol class="options"><li><strong>A.</strong> 2.4 GHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> 6 GHz</li><li><strong>D.</strong> 60 GHz</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>2.4 GHz usually penetrates walls better, but has more interference and fewer non-overlapping channels.</p> </details> </article> <article class="card" data-week="6" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Thursday • Card 2 • Wireless and RF basics</div> <h3>Q142. During a jail CCTV network audit, which Wi-Fi band usually offers more channels and higher throughput than 2.4 GHz?</h3> <ol class="options"><li><strong>A.</strong> 900 MHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> AM radio</li><li><strong>D.</strong> Bluetooth only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>5 GHz usually has more available channels and higher throughput, but shorter range.</p> </details> </article> <article class="card" data-week="6" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Thursday • Card 3 • Wireless and RF basics</div> <h3>Q143. For an access control panel network, what is SSID?</h3> <ol class="options"><li><strong>A.</strong> A wireless network name</li><li><strong>B.</strong> A routing protocol</li><li><strong>C.</strong> A PoE class</li><li><strong>D.</strong> A firewall action</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SSID is the advertised or configured wireless network name.</p> </details> </article> <article class="card" data-week="6" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Thursday • Card 4 • Wireless and RF basics</div> <h3>Q144. When reviewing a county security electronics network, which security mode is stronger than WPA2-Personal when available?</h3> <ol class="options"><li><strong>A.</strong> WEP</li><li><strong>B.</strong> Open</li><li><strong>C.</strong> WPA3</li><li><strong>D.</strong> TKIP only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>WPA3 improves authentication and cryptographic protections over older modes.</p> </details> </article> <article class="card" data-week="6" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Thursday • Card 5 • Wireless and RF basics</div> <h3>Q145. During commissioning of Axis cameras into Genetec, what is roaming in Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Moving a client between access points</li><li><strong>B.</strong> Changing IP subnets manually</li><li><strong>C.</strong> Replacing antennas</li><li><strong>D.</strong> Turning off encryption</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Roaming occurs when a wireless client moves between APs while maintaining connectivity.</p> </details> </article> <article class="card" data-week="6" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Friday • Card 1 • Wireless and RF basics</div> <h3>Q146. For a remote video monitoring site, what does RSSI indicate?</h3> <ol class="options"><li><strong>A.</strong> Received signal strength</li><li><strong>B.</strong> Routing table size</li><li><strong>C.</strong> Camera frame rate</li><li><strong>D.</strong> Switch buffer size</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RSSI is a measure of received signal strength.</p> </details> </article> <article class="card" data-week="6" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Friday • Card 2 • Wireless and RF basics</div> <h3>Q147. When separating CCTV from the corporate LAN, why are wireless cameras often avoided for critical CCTV?</h3> <ol class="options"><li><strong>A.</strong> They cannot use IP</li><li><strong>B.</strong> Wireless links may be less predictable than wired links</li><li><strong>C.</strong> They cannot use DNS</li><li><strong>D.</strong> They require IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Wireless is vulnerable to interference, capacity limits, and RF design issues.</p> </details> </article> <article class="card" data-week="6" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Friday • Card 3 • Wireless and RF basics</div> <h3>Q148. During network cutover testing, which issue is caused by too many APs on the same channel?</h3> <ol class="options"><li><strong>A.</strong> Co-channel interference</li><li><strong>B.</strong> DNS recursion</li><li><strong>C.</strong> DHCP starvation only</li><li><strong>D.</strong> NTP drift</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Co-channel interference occurs when too many devices contend on the same channel.</p> </details> </article> <article class="card" data-week="6" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Friday • Card 4 • Wireless and RF basics</div> <h3>Q149. For a recorder-to-camera traffic path, what does a captive portal typically provide?</h3> <ol class="options"><li><strong>A.</strong> Web-based authentication or acceptance</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> OSPF adjacency</li><li><strong>D.</strong> Camera lens focus</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Captive portals intercept web traffic for login or terms acceptance.</p> </details> </article> <article class="card" data-week="6" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Friday • Card 5 • Wireless and RF basics</div> <h3>Q150. For a Genetec camera VLAN deployment, which design best supports mobile Genetec client devices over Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Strong coverage, capacity planning, and secure authentication</li><li><strong>B.</strong> One AP at maximum power</li><li><strong>C.</strong> Open Wi-Fi only</li><li><strong>D.</strong> Disable roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Mobile video clients need reliable coverage, adequate capacity, secure authentication, and controlled roaming.</p> </details> </article> <article class="card" data-week="7" data-day="Monday" data-topic="IP services"> <div class="meta">Week 7 • Monday • Card 1 • IP services</div> <h3>Q151. While troubleshooting a Security Center client connection, which protocol dynamically assigns IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DHCP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> SNMP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DHCP leases IP configuration such as address, mask, gateway, and DNS.</p> </details> </article> <article class="card" data-week="7" data-day="Monday" data-topic="IP services"> <div class="meta">Week 7 • Monday • Card 2 • IP services</div> <h3>Q152. During a jail CCTV network audit, which DHCP message does a client send first?</h3> <ol class="options"><li><strong>A.</strong> DISCOVER</li><li><strong>B.</strong> OFFER</li><li><strong>C.</strong> REQUEST</li><li><strong>D.</strong> ACK</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A DHCP client starts by broadcasting DHCPDISCOVER.</p> </details> </article> <article class="card" data-week="7" data-day="Monday" data-topic="IP services"> <div class="meta">Week 7 • Monday • Card 3 • IP services</div> <h3>Q153. For an access control panel network, what is the purpose of DHCP reservation?</h3> <ol class="options"><li><strong>A.</strong> Assigning a consistent IP to a known MAC address</li><li><strong>B.</strong> Encrypting DHCP</li><li><strong>C.</strong> Creating VLANs</li><li><strong>D.</strong> Blocking DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Reservations help keep devices such as cameras or servers at predictable addresses.</p> </details> </article> <article class="card" data-week="7" data-day="Monday" data-topic="IP services"> <div class="meta">Week 7 • Monday • Card 4 • IP services</div> <h3>Q154. When reviewing a county security electronics network, which service synchronizes time across network devices?</h3> <ol class="options"><li><strong>A.</strong> NTP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> FTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>NTP synchronizes clocks, which is critical for video evidence timelines and logs.</p> </details> </article> <article class="card" data-week="7" data-day="Monday" data-topic="IP services"> <div class="meta">Week 7 • Monday • Card 5 • IP services</div> <h3>Q155. During commissioning of Axis cameras into Genetec, which protocol is commonly used for device monitoring?</h3> <ol class="options"><li><strong>A.</strong> SNMP</li><li><strong>B.</strong> SMTP</li><li><strong>C.</strong> RDP</li><li><strong>D.</strong> RTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SNMP can monitor device status, interfaces, and alerts.</p> </details> </article> <article class="card" data-week="7" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 7 • Tuesday • Card 1 • IP services</div> <h3>Q156. For a remote video monitoring site, what does Syslog provide?</h3> <ol class="options"><li><strong>A.</strong> Centralized log messages</li><li><strong>B.</strong> IP address assignment</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Power delivery</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Syslog sends event messages to a centralized logging system.</p> </details> </article> <article class="card" data-week="7" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 7 • Tuesday • Card 2 • IP services</div> <h3>Q157. When separating CCTV from the corporate LAN, which protocol securely administers network devices by CLI?</h3> <ol class="options"><li><strong>A.</strong> Telnet</li><li><strong>B.</strong> SSH</li><li><strong>C.</strong> TFTP</li><li><strong>D.</strong> HTTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>SSH encrypts remote CLI access. Telnet is unencrypted.</p> </details> </article> <article class="card" data-week="7" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 7 • Tuesday • Card 3 • IP services</div> <h3>Q158. During network cutover testing, which protocol is commonly used to transfer configuration files but is not secure?</h3> <ol class="options"><li><strong>A.</strong> TFTP</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> SSH</li><li><strong>D.</strong> SCP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>TFTP is simple and unencrypted.</p> </details> </article> <article class="card" data-week="7" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 7 • Tuesday • Card 4 • IP services</div> <h3>Q159. For a recorder-to-camera traffic path, what is DNS A record used for?</h3> <ol class="options"><li><strong>A.</strong> Mapping a hostname to IPv4</li><li><strong>B.</strong> Mapping IP to MAC</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Setting PoE class</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An A record maps a hostname to an IPv4 address.</p> </details> </article> <article class="card" data-week="7" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 7 • Tuesday • Card 5 • IP services</div> <h3>Q160. For a Genetec camera VLAN deployment, why is accurate NTP important for Genetec systems?</h3> <ol class="options"><li><strong>A.</strong> It improves lens zoom</li><li><strong>B.</strong> It keeps video, access events, and audit logs aligned</li><li><strong>C.</strong> It increases PoE wattage</li><li><strong>D.</strong> It prevents all packet loss</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Accurate time keeps camera video, access control events, and audit logs correlated.</p> </details> </article> <article class="card" data-week="7" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Wednesday • Card 1 • Security fundamentals</div> <h3>Q161. While troubleshooting a Security Center client connection, what does AAA stand for?</h3> <ol class="options"><li><strong>A.</strong> Authentication, Authorization, Accounting</li><li><strong>B.</strong> Access, Allow, Audit</li><li><strong>C.</strong> Address, ARP, ACL</li><li><strong>D.</strong> Analyze, Alert, Archive</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>AAA identifies users, determines permissions, and records activity.</p> </details> </article> <article class="card" data-week="7" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Wednesday • Card 2 • Security fundamentals</div> <h3>Q162. During a jail CCTV network audit, which protocol provides centralized AAA for network devices?</h3> <ol class="options"><li><strong>A.</strong> RADIUS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RADIUS is commonly used for centralized authentication and authorization.</p> </details> </article> <article class="card" data-week="7" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Wednesday • Card 3 • Security fundamentals</div> <h3>Q163. For an access control panel network, what is the purpose of an ACL?</h3> <ol class="options"><li><strong>A.</strong> Filter traffic based on rules</li><li><strong>B.</strong> Assign DHCP leases</li><li><strong>C.</strong> Increase PoE</li><li><strong>D.</strong> Store video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Access control lists permit or deny traffic based on criteria such as IPs, ports, and protocols.</p> </details> </article> <article class="card" data-week="7" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Wednesday • Card 4 • Security fundamentals</div> <h3>Q164. When reviewing a county security electronics network, which management method is least secure?</h3> <ol class="options"><li><strong>A.</strong> SSH</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> Telnet</li><li><strong>D.</strong> SNMPv3</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Telnet sends credentials and traffic in clear text.</p> </details> </article> <article class="card" data-week="7" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Wednesday • Card 5 • Security fundamentals</div> <h3>Q165. During commissioning of Axis cameras into Genetec, which SNMP version supports authentication and encryption?</h3> <ol class="options"><li><strong>A.</strong> SNMPv1</li><li><strong>B.</strong> SNMPv2c</li><li><strong>C.</strong> SNMPv3</li><li><strong>D.</strong> All versions equally</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>SNMPv3 supports stronger authentication and privacy features.</p> </details> </article> <article class="card" data-week="7" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Thursday • Card 1 • Security fundamentals</div> <h3>Q166. For a remote video monitoring site, what is 802.1X used for?</h3> <ol class="options"><li><strong>A.</strong> Port-based network access control</li><li><strong>B.</strong> DNS forwarding</li><li><strong>C.</strong> Static routing</li><li><strong>D.</strong> PoE measurement</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>802.1X authenticates devices or users before granting network access.</p> </details> </article> <article class="card" data-week="7" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Thursday • Card 2 • Security fundamentals</div> <h3>Q167. When separating CCTV from the corporate LAN, what is a firewall zone?</h3> <ol class="options"><li><strong>A.</strong> A logical security area with policy controls</li><li><strong>B.</strong> A switch backplane</li><li><strong>C.</strong> A DHCP scope</li><li><strong>D.</strong> A Wi-Fi antenna pattern</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Zones group interfaces or networks so policies can control traffic between them.</p> </details> </article> <article class="card" data-week="7" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Thursday • Card 3 • Security fundamentals</div> <h3>Q168. During network cutover testing, why should camera default passwords be changed?</h3> <ol class="options"><li><strong>A.</strong> To improve image quality</li><li><strong>B.</strong> To prevent unauthorized access</li><li><strong>C.</strong> To increase FPS</li><li><strong>D.</strong> To enable ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Default credentials are widely known and create serious security risk.</p> </details> </article> <article class="card" data-week="7" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Thursday • Card 4 • Security fundamentals</div> <h3>Q169. For a recorder-to-camera traffic path, what is least privilege?</h3> <ol class="options"><li><strong>A.</strong> Giving only the permissions required</li><li><strong>B.</strong> Giving all users admin rights</li><li><strong>C.</strong> Disabling all logging</li><li><strong>D.</strong> Using only one password</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Least privilege reduces risk by limiting access to required functions only.</p> </details> </article> <article class="card" data-week="7" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Thursday • Card 5 • Security fundamentals</div> <h3>Q170. For a Genetec camera VLAN deployment, why segment access control panels from general user PCs?</h3> <ol class="options"><li><strong>A.</strong> To reduce security exposure and limit lateral movement</li><li><strong>B.</strong> To increase monitor resolution</li><li><strong>C.</strong> To eliminate DHCP</li><li><strong>D.</strong> To disable routing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Segmentation helps protect physical security systems from compromise on less trusted networks.</p> </details> </article> <article class="card" data-week="7" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 7 • Friday • Card 1 • NAT and WAN</div> <h3>Q171. While troubleshooting a Security Center client connection, what does NAT do?</h3> <ol class="options"><li><strong>A.</strong> Translates IP addresses</li><li><strong>B.</strong> Encrypts wireless</li><li><strong>C.</strong> Assigns VLANs</li><li><strong>D.</strong> Learns MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Network Address Translation changes source or destination IP information.</p> </details> </article> <article class="card" data-week="7" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 7 • Friday • Card 2 • NAT and WAN</div> <h3>Q172. During a jail CCTV network audit, what is PAT also called?</h3> <ol class="options"><li><strong>A.</strong> NAT overload</li><li><strong>B.</strong> Static routing</li><li><strong>C.</strong> DNS relay</li><li><strong>D.</strong> ARP proxy</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>PAT maps many internal hosts to one public IP using port numbers.</p> </details> </article> <article class="card" data-week="7" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 7 • Friday • Card 3 • NAT and WAN</div> <h3>Q173. For an access control panel network, which private address is commonly translated before Internet access?</h3> <ol class="options"><li><strong>A.</strong> 10.1.1.10</li><li><strong>B.</strong> 8.8.8.8</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 203.0.113.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>10.0.0.0/8 is private and typically translated for Internet access.</p> </details> </article> <article class="card" data-week="7" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 7 • Friday • Card 4 • NAT and WAN</div> <h3>Q174. When reviewing a county security electronics network, what is a site-to-site VPN commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Securely connecting two networks</li><li><strong>B.</strong> Powering cameras</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Replacing DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A site-to-site VPN securely connects networks across an untrusted transport.</p> </details> </article> <article class="card" data-week="7" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 7 • Friday • Card 5 • NAT and WAN</div> <h3>Q175. During commissioning of Axis cameras into Genetec, which protocol helps verify reachability across WAN links?</h3> <ol class="options"><li><strong>A.</strong> ICMP</li><li><strong>B.</strong> PoE</li><li><strong>C.</strong> LLDP</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>ICMP echo requests/replies are commonly used with ping.</p> </details> </article> <article class="card" data-week="8" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 8 • Monday • Card 1 • NAT and WAN</div> <h3>Q176. For a remote video monitoring site, what is split tunneling?</h3> <ol class="options"><li><strong>A.</strong> Sending some traffic through VPN and some directly</li><li><strong>B.</strong> Dividing a VLAN tag</li><li><strong>C.</strong> Splitting fiber strands</li><li><strong>D.</strong> Using two DHCP servers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Split tunneling routes selected traffic through a VPN while other traffic goes directly.</p> </details> </article> <article class="card" data-week="8" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 8 • Monday • Card 2 • NAT and WAN</div> <h3>Q177. When separating CCTV from the corporate LAN, why avoid exposing camera web interfaces directly to the Internet?</h3> <ol class="options"><li><strong>A.</strong> It increases attack surface</li><li><strong>B.</strong> It disables DNS</li><li><strong>C.</strong> It prevents recording</li><li><strong>D.</strong> It changes MTU</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Direct exposure increases risk from credential attacks and vulnerabilities.</p> </details> </article> <article class="card" data-week="8" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 8 • Monday • Card 3 • NAT and WAN</div> <h3>Q178. During network cutover testing, what is port forwarding?</h3> <ol class="options"><li><strong>A.</strong> Mapping an external port to an internal host/service</li><li><strong>B.</strong> Creating a VLAN</li><li><strong>C.</strong> Blocking ARP</li><li><strong>D.</strong> Learning MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port forwarding directs traffic received on a public IP/port to an internal IP/port.</p> </details> </article> <article class="card" data-week="8" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 8 • Monday • Card 4 • NAT and WAN</div> <h3>Q179. For a recorder-to-camera traffic path, which WAN issue most affects live video smoothness?</h3> <ol class="options"><li><strong>A.</strong> Latency, jitter, and packet loss</li><li><strong>B.</strong> Hostnames only</li><li><strong>C.</strong> Keyboard layout</li><li><strong>D.</strong> Cable color</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Video performance is affected by latency, jitter, packet loss, and available bandwidth.</p> </details> </article> <article class="card" data-week="8" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 8 • Monday • Card 5 • NAT and WAN</div> <h3>Q180. For a Genetec camera VLAN deployment, what is QoS used for over constrained WAN links?</h3> <ol class="options"><li><strong>A.</strong> Prioritizing important traffic</li><li><strong>B.</strong> Creating IP addresses</li><li><strong>C.</strong> Replacing firewalls</li><li><strong>D.</strong> Changing camera lens angle</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>QoS classifies and prioritizes traffic when bandwidth is limited.</p> </details> </article> <article class="card" data-week="8" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Tuesday • Card 1 • QoS and multicast video</div> <h3>Q181. While troubleshooting a Security Center client connection, what is multicast designed for?</h3> <ol class="options"><li><strong>A.</strong> One-to-many efficient traffic delivery</li><li><strong>B.</strong> Only one-to-one delivery</li><li><strong>C.</strong> Encrypting packets</li><li><strong>D.</strong> Assigning DHCP addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast efficiently sends one stream to multiple receivers.</p> </details> </article> <article class="card" data-week="8" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Tuesday • Card 2 • QoS and multicast video</div> <h3>Q182. During a jail CCTV network audit, which protocol lets hosts join IPv4 multicast groups?</h3> <ol class="options"><li><strong>A.</strong> IGMP</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DNS</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP is used by hosts and switches/routers for IPv4 multicast group membership.</p> </details> </article> <article class="card" data-week="8" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Tuesday • Card 3 • QoS and multicast video</div> <h3>Q183. For an access control panel network, what does IGMP snooping do on a switch?</h3> <ol class="options"><li><strong>A.</strong> Limits multicast flooding by tracking group membership</li><li><strong>B.</strong> Encrypts multicast</li><li><strong>C.</strong> Assigns multicast IPs</li><li><strong>D.</strong> Blocks all video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping helps switches forward multicast only to interested ports.</p> </details> </article> <article class="card" data-week="8" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Tuesday • Card 4 • QoS and multicast video</div> <h3>Q184. When reviewing a county security electronics network, which IPv4 range is multicast?</h3> <ol class="options"><li><strong>A.</strong> 224.0.0.0/4</li><li><strong>B.</strong> 10.0.0.0/8</li><li><strong>C.</strong> 172.16.0.0/12</li><li><strong>D.</strong> 192.168.0.0/16</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IPv4 multicast uses 224.0.0.0 through 239.255.255.255.</p> </details> </article> <article class="card" data-week="8" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Tuesday • Card 5 • QoS and multicast video</div> <h3>Q185. During commissioning of Axis cameras into Genetec, what does QoS classification do?</h3> <ol class="options"><li><strong>A.</strong> Identifies traffic for policy treatment</li><li><strong>B.</strong> Creates a subnet</li><li><strong>C.</strong> Changes MAC addresses</li><li><strong>D.</strong> Erases logs</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Classification identifies traffic types so QoS policies can mark, queue, or police them.</p> </details> </article> <article class="card" data-week="8" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Wednesday • Card 1 • QoS and multicast video</div> <h3>Q186. For a remote video monitoring site, what is DSCP?</h3> <ol class="options"><li><strong>A.</strong> A Layer 3 QoS marking field</li><li><strong>B.</strong> A switch port mode</li><li><strong>C.</strong> A wireless SSID</li><li><strong>D.</strong> A DHCP option</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DSCP marks packets for differentiated QoS treatment.</p> </details> </article> <article class="card" data-week="8" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Wednesday • Card 2 • QoS and multicast video</div> <h3>Q187. When separating CCTV from the corporate LAN, why can video surveillance traffic need QoS?</h3> <ol class="options"><li><strong>A.</strong> Video can be bandwidth-intensive and delay-sensitive</li><li><strong>B.</strong> Video cannot use IP</li><li><strong>C.</strong> Video disables VLANs</li><li><strong>D.</strong> Video requires Telnet</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Live viewing and control traffic may need priority when links are congested.</p> </details> </article> <article class="card" data-week="8" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Wednesday • Card 3 • QoS and multicast video</div> <h3>Q188. During network cutover testing, what is jitter?</h3> <ol class="options"><li><strong>A.</strong> Variation in packet delay</li><li><strong>B.</strong> Static IP assignment</li><li><strong>C.</strong> MAC address aging</li><li><strong>D.</strong> A VLAN mismatch</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Jitter is inconsistent packet delay, which can affect real-time video and audio.</p> </details> </article> <article class="card" data-week="8" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Wednesday • Card 4 • QoS and multicast video</div> <h3>Q189. For a recorder-to-camera traffic path, what should be enabled to prevent multicast flooding in a camera VLAN?</h3> <ol class="options"><li><strong>A.</strong> IGMP snooping</li><li><strong>B.</strong> Telnet</li><li><strong>C.</strong> PortFast disablement</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping reduces unnecessary multicast flooding within a VLAN.</p> </details> </article> <article class="card" data-week="8" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Wednesday • Card 5 • QoS and multicast video</div> <h3>Q190. For a Genetec camera VLAN deployment, which traffic is often best kept unicast unless multicast is designed properly?</h3> <ol class="options"><li><strong>A.</strong> Camera video streams</li><li><strong>B.</strong> NTP queries</li><li><strong>C.</strong> ARP replies</li><li><strong>D.</strong> DHCP offers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast video needs proper IGMP and routing design. Without it, unicast is often simpler and safer.</p> </details> </article> <article class="card" data-week="8" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Thursday • Card 1 • Automation and programmability</div> <h3>Q191. While troubleshooting a Security Center client connection, which data format is commonly used by REST APIs?</h3> <ol class="options"><li><strong>A.</strong> JSON</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>JSON is widely used to exchange structured data in REST APIs.</p> </details> </article> <article class="card" data-week="8" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Thursday • Card 2 • Automation and programmability</div> <h3>Q192. During a jail CCTV network audit, what does REST commonly use as its transport/application protocol?</h3> <ol class="options"><li><strong>A.</strong> HTTP/HTTPS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP only</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RESTful APIs commonly use HTTP or HTTPS methods.</p> </details> </article> <article class="card" data-week="8" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Thursday • Card 3 • Automation and programmability</div> <h3>Q193. For an access control panel network, which HTTP method is commonly used to retrieve information?</h3> <ol class="options"><li><strong>A.</strong> GET</li><li><strong>B.</strong> POST</li><li><strong>C.</strong> PUT</li><li><strong>D.</strong> DELETE</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>GET retrieves a resource without changing it.</p> </details> </article> <article class="card" data-week="8" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Thursday • Card 4 • Automation and programmability</div> <h3>Q194. When reviewing a county security electronics network, which HTTP method is commonly used to create a new object?</h3> <ol class="options"><li><strong>A.</strong> POST</li><li><strong>B.</strong> GET</li><li><strong>C.</strong> PING</li><li><strong>D.</strong> TRACEPATH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>POST is commonly used to submit data or create resources.</p> </details> </article> <article class="card" data-week="8" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Thursday • Card 5 • Automation and programmability</div> <h3>Q195. During commissioning of Axis cameras into Genetec, what is an API token used for?</h3> <ol class="options"><li><strong>A.</strong> Authentication/authorization to an API</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Fiber splicing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>API tokens are used to authenticate and authorize API requests.</p> </details> </article> <article class="card" data-week="8" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Friday • Card 1 • Automation and programmability</div> <h3>Q196. For a remote video monitoring site, which tool is often used for API testing from a workstation?</h3> <ol class="options"><li><strong>A.</strong> Postman</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> DHCP relay</li><li><strong>D.</strong> LLDP-MED</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Postman is commonly used for testing REST APIs.</p> </details> </article> <article class="card" data-week="8" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Friday • Card 2 • Automation and programmability</div> <h3>Q197. When separating CCTV from the corporate LAN, what is idempotency?</h3> <ol class="options"><li><strong>A.</strong> Repeating an operation gives the same result</li><li><strong>B.</strong> Traffic is encrypted</li><li><strong>C.</strong> A port is trunking</li><li><strong>D.</strong> A camera is recording</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An idempotent operation can be repeated without changing the result beyond the first application.</p> </details> </article> <article class="card" data-week="8" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Friday • Card 3 • Automation and programmability</div> <h3>Q198. During network cutover testing, why is network automation useful for security systems?</h3> <ol class="options"><li><strong>A.</strong> It reduces repetitive configuration errors</li><li><strong>B.</strong> It removes need for IP addresses</li><li><strong>C.</strong> It prevents all outages</li><li><strong>D.</strong> It replaces physical cabling</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Automation improves consistency, speeds changes, and reduces manual mistakes.</p> </details> </article> <article class="card" data-week="8" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Friday • Card 4 • Automation and programmability</div> <h3>Q199. For a recorder-to-camera traffic path, which file format is commonly used for network automation variables?</h3> <ol class="options"><li><strong>A.</strong> YAML</li><li><strong>B.</strong> JPEG</li><li><strong>C.</strong> MP3</li><li><strong>D.</strong> BMP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>YAML is frequently used for human-readable configuration data.</p> </details> </article> <article class="card" data-week="8" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Friday • Card 5 • Automation and programmability</div> <h3>Q200. For a Genetec camera VLAN deployment, what is Git used for?</h3> <ol class="options"><li><strong>A.</strong> Version control</li><li><strong>B.</strong> Packet switching</li><li><strong>C.</strong> PoE delivery</li><li><strong>D.</strong> Wireless roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Git tracks changes to files such as scripts, templates, and configurations.</p> </details> </article> <article class="card" data-week="9" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Monday • Card 1 • Networking fundamentals</div> <h3>Q201. During a jail CCTV network audit, which OSI layer is responsible for logical IP addressing?</h3> <ol class="options"><li><strong>A.</strong> Layer 2</li><li><strong>B.</strong> Layer 3</li><li><strong>C.</strong> Layer 4</li><li><strong>D.</strong> Layer 7</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Layer 3, the Network layer, provides logical addressing and routing using IP. This is where video clients, cameras, and servers are routed between subnets.</p> </details> </article> <article class="card" data-week="9" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Monday • Card 2 • Networking fundamentals</div> <h3>Q202. For an access control panel network, which device primarily separates broadcast domains?</h3> <ol class="options"><li><strong>A.</strong> Switch</li><li><strong>B.</strong> Hub</li><li><strong>C.</strong> Router</li><li><strong>D.</strong> Patch panel</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Routers and Layer 3 switches separate broadcast domains. This matters when separating camera VLANs, access control VLANs, and corporate LANs.</p> </details> </article> <article class="card" data-week="9" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Monday • Card 3 • Networking fundamentals</div> <h3>Q203. When reviewing a county security electronics network, what is the purpose of a default gateway?</h3> <ol class="options"><li><strong>A.</strong> Encrypt traffic</li><li><strong>B.</strong> Forward traffic outside the local subnet</li><li><strong>C.</strong> Assign VLAN IDs</li><li><strong>D.</strong> Convert fiber to copper</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A host sends traffic to its default gateway when the destination is outside the local subnet.</p> </details> </article> <article class="card" data-week="9" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Monday • Card 4 • Networking fundamentals</div> <h3>Q204. During commissioning of Axis cameras into Genetec, which protocol resolves an IPv4 address to a MAC address?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>ARP maps IPv4 addresses to MAC addresses on the local network.</p> </details> </article> <article class="card" data-week="9" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Monday • Card 5 • Networking fundamentals</div> <h3>Q205. For a remote video monitoring site, which value identifies a VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> DSCP</li><li><strong>B.</strong> VLAN ID</li><li><strong>C.</strong> MAC address</li><li><strong>D.</strong> TCP port</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>802.1Q inserts a VLAN tag that includes the VLAN ID.</p> </details> </article> <article class="card" data-week="9" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Tuesday • Card 1 • Networking fundamentals</div> <h3>Q206. When separating CCTV from the corporate LAN, what does MTU define?</h3> <ol class="options"><li><strong>A.</strong> Maximum frame count per second</li><li><strong>B.</strong> Maximum transmission unit size</li><li><strong>C.</strong> Minimum trunk utilization</li><li><strong>D.</strong> MAC table update time</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>MTU is the largest packet/frame payload size supported without fragmentation.</p> </details> </article> <article class="card" data-week="9" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Tuesday • Card 2 • Networking fundamentals</div> <h3>Q207. During network cutover testing, which address is a private IPv4 address?</h3> <ol class="options"><li><strong>A.</strong> 8.8.8.8</li><li><strong>B.</strong> 172.16.5.10</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 224.0.0.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>172.16.0.0/12 is private IPv4 space.</p> </details> </article> <article class="card" data-week="9" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Tuesday • Card 3 • Networking fundamentals</div> <h3>Q208. For a recorder-to-camera traffic path, which address is link-local IPv4?</h3> <ol class="options"><li><strong>A.</strong> 169.254.10.20</li><li><strong>B.</strong> 10.10.10.20</li><li><strong>C.</strong> 192.168.1.20</li><li><strong>D.</strong> 172.20.1.20</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>169.254.0.0/16 is APIPA/link-local addressing used when DHCP fails.</p> </details> </article> <article class="card" data-week="9" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Tuesday • Card 4 • Networking fundamentals</div> <h3>Q209. For a Genetec camera VLAN deployment, which protocol translates hostnames to IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> SNMP</li><li><strong>C.</strong> RTP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DNS resolves names such as servers or cloud services to IP addresses.</p> </details> </article> <article class="card" data-week="9" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Tuesday • Card 5 • Networking fundamentals</div> <h3>Q210. While troubleshooting a Security Center client connection, which transport protocol is connection-oriented?</h3> <ol class="options"><li><strong>A.</strong> UDP</li><li><strong>B.</strong> TCP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>TCP uses sessions, acknowledgements, and retransmission.</p> </details> </article> <article class="card" data-week="9" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Wednesday • Card 1 • Subnetting and addressing</div> <h3>Q211. During a jail CCTV network audit, how many usable IPv4 host addresses are in a /24 subnet?</h3> <ol class="options"><li><strong>A.</strong> 254</li><li><strong>B.</strong> 255</li><li><strong>C.</strong> 256</li><li><strong>D.</strong> 510</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /24 has 256 total addresses; network and broadcast are not usable for hosts.</p> </details> </article> <article class="card" data-week="9" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Wednesday • Card 2 • Subnetting and addressing</div> <h3>Q212. For an access control panel network, what subnet mask matches /26?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.255.128</li><li><strong>C.</strong> 255.255.255.192</li><li><strong>D.</strong> 255.255.255.224</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>/26 equals 255.255.255.192 and provides 62 usable host addresses.</p> </details> </article> <article class="card" data-week="9" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Wednesday • Card 3 • Subnetting and addressing</div> <h3>Q213. When reviewing a county security electronics network, which subnet contains host 10.10.5.77/26?</h3> <ol class="options"><li><strong>A.</strong> 10.10.5.0/26</li><li><strong>B.</strong> 10.10.5.64/26</li><li><strong>C.</strong> 10.10.5.128/26</li><li><strong>D.</strong> 10.10.5.192/26</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/26 subnets increment by 64. Address .77 belongs to 10.10.5.64/26.</p> </details> </article> <article class="card" data-week="9" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Wednesday • Card 4 • Subnetting and addressing</div> <h3>Q214. During commissioning of Axis cameras into Genetec, what is the broadcast address for 192.168.20.32/27?</h3> <ol class="options"><li><strong>A.</strong> 192.168.20.31</li><li><strong>B.</strong> 192.168.20.63</li><li><strong>C.</strong> 192.168.20.64</li><li><strong>D.</strong> 192.168.20.95</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/27 increments by 32. The .32 subnet ends at .63.</p> </details> </article> <article class="card" data-week="9" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Wednesday • Card 5 • Subnetting and addressing</div> <h3>Q215. For a remote video monitoring site, how many usable hosts are available in a /30?</h3> <ol class="options"><li><strong>A.</strong> 2</li><li><strong>B.</strong> 4</li><li><strong>C.</strong> 6</li><li><strong>D.</strong> 14</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /30 has four total addresses and two usable host addresses, common for point-to-point links.</p> </details> </article> <article class="card" data-week="9" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Thursday • Card 1 • Subnetting and addressing</div> <h3>Q216. When separating CCTV from the corporate LAN, which prefix gives approximately 14 usable host addresses?</h3> <ol class="options"><li><strong>A.</strong> /28</li><li><strong>B.</strong> /27</li><li><strong>C.</strong> /26</li><li><strong>D.</strong> /25</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>/28 provides 16 total addresses and 14 usable host addresses.</p> </details> </article> <article class="card" data-week="9" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Thursday • Card 2 • Subnetting and addressing</div> <h3>Q217. During network cutover testing, what does CIDR notation /23 represent?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.254.0</li><li><strong>C.</strong> 255.255.252.0</li><li><strong>D.</strong> 255.255.248.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/23 corresponds to 255.255.254.0.</p> </details> </article> <article class="card" data-week="9" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Thursday • Card 3 • Subnetting and addressing</div> <h3>Q218. For a recorder-to-camera traffic path, which range is private IPv4?</h3> <ol class="options"><li><strong>A.</strong> 192.0.2.0/24</li><li><strong>B.</strong> 192.168.0.0/16</li><li><strong>C.</strong> 198.51.100.0/24</li><li><strong>D.</strong> 203.0.113.0/24</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>192.168.0.0/16 is private. The other ranges are documentation/test networks.</p> </details> </article> <article class="card" data-week="9" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Thursday • Card 4 • Subnetting and addressing</div> <h3>Q219. For a Genetec camera VLAN deployment, what is the network address of 172.20.14.199/24?</h3> <ol class="options"><li><strong>A.</strong> 172.20.14.0</li><li><strong>B.</strong> 172.20.14.199</li><li><strong>C.</strong> 172.20.14.255</li><li><strong>D.</strong> 172.20.0.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>With /24, the first three octets define the network.</p> </details> </article> <article class="card" data-week="9" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Thursday • Card 5 • Subnetting and addressing</div> <h3>Q220. While troubleshooting a Security Center client connection, why should camera IP plans avoid overlapping subnets?</h3> <ol class="options"><li><strong>A.</strong> It disables PoE</li><li><strong>B.</strong> Routing becomes ambiguous</li><li><strong>C.</strong> DNS stops working</li><li><strong>D.</strong> NTP cannot synchronize</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Overlapping subnets can cause routing ambiguity and difficult troubleshooting between camera, server, and client networks.</p> </details> </article> <article class="card" data-week="9" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 9 • Friday • Card 1 • Switching and VLANs</div> <h3>Q221. During a jail CCTV network audit, which switch port mode carries multiple VLANs?</h3> <ol class="options"><li><strong>A.</strong> Access</li><li><strong>B.</strong> Trunk</li><li><strong>C.</strong> Shutdown</li><li><strong>D.</strong> Loopback</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A trunk carries traffic for multiple VLANs using tagging, usually 802.1Q.</p> </details> </article> <article class="card" data-week="9" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 9 • Friday • Card 2 • Switching and VLANs</div> <h3>Q222. For an access control panel network, which switch port mode should normally be used for a single IP camera?</h3> <ol class="options"><li><strong>A.</strong> Trunk</li><li><strong>B.</strong> Access</li><li><strong>C.</strong> Routed</li><li><strong>D.</strong> Monitor</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A single camera usually belongs to one VLAN, so an access port is appropriate.</p> </details> </article> <article class="card" data-week="9" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 9 • Friday • Card 3 • Switching and VLANs</div> <h3>Q223. When reviewing a county security electronics network, what is the native VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> The VLAN carried untagged</li><li><strong>B.</strong> The voice VLAN only</li><li><strong>C.</strong> The management VLAN only</li><li><strong>D.</strong> The disabled VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>The native VLAN is sent untagged across an 802.1Q trunk.</p> </details> </article> <article class="card" data-week="9" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 9 • Friday • Card 4 • Switching and VLANs</div> <h3>Q224. During commissioning of Axis cameras into Genetec, what problem does STP help prevent?</h3> <ol class="options"><li><strong>A.</strong> IP address exhaustion</li><li><strong>B.</strong> Layer 2 loops</li><li><strong>C.</strong> DNS poisoning</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Spanning Tree Protocol blocks redundant paths to prevent Layer 2 loops.</p> </details> </article> <article class="card" data-week="9" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 9 • Friday • Card 5 • Switching and VLANs</div> <h3>Q225. For a remote video monitoring site, what does a switch use to forward frames?</h3> <ol class="options"><li><strong>A.</strong> ARP table</li><li><strong>B.</strong> MAC address table</li><li><strong>C.</strong> Routing table</li><li><strong>D.</strong> DNS cache</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Switches forward frames based on destination MAC addresses learned in the MAC table.</p> </details> </article> <article class="card" data-week="10" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 10 • Monday • Card 1 • Switching and VLANs</div> <h3>Q226. When separating CCTV from the corporate LAN, which command commonly verifies VLAN membership on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show vlan brief</li><li><strong>B.</strong> show ip route</li><li><strong>C.</strong> show clock</li><li><strong>D.</strong> show arp vrf</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show vlan brief displays VLANs and assigned access ports.</p> </details> </article> <article class="card" data-week="10" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 10 • Monday • Card 2 • Switching and VLANs</div> <h3>Q227. During network cutover testing, what happens when a switch receives an unknown unicast frame?</h3> <ol class="options"><li><strong>A.</strong> It drops it always</li><li><strong>B.</strong> It floods within the VLAN</li><li><strong>C.</strong> It sends it to the router only</li><li><strong>D.</strong> It converts it to multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Unknown unicast frames are flooded within the same VLAN.</p> </details> </article> <article class="card" data-week="10" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 10 • Monday • Card 3 • Switching and VLANs</div> <h3>Q228. For a recorder-to-camera traffic path, why place cameras in a dedicated VLAN?</h3> <ol class="options"><li><strong>A.</strong> To increase pixel resolution</li><li><strong>B.</strong> To reduce broadcast scope and improve security</li><li><strong>C.</strong> To remove the need for DNS</li><li><strong>D.</strong> To disable multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A camera VLAN limits broadcast traffic and improves segmentation and security.</p> </details> </article> <article class="card" data-week="10" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 10 • Monday • Card 4 • Switching and VLANs</div> <h3>Q229. For a Genetec camera VLAN deployment, what is port security commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Limiting MAC addresses on a switch port</li><li><strong>B.</strong> Encrypting routing updates</li><li><strong>C.</strong> Creating VLAN trunks</li><li><strong>D.</strong> Assigning IPv6 addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port security can restrict which MAC addresses are allowed on an access port.</p> </details> </article> <article class="card" data-week="10" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 10 • Monday • Card 5 • Switching and VLANs</div> <h3>Q230. While troubleshooting a Security Center client connection, what is a switched virtual interface, or SVI?</h3> <ol class="options"><li><strong>A.</strong> A logical Layer 3 interface for a VLAN</li><li><strong>B.</strong> A physical fiber port</li><li><strong>C.</strong> A DNS record</li><li><strong>D.</strong> A PoE injector</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An SVI provides Layer 3 gateway functionality for a VLAN on a multilayer switch.</p> </details> </article> <article class="card" data-week="10" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 10 • Tuesday • Card 1 • Routing</div> <h3>Q231. During a jail CCTV network audit, which route is used when no more specific route matches?</h3> <ol class="options"><li><strong>A.</strong> Connected route</li><li><strong>B.</strong> Default route</li><li><strong>C.</strong> Host route</li><li><strong>D.</strong> Summary route</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A default route, often 0.0.0.0/0, is used when no better match exists.</p> </details> </article> <article class="card" data-week="10" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 10 • Tuesday • Card 2 • Routing</div> <h3>Q232. For an access control panel network, what is administrative distance used for?</h3> <ol class="options"><li><strong>A.</strong> Choosing between routing sources</li><li><strong>B.</strong> Setting switch speed</li><li><strong>C.</strong> Assigning VLAN numbers</li><li><strong>D.</strong> Encrypting packets</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Administrative distance ranks route sources when multiple protocols advertise the same destination.</p> </details> </article> <article class="card" data-week="10" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 10 • Tuesday • Card 3 • Routing</div> <h3>Q233. When reviewing a county security electronics network, which route type is automatically created when an interface has an IP address and is up?</h3> <ol class="options"><li><strong>A.</strong> Static</li><li><strong>B.</strong> Connected</li><li><strong>C.</strong> BGP</li><li><strong>D.</strong> Default</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Connected routes appear automatically for active interfaces with IP addressing.</p> </details> </article> <article class="card" data-week="10" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 10 • Tuesday • Card 4 • Routing</div> <h3>Q234. During commissioning of Axis cameras into Genetec, what does longest prefix match mean?</h3> <ol class="options"><li><strong>A.</strong> The route with the largest metric wins</li><li><strong>B.</strong> The most specific matching route is chosen</li><li><strong>C.</strong> The oldest route is chosen</li><li><strong>D.</strong> The default route always wins</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Routers choose the most specific route that matches the destination IP.</p> </details> </article> <article class="card" data-week="10" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 10 • Tuesday • Card 5 • Routing</div> <h3>Q235. For a remote video monitoring site, which command commonly displays the IPv4 routing table on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show ip route</li><li><strong>B.</strong> show vlan</li><li><strong>C.</strong> show mac address-table</li><li><strong>D.</strong> show power inline</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show ip route displays learned and configured IPv4 routes.</p> </details> </article> <article class="card" data-week="10" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 10 • Wednesday • Card 1 • Routing</div> <h3>Q236. When separating CCTV from the corporate LAN, which protocol is an interior gateway protocol?</h3> <ol class="options"><li><strong>A.</strong> OSPF</li><li><strong>B.</strong> HTTP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>OSPF is an IGP used for dynamic routing inside an organization.</p> </details> </article> <article class="card" data-week="10" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 10 • Wednesday • Card 2 • Routing</div> <h3>Q237. During network cutover testing, what is a static route?</h3> <ol class="options"><li><strong>A.</strong> A manually configured route</li><li><strong>B.</strong> A DHCP lease</li><li><strong>C.</strong> A VLAN tag</li><li><strong>D.</strong> A DNS alias</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Static routes are manually entered and do not dynamically adapt unless tracking is configured.</p> </details> </article> <article class="card" data-week="10" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 10 • Wednesday • Card 3 • Routing</div> <h3>Q238. For a recorder-to-camera traffic path, what is a next-hop IP address?</h3> <ol class="options"><li><strong>A.</strong> The destination host</li><li><strong>B.</strong> The neighboring router to forward traffic to</li><li><strong>C.</strong> The DNS server</li><li><strong>D.</strong> The DHCP server</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>The next hop is the router address used to reach a destination network.</p> </details> </article> <article class="card" data-week="10" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 10 • Wednesday • Card 4 • Routing</div> <h3>Q239. For a Genetec camera VLAN deployment, what is route summarization?</h3> <ol class="options"><li><strong>A.</strong> Combining multiple networks into a shorter prefix</li><li><strong>B.</strong> Encrypting routes</li><li><strong>C.</strong> Removing VLAN tags</li><li><strong>D.</strong> Converting IPv4 to IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Summarization advertises multiple contiguous networks as one route to reduce table size.</p> </details> </article> <article class="card" data-week="10" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 10 • Wednesday • Card 5 • Routing</div> <h3>Q240. While troubleshooting a Security Center client connection, why is asymmetric routing sometimes a problem for security systems?</h3> <ol class="options"><li><strong>A.</strong> It changes camera resolution</li><li><strong>B.</strong> Firewalls may see only one side of a session</li><li><strong>C.</strong> It disables PoE</li><li><strong>D.</strong> It prevents ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Stateful firewalls may drop traffic if return traffic follows a different path and session state is not seen.</p> </details> </article> <article class="card" data-week="10" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Thursday • Card 1 • Wireless and RF basics</div> <h3>Q241. During a jail CCTV network audit, which Wi-Fi band generally has better wall penetration?</h3> <ol class="options"><li><strong>A.</strong> 2.4 GHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> 6 GHz</li><li><strong>D.</strong> 60 GHz</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>2.4 GHz usually penetrates walls better, but has more interference and fewer non-overlapping channels.</p> </details> </article> <article class="card" data-week="10" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Thursday • Card 2 • Wireless and RF basics</div> <h3>Q242. For an access control panel network, which Wi-Fi band usually offers more channels and higher throughput than 2.4 GHz?</h3> <ol class="options"><li><strong>A.</strong> 900 MHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> AM radio</li><li><strong>D.</strong> Bluetooth only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>5 GHz usually has more available channels and higher throughput, but shorter range.</p> </details> </article> <article class="card" data-week="10" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Thursday • Card 3 • Wireless and RF basics</div> <h3>Q243. When reviewing a county security electronics network, what is SSID?</h3> <ol class="options"><li><strong>A.</strong> A wireless network name</li><li><strong>B.</strong> A routing protocol</li><li><strong>C.</strong> A PoE class</li><li><strong>D.</strong> A firewall action</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SSID is the advertised or configured wireless network name.</p> </details> </article> <article class="card" data-week="10" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Thursday • Card 4 • Wireless and RF basics</div> <h3>Q244. During commissioning of Axis cameras into Genetec, which security mode is stronger than WPA2-Personal when available?</h3> <ol class="options"><li><strong>A.</strong> WEP</li><li><strong>B.</strong> Open</li><li><strong>C.</strong> WPA3</li><li><strong>D.</strong> TKIP only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>WPA3 improves authentication and cryptographic protections over older modes.</p> </details> </article> <article class="card" data-week="10" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Thursday • Card 5 • Wireless and RF basics</div> <h3>Q245. For a remote video monitoring site, what is roaming in Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Moving a client between access points</li><li><strong>B.</strong> Changing IP subnets manually</li><li><strong>C.</strong> Replacing antennas</li><li><strong>D.</strong> Turning off encryption</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Roaming occurs when a wireless client moves between APs while maintaining connectivity.</p> </details> </article> <article class="card" data-week="10" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Friday • Card 1 • Wireless and RF basics</div> <h3>Q246. When separating CCTV from the corporate LAN, what does RSSI indicate?</h3> <ol class="options"><li><strong>A.</strong> Received signal strength</li><li><strong>B.</strong> Routing table size</li><li><strong>C.</strong> Camera frame rate</li><li><strong>D.</strong> Switch buffer size</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RSSI is a measure of received signal strength.</p> </details> </article> <article class="card" data-week="10" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Friday • Card 2 • Wireless and RF basics</div> <h3>Q247. During network cutover testing, why are wireless cameras often avoided for critical CCTV?</h3> <ol class="options"><li><strong>A.</strong> They cannot use IP</li><li><strong>B.</strong> Wireless links may be less predictable than wired links</li><li><strong>C.</strong> They cannot use DNS</li><li><strong>D.</strong> They require IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Wireless is vulnerable to interference, capacity limits, and RF design issues.</p> </details> </article> <article class="card" data-week="10" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Friday • Card 3 • Wireless and RF basics</div> <h3>Q248. For a recorder-to-camera traffic path, which issue is caused by too many APs on the same channel?</h3> <ol class="options"><li><strong>A.</strong> Co-channel interference</li><li><strong>B.</strong> DNS recursion</li><li><strong>C.</strong> DHCP starvation only</li><li><strong>D.</strong> NTP drift</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Co-channel interference occurs when too many devices contend on the same channel.</p> </details> </article> <article class="card" data-week="10" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Friday • Card 4 • Wireless and RF basics</div> <h3>Q249. For a Genetec camera VLAN deployment, what does a captive portal typically provide?</h3> <ol class="options"><li><strong>A.</strong> Web-based authentication or acceptance</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> OSPF adjacency</li><li><strong>D.</strong> Camera lens focus</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Captive portals intercept web traffic for login or terms acceptance.</p> </details> </article> <article class="card" data-week="10" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Friday • Card 5 • Wireless and RF basics</div> <h3>Q250. While troubleshooting a Security Center client connection, which design best supports mobile Genetec client devices over Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Strong coverage, capacity planning, and secure authentication</li><li><strong>B.</strong> One AP at maximum power</li><li><strong>C.</strong> Open Wi-Fi only</li><li><strong>D.</strong> Disable roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Mobile video clients need reliable coverage, adequate capacity, secure authentication, and controlled roaming.</p> </details> </article> <article class="card" data-week="11" data-day="Monday" data-topic="IP services"> <div class="meta">Week 11 • Monday • Card 1 • IP services</div> <h3>Q251. During a jail CCTV network audit, which protocol dynamically assigns IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DHCP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> SNMP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DHCP leases IP configuration such as address, mask, gateway, and DNS.</p> </details> </article> <article class="card" data-week="11" data-day="Monday" data-topic="IP services"> <div class="meta">Week 11 • Monday • Card 2 • IP services</div> <h3>Q252. For an access control panel network, which DHCP message does a client send first?</h3> <ol class="options"><li><strong>A.</strong> DISCOVER</li><li><strong>B.</strong> OFFER</li><li><strong>C.</strong> REQUEST</li><li><strong>D.</strong> ACK</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A DHCP client starts by broadcasting DHCPDISCOVER.</p> </details> </article> <article class="card" data-week="11" data-day="Monday" data-topic="IP services"> <div class="meta">Week 11 • Monday • Card 3 • IP services</div> <h3>Q253. When reviewing a county security electronics network, what is the purpose of DHCP reservation?</h3> <ol class="options"><li><strong>A.</strong> Assigning a consistent IP to a known MAC address</li><li><strong>B.</strong> Encrypting DHCP</li><li><strong>C.</strong> Creating VLANs</li><li><strong>D.</strong> Blocking DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Reservations help keep devices such as cameras or servers at predictable addresses.</p> </details> </article> <article class="card" data-week="11" data-day="Monday" data-topic="IP services"> <div class="meta">Week 11 • Monday • Card 4 • IP services</div> <h3>Q254. During commissioning of Axis cameras into Genetec, which service synchronizes time across network devices?</h3> <ol class="options"><li><strong>A.</strong> NTP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> FTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>NTP synchronizes clocks, which is critical for video evidence timelines and logs.</p> </details> </article> <article class="card" data-week="11" data-day="Monday" data-topic="IP services"> <div class="meta">Week 11 • Monday • Card 5 • IP services</div> <h3>Q255. For a remote video monitoring site, which protocol is commonly used for device monitoring?</h3> <ol class="options"><li><strong>A.</strong> SNMP</li><li><strong>B.</strong> SMTP</li><li><strong>C.</strong> RDP</li><li><strong>D.</strong> RTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SNMP can monitor device status, interfaces, and alerts.</p> </details> </article> <article class="card" data-week="11" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 11 • Tuesday • Card 1 • IP services</div> <h3>Q256. When separating CCTV from the corporate LAN, what does Syslog provide?</h3> <ol class="options"><li><strong>A.</strong> Centralized log messages</li><li><strong>B.</strong> IP address assignment</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Power delivery</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Syslog sends event messages to a centralized logging system.</p> </details> </article> <article class="card" data-week="11" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 11 • Tuesday • Card 2 • IP services</div> <h3>Q257. During network cutover testing, which protocol securely administers network devices by CLI?</h3> <ol class="options"><li><strong>A.</strong> Telnet</li><li><strong>B.</strong> SSH</li><li><strong>C.</strong> TFTP</li><li><strong>D.</strong> HTTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>SSH encrypts remote CLI access. Telnet is unencrypted.</p> </details> </article> <article class="card" data-week="11" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 11 • Tuesday • Card 3 • IP services</div> <h3>Q258. For a recorder-to-camera traffic path, which protocol is commonly used to transfer configuration files but is not secure?</h3> <ol class="options"><li><strong>A.</strong> TFTP</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> SSH</li><li><strong>D.</strong> SCP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>TFTP is simple and unencrypted.</p> </details> </article> <article class="card" data-week="11" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 11 • Tuesday • Card 4 • IP services</div> <h3>Q259. For a Genetec camera VLAN deployment, what is DNS A record used for?</h3> <ol class="options"><li><strong>A.</strong> Mapping a hostname to IPv4</li><li><strong>B.</strong> Mapping IP to MAC</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Setting PoE class</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An A record maps a hostname to an IPv4 address.</p> </details> </article> <article class="card" data-week="11" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 11 • Tuesday • Card 5 • IP services</div> <h3>Q260. While troubleshooting a Security Center client connection, why is accurate NTP important for Genetec systems?</h3> <ol class="options"><li><strong>A.</strong> It improves lens zoom</li><li><strong>B.</strong> It keeps video, access events, and audit logs aligned</li><li><strong>C.</strong> It increases PoE wattage</li><li><strong>D.</strong> It prevents all packet loss</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Accurate time keeps camera video, access control events, and audit logs correlated.</p> </details> </article> <article class="card" data-week="11" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Wednesday • Card 1 • Security fundamentals</div> <h3>Q261. During a jail CCTV network audit, what does AAA stand for?</h3> <ol class="options"><li><strong>A.</strong> Authentication, Authorization, Accounting</li><li><strong>B.</strong> Access, Allow, Audit</li><li><strong>C.</strong> Address, ARP, ACL</li><li><strong>D.</strong> Analyze, Alert, Archive</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>AAA identifies users, determines permissions, and records activity.</p> </details> </article> <article class="card" data-week="11" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Wednesday • Card 2 • Security fundamentals</div> <h3>Q262. For an access control panel network, which protocol provides centralized AAA for network devices?</h3> <ol class="options"><li><strong>A.</strong> RADIUS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RADIUS is commonly used for centralized authentication and authorization.</p> </details> </article> <article class="card" data-week="11" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Wednesday • Card 3 • Security fundamentals</div> <h3>Q263. When reviewing a county security electronics network, what is the purpose of an ACL?</h3> <ol class="options"><li><strong>A.</strong> Filter traffic based on rules</li><li><strong>B.</strong> Assign DHCP leases</li><li><strong>C.</strong> Increase PoE</li><li><strong>D.</strong> Store video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Access control lists permit or deny traffic based on criteria such as IPs, ports, and protocols.</p> </details> </article> <article class="card" data-week="11" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Wednesday • Card 4 • Security fundamentals</div> <h3>Q264. During commissioning of Axis cameras into Genetec, which management method is least secure?</h3> <ol class="options"><li><strong>A.</strong> SSH</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> Telnet</li><li><strong>D.</strong> SNMPv3</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Telnet sends credentials and traffic in clear text.</p> </details> </article> <article class="card" data-week="11" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Wednesday • Card 5 • Security fundamentals</div> <h3>Q265. For a remote video monitoring site, which SNMP version supports authentication and encryption?</h3> <ol class="options"><li><strong>A.</strong> SNMPv1</li><li><strong>B.</strong> SNMPv2c</li><li><strong>C.</strong> SNMPv3</li><li><strong>D.</strong> All versions equally</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>SNMPv3 supports stronger authentication and privacy features.</p> </details> </article> <article class="card" data-week="11" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Thursday • Card 1 • Security fundamentals</div> <h3>Q266. When separating CCTV from the corporate LAN, what is 802.1X used for?</h3> <ol class="options"><li><strong>A.</strong> Port-based network access control</li><li><strong>B.</strong> DNS forwarding</li><li><strong>C.</strong> Static routing</li><li><strong>D.</strong> PoE measurement</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>802.1X authenticates devices or users before granting network access.</p> </details> </article> <article class="card" data-week="11" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Thursday • Card 2 • Security fundamentals</div> <h3>Q267. During network cutover testing, what is a firewall zone?</h3> <ol class="options"><li><strong>A.</strong> A logical security area with policy controls</li><li><strong>B.</strong> A switch backplane</li><li><strong>C.</strong> A DHCP scope</li><li><strong>D.</strong> A Wi-Fi antenna pattern</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Zones group interfaces or networks so policies can control traffic between them.</p> </details> </article> <article class="card" data-week="11" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Thursday • Card 3 • Security fundamentals</div> <h3>Q268. For a recorder-to-camera traffic path, why should camera default passwords be changed?</h3> <ol class="options"><li><strong>A.</strong> To improve image quality</li><li><strong>B.</strong> To prevent unauthorized access</li><li><strong>C.</strong> To increase FPS</li><li><strong>D.</strong> To enable ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Default credentials are widely known and create serious security risk.</p> </details> </article> <article class="card" data-week="11" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Thursday • Card 4 • Security fundamentals</div> <h3>Q269. For a Genetec camera VLAN deployment, what is least privilege?</h3> <ol class="options"><li><strong>A.</strong> Giving only the permissions required</li><li><strong>B.</strong> Giving all users admin rights</li><li><strong>C.</strong> Disabling all logging</li><li><strong>D.</strong> Using only one password</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Least privilege reduces risk by limiting access to required functions only.</p> </details> </article> <article class="card" data-week="11" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Thursday • Card 5 • Security fundamentals</div> <h3>Q270. While troubleshooting a Security Center client connection, why segment access control panels from general user PCs?</h3> <ol class="options"><li><strong>A.</strong> To reduce security exposure and limit lateral movement</li><li><strong>B.</strong> To increase monitor resolution</li><li><strong>C.</strong> To eliminate DHCP</li><li><strong>D.</strong> To disable routing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Segmentation helps protect physical security systems from compromise on less trusted networks.</p> </details> </article> <article class="card" data-week="11" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 11 • Friday • Card 1 • NAT and WAN</div> <h3>Q271. During a jail CCTV network audit, what does NAT do?</h3> <ol class="options"><li><strong>A.</strong> Translates IP addresses</li><li><strong>B.</strong> Encrypts wireless</li><li><strong>C.</strong> Assigns VLANs</li><li><strong>D.</strong> Learns MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Network Address Translation changes source or destination IP information.</p> </details> </article> <article class="card" data-week="11" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 11 • Friday • Card 2 • NAT and WAN</div> <h3>Q272. For an access control panel network, what is PAT also called?</h3> <ol class="options"><li><strong>A.</strong> NAT overload</li><li><strong>B.</strong> Static routing</li><li><strong>C.</strong> DNS relay</li><li><strong>D.</strong> ARP proxy</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>PAT maps many internal hosts to one public IP using port numbers.</p> </details> </article> <article class="card" data-week="11" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 11 • Friday • Card 3 • NAT and WAN</div> <h3>Q273. When reviewing a county security electronics network, which private address is commonly translated before Internet access?</h3> <ol class="options"><li><strong>A.</strong> 10.1.1.10</li><li><strong>B.</strong> 8.8.8.8</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 203.0.113.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>10.0.0.0/8 is private and typically translated for Internet access.</p> </details> </article> <article class="card" data-week="11" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 11 • Friday • Card 4 • NAT and WAN</div> <h3>Q274. During commissioning of Axis cameras into Genetec, what is a site-to-site VPN commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Securely connecting two networks</li><li><strong>B.</strong> Powering cameras</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Replacing DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A site-to-site VPN securely connects networks across an untrusted transport.</p> </details> </article> <article class="card" data-week="11" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 11 • Friday • Card 5 • NAT and WAN</div> <h3>Q275. For a remote video monitoring site, which protocol helps verify reachability across WAN links?</h3> <ol class="options"><li><strong>A.</strong> ICMP</li><li><strong>B.</strong> PoE</li><li><strong>C.</strong> LLDP</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>ICMP echo requests/replies are commonly used with ping.</p> </details> </article> <article class="card" data-week="12" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 12 • Monday • Card 1 • NAT and WAN</div> <h3>Q276. When separating CCTV from the corporate LAN, what is split tunneling?</h3> <ol class="options"><li><strong>A.</strong> Sending some traffic through VPN and some directly</li><li><strong>B.</strong> Dividing a VLAN tag</li><li><strong>C.</strong> Splitting fiber strands</li><li><strong>D.</strong> Using two DHCP servers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Split tunneling routes selected traffic through a VPN while other traffic goes directly.</p> </details> </article> <article class="card" data-week="12" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 12 • Monday • Card 2 • NAT and WAN</div> <h3>Q277. During network cutover testing, why avoid exposing camera web interfaces directly to the Internet?</h3> <ol class="options"><li><strong>A.</strong> It increases attack surface</li><li><strong>B.</strong> It disables DNS</li><li><strong>C.</strong> It prevents recording</li><li><strong>D.</strong> It changes MTU</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Direct exposure increases risk from credential attacks and vulnerabilities.</p> </details> </article> <article class="card" data-week="12" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 12 • Monday • Card 3 • NAT and WAN</div> <h3>Q278. For a recorder-to-camera traffic path, what is port forwarding?</h3> <ol class="options"><li><strong>A.</strong> Mapping an external port to an internal host/service</li><li><strong>B.</strong> Creating a VLAN</li><li><strong>C.</strong> Blocking ARP</li><li><strong>D.</strong> Learning MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port forwarding directs traffic received on a public IP/port to an internal IP/port.</p> </details> </article> <article class="card" data-week="12" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 12 • Monday • Card 4 • NAT and WAN</div> <h3>Q279. For a Genetec camera VLAN deployment, which WAN issue most affects live video smoothness?</h3> <ol class="options"><li><strong>A.</strong> Latency, jitter, and packet loss</li><li><strong>B.</strong> Hostnames only</li><li><strong>C.</strong> Keyboard layout</li><li><strong>D.</strong> Cable color</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Video performance is affected by latency, jitter, packet loss, and available bandwidth.</p> </details> </article> <article class="card" data-week="12" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 12 • Monday • Card 5 • NAT and WAN</div> <h3>Q280. While troubleshooting a Security Center client connection, what is QoS used for over constrained WAN links?</h3> <ol class="options"><li><strong>A.</strong> Prioritizing important traffic</li><li><strong>B.</strong> Creating IP addresses</li><li><strong>C.</strong> Replacing firewalls</li><li><strong>D.</strong> Changing camera lens angle</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>QoS classifies and prioritizes traffic when bandwidth is limited.</p> </details> </article> <article class="card" data-week="12" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Tuesday • Card 1 • QoS and multicast video</div> <h3>Q281. During a jail CCTV network audit, what is multicast designed for?</h3> <ol class="options"><li><strong>A.</strong> One-to-many efficient traffic delivery</li><li><strong>B.</strong> Only one-to-one delivery</li><li><strong>C.</strong> Encrypting packets</li><li><strong>D.</strong> Assigning DHCP addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast efficiently sends one stream to multiple receivers.</p> </details> </article> <article class="card" data-week="12" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Tuesday • Card 2 • QoS and multicast video</div> <h3>Q282. For an access control panel network, which protocol lets hosts join IPv4 multicast groups?</h3> <ol class="options"><li><strong>A.</strong> IGMP</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DNS</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP is used by hosts and switches/routers for IPv4 multicast group membership.</p> </details> </article> <article class="card" data-week="12" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Tuesday • Card 3 • QoS and multicast video</div> <h3>Q283. When reviewing a county security electronics network, what does IGMP snooping do on a switch?</h3> <ol class="options"><li><strong>A.</strong> Limits multicast flooding by tracking group membership</li><li><strong>B.</strong> Encrypts multicast</li><li><strong>C.</strong> Assigns multicast IPs</li><li><strong>D.</strong> Blocks all video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping helps switches forward multicast only to interested ports.</p> </details> </article> <article class="card" data-week="12" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Tuesday • Card 4 • QoS and multicast video</div> <h3>Q284. During commissioning of Axis cameras into Genetec, which IPv4 range is multicast?</h3> <ol class="options"><li><strong>A.</strong> 224.0.0.0/4</li><li><strong>B.</strong> 10.0.0.0/8</li><li><strong>C.</strong> 172.16.0.0/12</li><li><strong>D.</strong> 192.168.0.0/16</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IPv4 multicast uses 224.0.0.0 through 239.255.255.255.</p> </details> </article> <article class="card" data-week="12" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Tuesday • Card 5 • QoS and multicast video</div> <h3>Q285. For a remote video monitoring site, what does QoS classification do?</h3> <ol class="options"><li><strong>A.</strong> Identifies traffic for policy treatment</li><li><strong>B.</strong> Creates a subnet</li><li><strong>C.</strong> Changes MAC addresses</li><li><strong>D.</strong> Erases logs</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Classification identifies traffic types so QoS policies can mark, queue, or police them.</p> </details> </article> <article class="card" data-week="12" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Wednesday • Card 1 • QoS and multicast video</div> <h3>Q286. When separating CCTV from the corporate LAN, what is DSCP?</h3> <ol class="options"><li><strong>A.</strong> A Layer 3 QoS marking field</li><li><strong>B.</strong> A switch port mode</li><li><strong>C.</strong> A wireless SSID</li><li><strong>D.</strong> A DHCP option</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DSCP marks packets for differentiated QoS treatment.</p> </details> </article> <article class="card" data-week="12" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Wednesday • Card 2 • QoS and multicast video</div> <h3>Q287. During network cutover testing, why can video surveillance traffic need QoS?</h3> <ol class="options"><li><strong>A.</strong> Video can be bandwidth-intensive and delay-sensitive</li><li><strong>B.</strong> Video cannot use IP</li><li><strong>C.</strong> Video disables VLANs</li><li><strong>D.</strong> Video requires Telnet</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Live viewing and control traffic may need priority when links are congested.</p> </details> </article> <article class="card" data-week="12" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Wednesday • Card 3 • QoS and multicast video</div> <h3>Q288. For a recorder-to-camera traffic path, what is jitter?</h3> <ol class="options"><li><strong>A.</strong> Variation in packet delay</li><li><strong>B.</strong> Static IP assignment</li><li><strong>C.</strong> MAC address aging</li><li><strong>D.</strong> A VLAN mismatch</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Jitter is inconsistent packet delay, which can affect real-time video and audio.</p> </details> </article> <article class="card" data-week="12" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Wednesday • Card 4 • QoS and multicast video</div> <h3>Q289. For a Genetec camera VLAN deployment, what should be enabled to prevent multicast flooding in a camera VLAN?</h3> <ol class="options"><li><strong>A.</strong> IGMP snooping</li><li><strong>B.</strong> Telnet</li><li><strong>C.</strong> PortFast disablement</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping reduces unnecessary multicast flooding within a VLAN.</p> </details> </article> <article class="card" data-week="12" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Wednesday • Card 5 • QoS and multicast video</div> <h3>Q290. While troubleshooting a Security Center client connection, which traffic is often best kept unicast unless multicast is designed properly?</h3> <ol class="options"><li><strong>A.</strong> Camera video streams</li><li><strong>B.</strong> NTP queries</li><li><strong>C.</strong> ARP replies</li><li><strong>D.</strong> DHCP offers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast video needs proper IGMP and routing design. Without it, unicast is often simpler and safer.</p> </details> </article> <article class="card" data-week="12" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Thursday • Card 1 • Automation and programmability</div> <h3>Q291. During a jail CCTV network audit, which data format is commonly used by REST APIs?</h3> <ol class="options"><li><strong>A.</strong> JSON</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>JSON is widely used to exchange structured data in REST APIs.</p> </details> </article> <article class="card" data-week="12" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Thursday • Card 2 • Automation and programmability</div> <h3>Q292. For an access control panel network, what does REST commonly use as its transport/application protocol?</h3> <ol class="options"><li><strong>A.</strong> HTTP/HTTPS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP only</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RESTful APIs commonly use HTTP or HTTPS methods.</p> </details> </article> <article class="card" data-week="12" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Thursday • Card 3 • Automation and programmability</div> <h3>Q293. When reviewing a county security electronics network, which HTTP method is commonly used to retrieve information?</h3> <ol class="options"><li><strong>A.</strong> GET</li><li><strong>B.</strong> POST</li><li><strong>C.</strong> PUT</li><li><strong>D.</strong> DELETE</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>GET retrieves a resource without changing it.</p> </details> </article> <article class="card" data-week="12" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Thursday • Card 4 • Automation and programmability</div> <h3>Q294. During commissioning of Axis cameras into Genetec, which HTTP method is commonly used to create a new object?</h3> <ol class="options"><li><strong>A.</strong> POST</li><li><strong>B.</strong> GET</li><li><strong>C.</strong> PING</li><li><strong>D.</strong> TRACEPATH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>POST is commonly used to submit data or create resources.</p> </details> </article> <article class="card" data-week="12" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Thursday • Card 5 • Automation and programmability</div> <h3>Q295. For a remote video monitoring site, what is an API token used for?</h3> <ol class="options"><li><strong>A.</strong> Authentication/authorization to an API</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Fiber splicing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>API tokens are used to authenticate and authorize API requests.</p> </details> </article> <article class="card" data-week="12" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Friday • Card 1 • Automation and programmability</div> <h3>Q296. When separating CCTV from the corporate LAN, which tool is often used for API testing from a workstation?</h3> <ol class="options"><li><strong>A.</strong> Postman</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> DHCP relay</li><li><strong>D.</strong> LLDP-MED</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Postman is commonly used for testing REST APIs.</p> </details> </article> <article class="card" data-week="12" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Friday • Card 2 • Automation and programmability</div> <h3>Q297. During network cutover testing, what is idempotency?</h3> <ol class="options"><li><strong>A.</strong> Repeating an operation gives the same result</li><li><strong>B.</strong> Traffic is encrypted</li><li><strong>C.</strong> A port is trunking</li><li><strong>D.</strong> A camera is recording</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An idempotent operation can be repeated without changing the result beyond the first application.</p> </details> </article> <article class="card" data-week="12" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Friday • Card 3 • Automation and programmability</div> <h3>Q298. For a recorder-to-camera traffic path, why is network automation useful for security systems?</h3> <ol class="options"><li><strong>A.</strong> It reduces repetitive configuration errors</li><li><strong>B.</strong> It removes need for IP addresses</li><li><strong>C.</strong> It prevents all outages</li><li><strong>D.</strong> It replaces physical cabling</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Automation improves consistency, speeds changes, and reduces manual mistakes.</p> </details> </article> <article class="card" data-week="12" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Friday • Card 4 • Automation and programmability</div> <h3>Q299. For a Genetec camera VLAN deployment, which file format is commonly used for network automation variables?</h3> <ol class="options"><li><strong>A.</strong> YAML</li><li><strong>B.</strong> JPEG</li><li><strong>C.</strong> MP3</li><li><strong>D.</strong> BMP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>YAML is frequently used for human-readable configuration data.</p> </details> </article> <article class="card" data-week="12" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Friday • Card 5 • Automation and programmability</div> <h3>Q300. While troubleshooting a Security Center client connection, what is Git used for?</h3> <ol class="options"><li><strong>A.</strong> Version control</li><li><strong>B.</strong> Packet switching</li><li><strong>C.</strong> PoE delivery</li><li><strong>D.</strong> Wireless roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Git tracks changes to files such as scripts, templates, and configurations.</p> </details> </article> <article class="card" data-week="13" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Monday • Card 1 • Networking fundamentals</div> <h3>Q301. For an access control panel network, which OSI layer is responsible for logical IP addressing?</h3> <ol class="options"><li><strong>A.</strong> Layer 2</li><li><strong>B.</strong> Layer 3</li><li><strong>C.</strong> Layer 4</li><li><strong>D.</strong> Layer 7</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Layer 3, the Network layer, provides logical addressing and routing using IP. This is where video clients, cameras, and servers are routed between subnets.</p> </details> </article> <article class="card" data-week="13" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Monday • Card 2 • Networking fundamentals</div> <h3>Q302. When reviewing a county security electronics network, which device primarily separates broadcast domains?</h3> <ol class="options"><li><strong>A.</strong> Switch</li><li><strong>B.</strong> Hub</li><li><strong>C.</strong> Router</li><li><strong>D.</strong> Patch panel</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Routers and Layer 3 switches separate broadcast domains. This matters when separating camera VLANs, access control VLANs, and corporate LANs.</p> </details> </article> <article class="card" data-week="13" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Monday • Card 3 • Networking fundamentals</div> <h3>Q303. During commissioning of Axis cameras into Genetec, what is the purpose of a default gateway?</h3> <ol class="options"><li><strong>A.</strong> Encrypt traffic</li><li><strong>B.</strong> Forward traffic outside the local subnet</li><li><strong>C.</strong> Assign VLAN IDs</li><li><strong>D.</strong> Convert fiber to copper</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A host sends traffic to its default gateway when the destination is outside the local subnet.</p> </details> </article> <article class="card" data-week="13" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Monday • Card 4 • Networking fundamentals</div> <h3>Q304. For a remote video monitoring site, which protocol resolves an IPv4 address to a MAC address?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>ARP maps IPv4 addresses to MAC addresses on the local network.</p> </details> </article> <article class="card" data-week="13" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Monday • Card 5 • Networking fundamentals</div> <h3>Q305. When separating CCTV from the corporate LAN, which value identifies a VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> DSCP</li><li><strong>B.</strong> VLAN ID</li><li><strong>C.</strong> MAC address</li><li><strong>D.</strong> TCP port</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>802.1Q inserts a VLAN tag that includes the VLAN ID.</p> </details> </article> <article class="card" data-week="13" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Tuesday • Card 1 • Networking fundamentals</div> <h3>Q306. During network cutover testing, what does MTU define?</h3> <ol class="options"><li><strong>A.</strong> Maximum frame count per second</li><li><strong>B.</strong> Maximum transmission unit size</li><li><strong>C.</strong> Minimum trunk utilization</li><li><strong>D.</strong> MAC table update time</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>MTU is the largest packet/frame payload size supported without fragmentation.</p> </details> </article> <article class="card" data-week="13" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Tuesday • Card 2 • Networking fundamentals</div> <h3>Q307. For a recorder-to-camera traffic path, which address is a private IPv4 address?</h3> <ol class="options"><li><strong>A.</strong> 8.8.8.8</li><li><strong>B.</strong> 172.16.5.10</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 224.0.0.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>172.16.0.0/12 is private IPv4 space.</p> </details> </article> <article class="card" data-week="13" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Tuesday • Card 3 • Networking fundamentals</div> <h3>Q308. For a Genetec camera VLAN deployment, which address is link-local IPv4?</h3> <ol class="options"><li><strong>A.</strong> 169.254.10.20</li><li><strong>B.</strong> 10.10.10.20</li><li><strong>C.</strong> 192.168.1.20</li><li><strong>D.</strong> 172.20.1.20</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>169.254.0.0/16 is APIPA/link-local addressing used when DHCP fails.</p> </details> </article> <article class="card" data-week="13" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Tuesday • Card 4 • Networking fundamentals</div> <h3>Q309. While troubleshooting a Security Center client connection, which protocol translates hostnames to IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> SNMP</li><li><strong>C.</strong> RTP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DNS resolves names such as servers or cloud services to IP addresses.</p> </details> </article> <article class="card" data-week="13" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Tuesday • Card 5 • Networking fundamentals</div> <h3>Q310. During a jail CCTV network audit, which transport protocol is connection-oriented?</h3> <ol class="options"><li><strong>A.</strong> UDP</li><li><strong>B.</strong> TCP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>TCP uses sessions, acknowledgements, and retransmission.</p> </details> </article> <article class="card" data-week="13" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Wednesday • Card 1 • Subnetting and addressing</div> <h3>Q311. For an access control panel network, how many usable IPv4 host addresses are in a /24 subnet?</h3> <ol class="options"><li><strong>A.</strong> 254</li><li><strong>B.</strong> 255</li><li><strong>C.</strong> 256</li><li><strong>D.</strong> 510</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /24 has 256 total addresses; network and broadcast are not usable for hosts.</p> </details> </article> <article class="card" data-week="13" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Wednesday • Card 2 • Subnetting and addressing</div> <h3>Q312. When reviewing a county security electronics network, what subnet mask matches /26?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.255.128</li><li><strong>C.</strong> 255.255.255.192</li><li><strong>D.</strong> 255.255.255.224</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>/26 equals 255.255.255.192 and provides 62 usable host addresses.</p> </details> </article> <article class="card" data-week="13" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Wednesday • Card 3 • Subnetting and addressing</div> <h3>Q313. During commissioning of Axis cameras into Genetec, which subnet contains host 10.10.5.77/26?</h3> <ol class="options"><li><strong>A.</strong> 10.10.5.0/26</li><li><strong>B.</strong> 10.10.5.64/26</li><li><strong>C.</strong> 10.10.5.128/26</li><li><strong>D.</strong> 10.10.5.192/26</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/26 subnets increment by 64. Address .77 belongs to 10.10.5.64/26.</p> </details> </article> <article class="card" data-week="13" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Wednesday • Card 4 • Subnetting and addressing</div> <h3>Q314. For a remote video monitoring site, what is the broadcast address for 192.168.20.32/27?</h3> <ol class="options"><li><strong>A.</strong> 192.168.20.31</li><li><strong>B.</strong> 192.168.20.63</li><li><strong>C.</strong> 192.168.20.64</li><li><strong>D.</strong> 192.168.20.95</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/27 increments by 32. The .32 subnet ends at .63.</p> </details> </article> <article class="card" data-week="13" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Wednesday • Card 5 • Subnetting and addressing</div> <h3>Q315. When separating CCTV from the corporate LAN, how many usable hosts are available in a /30?</h3> <ol class="options"><li><strong>A.</strong> 2</li><li><strong>B.</strong> 4</li><li><strong>C.</strong> 6</li><li><strong>D.</strong> 14</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /30 has four total addresses and two usable host addresses, common for point-to-point links.</p> </details> </article> <article class="card" data-week="13" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Thursday • Card 1 • Subnetting and addressing</div> <h3>Q316. During network cutover testing, which prefix gives approximately 14 usable host addresses?</h3> <ol class="options"><li><strong>A.</strong> /28</li><li><strong>B.</strong> /27</li><li><strong>C.</strong> /26</li><li><strong>D.</strong> /25</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>/28 provides 16 total addresses and 14 usable host addresses.</p> </details> </article> <article class="card" data-week="13" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Thursday • Card 2 • Subnetting and addressing</div> <h3>Q317. For a recorder-to-camera traffic path, what does CIDR notation /23 represent?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.254.0</li><li><strong>C.</strong> 255.255.252.0</li><li><strong>D.</strong> 255.255.248.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/23 corresponds to 255.255.254.0.</p> </details> </article> <article class="card" data-week="13" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Thursday • Card 3 • Subnetting and addressing</div> <h3>Q318. For a Genetec camera VLAN deployment, which range is private IPv4?</h3> <ol class="options"><li><strong>A.</strong> 192.0.2.0/24</li><li><strong>B.</strong> 192.168.0.0/16</li><li><strong>C.</strong> 198.51.100.0/24</li><li><strong>D.</strong> 203.0.113.0/24</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>192.168.0.0/16 is private. The other ranges are documentation/test networks.</p> </details> </article> <article class="card" data-week="13" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Thursday • Card 4 • Subnetting and addressing</div> <h3>Q319. While troubleshooting a Security Center client connection, what is the network address of 172.20.14.199/24?</h3> <ol class="options"><li><strong>A.</strong> 172.20.14.0</li><li><strong>B.</strong> 172.20.14.199</li><li><strong>C.</strong> 172.20.14.255</li><li><strong>D.</strong> 172.20.0.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>With /24, the first three octets define the network.</p> </details> </article> <article class="card" data-week="13" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Thursday • Card 5 • Subnetting and addressing</div> <h3>Q320. During a jail CCTV network audit, why should camera IP plans avoid overlapping subnets?</h3> <ol class="options"><li><strong>A.</strong> It disables PoE</li><li><strong>B.</strong> Routing becomes ambiguous</li><li><strong>C.</strong> DNS stops working</li><li><strong>D.</strong> NTP cannot synchronize</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Overlapping subnets can cause routing ambiguity and difficult troubleshooting between camera, server, and client networks.</p> </details> </article> <article class="card" data-week="13" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 13 • Friday • Card 1 • Switching and VLANs</div> <h3>Q321. For an access control panel network, which switch port mode carries multiple VLANs?</h3> <ol class="options"><li><strong>A.</strong> Access</li><li><strong>B.</strong> Trunk</li><li><strong>C.</strong> Shutdown</li><li><strong>D.</strong> Loopback</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A trunk carries traffic for multiple VLANs using tagging, usually 802.1Q.</p> </details> </article> <article class="card" data-week="13" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 13 • Friday • Card 2 • Switching and VLANs</div> <h3>Q322. When reviewing a county security electronics network, which switch port mode should normally be used for a single IP camera?</h3> <ol class="options"><li><strong>A.</strong> Trunk</li><li><strong>B.</strong> Access</li><li><strong>C.</strong> Routed</li><li><strong>D.</strong> Monitor</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A single camera usually belongs to one VLAN, so an access port is appropriate.</p> </details> </article> <article class="card" data-week="13" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 13 • Friday • Card 3 • Switching and VLANs</div> <h3>Q323. During commissioning of Axis cameras into Genetec, what is the native VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> The VLAN carried untagged</li><li><strong>B.</strong> The voice VLAN only</li><li><strong>C.</strong> The management VLAN only</li><li><strong>D.</strong> The disabled VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>The native VLAN is sent untagged across an 802.1Q trunk.</p> </details> </article> <article class="card" data-week="13" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 13 • Friday • Card 4 • Switching and VLANs</div> <h3>Q324. For a remote video monitoring site, what problem does STP help prevent?</h3> <ol class="options"><li><strong>A.</strong> IP address exhaustion</li><li><strong>B.</strong> Layer 2 loops</li><li><strong>C.</strong> DNS poisoning</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Spanning Tree Protocol blocks redundant paths to prevent Layer 2 loops.</p> </details> </article> <article class="card" data-week="13" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 13 • Friday • Card 5 • Switching and VLANs</div> <h3>Q325. When separating CCTV from the corporate LAN, what does a switch use to forward frames?</h3> <ol class="options"><li><strong>A.</strong> ARP table</li><li><strong>B.</strong> MAC address table</li><li><strong>C.</strong> Routing table</li><li><strong>D.</strong> DNS cache</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Switches forward frames based on destination MAC addresses learned in the MAC table.</p> </details> </article> <article class="card" data-week="14" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 14 • Monday • Card 1 • Switching and VLANs</div> <h3>Q326. During network cutover testing, which command commonly verifies VLAN membership on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show vlan brief</li><li><strong>B.</strong> show ip route</li><li><strong>C.</strong> show clock</li><li><strong>D.</strong> show arp vrf</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show vlan brief displays VLANs and assigned access ports.</p> </details> </article> <article class="card" data-week="14" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 14 • Monday • Card 2 • Switching and VLANs</div> <h3>Q327. For a recorder-to-camera traffic path, what happens when a switch receives an unknown unicast frame?</h3> <ol class="options"><li><strong>A.</strong> It drops it always</li><li><strong>B.</strong> It floods within the VLAN</li><li><strong>C.</strong> It sends it to the router only</li><li><strong>D.</strong> It converts it to multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Unknown unicast frames are flooded within the same VLAN.</p> </details> </article> <article class="card" data-week="14" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 14 • Monday • Card 3 • Switching and VLANs</div> <h3>Q328. For a Genetec camera VLAN deployment, why place cameras in a dedicated VLAN?</h3> <ol class="options"><li><strong>A.</strong> To increase pixel resolution</li><li><strong>B.</strong> To reduce broadcast scope and improve security</li><li><strong>C.</strong> To remove the need for DNS</li><li><strong>D.</strong> To disable multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A camera VLAN limits broadcast traffic and improves segmentation and security.</p> </details> </article> <article class="card" data-week="14" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 14 • Monday • Card 4 • Switching and VLANs</div> <h3>Q329. While troubleshooting a Security Center client connection, what is port security commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Limiting MAC addresses on a switch port</li><li><strong>B.</strong> Encrypting routing updates</li><li><strong>C.</strong> Creating VLAN trunks</li><li><strong>D.</strong> Assigning IPv6 addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port security can restrict which MAC addresses are allowed on an access port.</p> </details> </article> <article class="card" data-week="14" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 14 • Monday • Card 5 • Switching and VLANs</div> <h3>Q330. During a jail CCTV network audit, what is a switched virtual interface, or SVI?</h3> <ol class="options"><li><strong>A.</strong> A logical Layer 3 interface for a VLAN</li><li><strong>B.</strong> A physical fiber port</li><li><strong>C.</strong> A DNS record</li><li><strong>D.</strong> A PoE injector</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An SVI provides Layer 3 gateway functionality for a VLAN on a multilayer switch.</p> </details> </article> <article class="card" data-week="14" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 14 • Tuesday • Card 1 • Routing</div> <h3>Q331. For an access control panel network, which route is used when no more specific route matches?</h3> <ol class="options"><li><strong>A.</strong> Connected route</li><li><strong>B.</strong> Default route</li><li><strong>C.</strong> Host route</li><li><strong>D.</strong> Summary route</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A default route, often 0.0.0.0/0, is used when no better match exists.</p> </details> </article> <article class="card" data-week="14" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 14 • Tuesday • Card 2 • Routing</div> <h3>Q332. When reviewing a county security electronics network, what is administrative distance used for?</h3> <ol class="options"><li><strong>A.</strong> Choosing between routing sources</li><li><strong>B.</strong> Setting switch speed</li><li><strong>C.</strong> Assigning VLAN numbers</li><li><strong>D.</strong> Encrypting packets</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Administrative distance ranks route sources when multiple protocols advertise the same destination.</p> </details> </article> <article class="card" data-week="14" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 14 • Tuesday • Card 3 • Routing</div> <h3>Q333. During commissioning of Axis cameras into Genetec, which route type is automatically created when an interface has an IP address and is up?</h3> <ol class="options"><li><strong>A.</strong> Static</li><li><strong>B.</strong> Connected</li><li><strong>C.</strong> BGP</li><li><strong>D.</strong> Default</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Connected routes appear automatically for active interfaces with IP addressing.</p> </details> </article> <article class="card" data-week="14" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 14 • Tuesday • Card 4 • Routing</div> <h3>Q334. For a remote video monitoring site, what does longest prefix match mean?</h3> <ol class="options"><li><strong>A.</strong> The route with the largest metric wins</li><li><strong>B.</strong> The most specific matching route is chosen</li><li><strong>C.</strong> The oldest route is chosen</li><li><strong>D.</strong> The default route always wins</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Routers choose the most specific route that matches the destination IP.</p> </details> </article> <article class="card" data-week="14" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 14 • Tuesday • Card 5 • Routing</div> <h3>Q335. When separating CCTV from the corporate LAN, which command commonly displays the IPv4 routing table on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show ip route</li><li><strong>B.</strong> show vlan</li><li><strong>C.</strong> show mac address-table</li><li><strong>D.</strong> show power inline</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show ip route displays learned and configured IPv4 routes.</p> </details> </article> <article class="card" data-week="14" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 14 • Wednesday • Card 1 • Routing</div> <h3>Q336. During network cutover testing, which protocol is an interior gateway protocol?</h3> <ol class="options"><li><strong>A.</strong> OSPF</li><li><strong>B.</strong> HTTP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>OSPF is an IGP used for dynamic routing inside an organization.</p> </details> </article> <article class="card" data-week="14" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 14 • Wednesday • Card 2 • Routing</div> <h3>Q337. For a recorder-to-camera traffic path, what is a static route?</h3> <ol class="options"><li><strong>A.</strong> A manually configured route</li><li><strong>B.</strong> A DHCP lease</li><li><strong>C.</strong> A VLAN tag</li><li><strong>D.</strong> A DNS alias</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Static routes are manually entered and do not dynamically adapt unless tracking is configured.</p> </details> </article> <article class="card" data-week="14" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 14 • Wednesday • Card 3 • Routing</div> <h3>Q338. For a Genetec camera VLAN deployment, what is a next-hop IP address?</h3> <ol class="options"><li><strong>A.</strong> The destination host</li><li><strong>B.</strong> The neighboring router to forward traffic to</li><li><strong>C.</strong> The DNS server</li><li><strong>D.</strong> The DHCP server</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>The next hop is the router address used to reach a destination network.</p> </details> </article> <article class="card" data-week="14" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 14 • Wednesday • Card 4 • Routing</div> <h3>Q339. While troubleshooting a Security Center client connection, what is route summarization?</h3> <ol class="options"><li><strong>A.</strong> Combining multiple networks into a shorter prefix</li><li><strong>B.</strong> Encrypting routes</li><li><strong>C.</strong> Removing VLAN tags</li><li><strong>D.</strong> Converting IPv4 to IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Summarization advertises multiple contiguous networks as one route to reduce table size.</p> </details> </article> <article class="card" data-week="14" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 14 • Wednesday • Card 5 • Routing</div> <h3>Q340. During a jail CCTV network audit, why is asymmetric routing sometimes a problem for security systems?</h3> <ol class="options"><li><strong>A.</strong> It changes camera resolution</li><li><strong>B.</strong> Firewalls may see only one side of a session</li><li><strong>C.</strong> It disables PoE</li><li><strong>D.</strong> It prevents ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Stateful firewalls may drop traffic if return traffic follows a different path and session state is not seen.</p> </details> </article> <article class="card" data-week="14" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Thursday • Card 1 • Wireless and RF basics</div> <h3>Q341. For an access control panel network, which Wi-Fi band generally has better wall penetration?</h3> <ol class="options"><li><strong>A.</strong> 2.4 GHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> 6 GHz</li><li><strong>D.</strong> 60 GHz</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>2.4 GHz usually penetrates walls better, but has more interference and fewer non-overlapping channels.</p> </details> </article> <article class="card" data-week="14" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Thursday • Card 2 • Wireless and RF basics</div> <h3>Q342. When reviewing a county security electronics network, which Wi-Fi band usually offers more channels and higher throughput than 2.4 GHz?</h3> <ol class="options"><li><strong>A.</strong> 900 MHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> AM radio</li><li><strong>D.</strong> Bluetooth only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>5 GHz usually has more available channels and higher throughput, but shorter range.</p> </details> </article> <article class="card" data-week="14" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Thursday • Card 3 • Wireless and RF basics</div> <h3>Q343. During commissioning of Axis cameras into Genetec, what is SSID?</h3> <ol class="options"><li><strong>A.</strong> A wireless network name</li><li><strong>B.</strong> A routing protocol</li><li><strong>C.</strong> A PoE class</li><li><strong>D.</strong> A firewall action</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SSID is the advertised or configured wireless network name.</p> </details> </article> <article class="card" data-week="14" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Thursday • Card 4 • Wireless and RF basics</div> <h3>Q344. For a remote video monitoring site, which security mode is stronger than WPA2-Personal when available?</h3> <ol class="options"><li><strong>A.</strong> WEP</li><li><strong>B.</strong> Open</li><li><strong>C.</strong> WPA3</li><li><strong>D.</strong> TKIP only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>WPA3 improves authentication and cryptographic protections over older modes.</p> </details> </article> <article class="card" data-week="14" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Thursday • Card 5 • Wireless and RF basics</div> <h3>Q345. When separating CCTV from the corporate LAN, what is roaming in Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Moving a client between access points</li><li><strong>B.</strong> Changing IP subnets manually</li><li><strong>C.</strong> Replacing antennas</li><li><strong>D.</strong> Turning off encryption</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Roaming occurs when a wireless client moves between APs while maintaining connectivity.</p> </details> </article> <article class="card" data-week="14" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Friday • Card 1 • Wireless and RF basics</div> <h3>Q346. During network cutover testing, what does RSSI indicate?</h3> <ol class="options"><li><strong>A.</strong> Received signal strength</li><li><strong>B.</strong> Routing table size</li><li><strong>C.</strong> Camera frame rate</li><li><strong>D.</strong> Switch buffer size</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RSSI is a measure of received signal strength.</p> </details> </article> <article class="card" data-week="14" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Friday • Card 2 • Wireless and RF basics</div> <h3>Q347. For a recorder-to-camera traffic path, why are wireless cameras often avoided for critical CCTV?</h3> <ol class="options"><li><strong>A.</strong> They cannot use IP</li><li><strong>B.</strong> Wireless links may be less predictable than wired links</li><li><strong>C.</strong> They cannot use DNS</li><li><strong>D.</strong> They require IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Wireless is vulnerable to interference, capacity limits, and RF design issues.</p> </details> </article> <article class="card" data-week="14" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Friday • Card 3 • Wireless and RF basics</div> <h3>Q348. For a Genetec camera VLAN deployment, which issue is caused by too many APs on the same channel?</h3> <ol class="options"><li><strong>A.</strong> Co-channel interference</li><li><strong>B.</strong> DNS recursion</li><li><strong>C.</strong> DHCP starvation only</li><li><strong>D.</strong> NTP drift</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Co-channel interference occurs when too many devices contend on the same channel.</p> </details> </article> <article class="card" data-week="14" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Friday • Card 4 • Wireless and RF basics</div> <h3>Q349. While troubleshooting a Security Center client connection, what does a captive portal typically provide?</h3> <ol class="options"><li><strong>A.</strong> Web-based authentication or acceptance</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> OSPF adjacency</li><li><strong>D.</strong> Camera lens focus</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Captive portals intercept web traffic for login or terms acceptance.</p> </details> </article> <article class="card" data-week="14" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Friday • Card 5 • Wireless and RF basics</div> <h3>Q350. During a jail CCTV network audit, which design best supports mobile Genetec client devices over Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Strong coverage, capacity planning, and secure authentication</li><li><strong>B.</strong> One AP at maximum power</li><li><strong>C.</strong> Open Wi-Fi only</li><li><strong>D.</strong> Disable roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Mobile video clients need reliable coverage, adequate capacity, secure authentication, and controlled roaming.</p> </details> </article> <article class="card" data-week="15" data-day="Monday" data-topic="IP services"> <div class="meta">Week 15 • Monday • Card 1 • IP services</div> <h3>Q351. For an access control panel network, which protocol dynamically assigns IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DHCP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> SNMP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DHCP leases IP configuration such as address, mask, gateway, and DNS.</p> </details> </article> <article class="card" data-week="15" data-day="Monday" data-topic="IP services"> <div class="meta">Week 15 • Monday • Card 2 • IP services</div> <h3>Q352. When reviewing a county security electronics network, which DHCP message does a client send first?</h3> <ol class="options"><li><strong>A.</strong> DISCOVER</li><li><strong>B.</strong> OFFER</li><li><strong>C.</strong> REQUEST</li><li><strong>D.</strong> ACK</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A DHCP client starts by broadcasting DHCPDISCOVER.</p> </details> </article> <article class="card" data-week="15" data-day="Monday" data-topic="IP services"> <div class="meta">Week 15 • Monday • Card 3 • IP services</div> <h3>Q353. During commissioning of Axis cameras into Genetec, what is the purpose of DHCP reservation?</h3> <ol class="options"><li><strong>A.</strong> Assigning a consistent IP to a known MAC address</li><li><strong>B.</strong> Encrypting DHCP</li><li><strong>C.</strong> Creating VLANs</li><li><strong>D.</strong> Blocking DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Reservations help keep devices such as cameras or servers at predictable addresses.</p> </details> </article> <article class="card" data-week="15" data-day="Monday" data-topic="IP services"> <div class="meta">Week 15 • Monday • Card 4 • IP services</div> <h3>Q354. For a remote video monitoring site, which service synchronizes time across network devices?</h3> <ol class="options"><li><strong>A.</strong> NTP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> FTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>NTP synchronizes clocks, which is critical for video evidence timelines and logs.</p> </details> </article> <article class="card" data-week="15" data-day="Monday" data-topic="IP services"> <div class="meta">Week 15 • Monday • Card 5 • IP services</div> <h3>Q355. When separating CCTV from the corporate LAN, which protocol is commonly used for device monitoring?</h3> <ol class="options"><li><strong>A.</strong> SNMP</li><li><strong>B.</strong> SMTP</li><li><strong>C.</strong> RDP</li><li><strong>D.</strong> RTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SNMP can monitor device status, interfaces, and alerts.</p> </details> </article> <article class="card" data-week="15" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 15 • Tuesday • Card 1 • IP services</div> <h3>Q356. During network cutover testing, what does Syslog provide?</h3> <ol class="options"><li><strong>A.</strong> Centralized log messages</li><li><strong>B.</strong> IP address assignment</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Power delivery</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Syslog sends event messages to a centralized logging system.</p> </details> </article> <article class="card" data-week="15" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 15 • Tuesday • Card 2 • IP services</div> <h3>Q357. For a recorder-to-camera traffic path, which protocol securely administers network devices by CLI?</h3> <ol class="options"><li><strong>A.</strong> Telnet</li><li><strong>B.</strong> SSH</li><li><strong>C.</strong> TFTP</li><li><strong>D.</strong> HTTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>SSH encrypts remote CLI access. Telnet is unencrypted.</p> </details> </article> <article class="card" data-week="15" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 15 • Tuesday • Card 3 • IP services</div> <h3>Q358. For a Genetec camera VLAN deployment, which protocol is commonly used to transfer configuration files but is not secure?</h3> <ol class="options"><li><strong>A.</strong> TFTP</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> SSH</li><li><strong>D.</strong> SCP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>TFTP is simple and unencrypted.</p> </details> </article> <article class="card" data-week="15" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 15 • Tuesday • Card 4 • IP services</div> <h3>Q359. While troubleshooting a Security Center client connection, what is DNS A record used for?</h3> <ol class="options"><li><strong>A.</strong> Mapping a hostname to IPv4</li><li><strong>B.</strong> Mapping IP to MAC</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Setting PoE class</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An A record maps a hostname to an IPv4 address.</p> </details> </article> <article class="card" data-week="15" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 15 • Tuesday • Card 5 • IP services</div> <h3>Q360. During a jail CCTV network audit, why is accurate NTP important for Genetec systems?</h3> <ol class="options"><li><strong>A.</strong> It improves lens zoom</li><li><strong>B.</strong> It keeps video, access events, and audit logs aligned</li><li><strong>C.</strong> It increases PoE wattage</li><li><strong>D.</strong> It prevents all packet loss</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Accurate time keeps camera video, access control events, and audit logs correlated.</p> </details> </article> <article class="card" data-week="15" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Wednesday • Card 1 • Security fundamentals</div> <h3>Q361. For an access control panel network, what does AAA stand for?</h3> <ol class="options"><li><strong>A.</strong> Authentication, Authorization, Accounting</li><li><strong>B.</strong> Access, Allow, Audit</li><li><strong>C.</strong> Address, ARP, ACL</li><li><strong>D.</strong> Analyze, Alert, Archive</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>AAA identifies users, determines permissions, and records activity.</p> </details> </article> <article class="card" data-week="15" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Wednesday • Card 2 • Security fundamentals</div> <h3>Q362. When reviewing a county security electronics network, which protocol provides centralized AAA for network devices?</h3> <ol class="options"><li><strong>A.</strong> RADIUS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RADIUS is commonly used for centralized authentication and authorization.</p> </details> </article> <article class="card" data-week="15" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Wednesday • Card 3 • Security fundamentals</div> <h3>Q363. During commissioning of Axis cameras into Genetec, what is the purpose of an ACL?</h3> <ol class="options"><li><strong>A.</strong> Filter traffic based on rules</li><li><strong>B.</strong> Assign DHCP leases</li><li><strong>C.</strong> Increase PoE</li><li><strong>D.</strong> Store video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Access control lists permit or deny traffic based on criteria such as IPs, ports, and protocols.</p> </details> </article> <article class="card" data-week="15" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Wednesday • Card 4 • Security fundamentals</div> <h3>Q364. For a remote video monitoring site, which management method is least secure?</h3> <ol class="options"><li><strong>A.</strong> SSH</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> Telnet</li><li><strong>D.</strong> SNMPv3</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Telnet sends credentials and traffic in clear text.</p> </details> </article> <article class="card" data-week="15" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Wednesday • Card 5 • Security fundamentals</div> <h3>Q365. When separating CCTV from the corporate LAN, which SNMP version supports authentication and encryption?</h3> <ol class="options"><li><strong>A.</strong> SNMPv1</li><li><strong>B.</strong> SNMPv2c</li><li><strong>C.</strong> SNMPv3</li><li><strong>D.</strong> All versions equally</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>SNMPv3 supports stronger authentication and privacy features.</p> </details> </article> <article class="card" data-week="15" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Thursday • Card 1 • Security fundamentals</div> <h3>Q366. During network cutover testing, what is 802.1X used for?</h3> <ol class="options"><li><strong>A.</strong> Port-based network access control</li><li><strong>B.</strong> DNS forwarding</li><li><strong>C.</strong> Static routing</li><li><strong>D.</strong> PoE measurement</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>802.1X authenticates devices or users before granting network access.</p> </details> </article> <article class="card" data-week="15" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Thursday • Card 2 • Security fundamentals</div> <h3>Q367. For a recorder-to-camera traffic path, what is a firewall zone?</h3> <ol class="options"><li><strong>A.</strong> A logical security area with policy controls</li><li><strong>B.</strong> A switch backplane</li><li><strong>C.</strong> A DHCP scope</li><li><strong>D.</strong> A Wi-Fi antenna pattern</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Zones group interfaces or networks so policies can control traffic between them.</p> </details> </article> <article class="card" data-week="15" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Thursday • Card 3 • Security fundamentals</div> <h3>Q368. For a Genetec camera VLAN deployment, why should camera default passwords be changed?</h3> <ol class="options"><li><strong>A.</strong> To improve image quality</li><li><strong>B.</strong> To prevent unauthorized access</li><li><strong>C.</strong> To increase FPS</li><li><strong>D.</strong> To enable ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Default credentials are widely known and create serious security risk.</p> </details> </article> <article class="card" data-week="15" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Thursday • Card 4 • Security fundamentals</div> <h3>Q369. While troubleshooting a Security Center client connection, what is least privilege?</h3> <ol class="options"><li><strong>A.</strong> Giving only the permissions required</li><li><strong>B.</strong> Giving all users admin rights</li><li><strong>C.</strong> Disabling all logging</li><li><strong>D.</strong> Using only one password</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Least privilege reduces risk by limiting access to required functions only.</p> </details> </article> <article class="card" data-week="15" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Thursday • Card 5 • Security fundamentals</div> <h3>Q370. During a jail CCTV network audit, why segment access control panels from general user PCs?</h3> <ol class="options"><li><strong>A.</strong> To reduce security exposure and limit lateral movement</li><li><strong>B.</strong> To increase monitor resolution</li><li><strong>C.</strong> To eliminate DHCP</li><li><strong>D.</strong> To disable routing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Segmentation helps protect physical security systems from compromise on less trusted networks.</p> </details> </article> <article class="card" data-week="15" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 15 • Friday • Card 1 • NAT and WAN</div> <h3>Q371. For an access control panel network, what does NAT do?</h3> <ol class="options"><li><strong>A.</strong> Translates IP addresses</li><li><strong>B.</strong> Encrypts wireless</li><li><strong>C.</strong> Assigns VLANs</li><li><strong>D.</strong> Learns MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Network Address Translation changes source or destination IP information.</p> </details> </article> <article class="card" data-week="15" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 15 • Friday • Card 2 • NAT and WAN</div> <h3>Q372. When reviewing a county security electronics network, what is PAT also called?</h3> <ol class="options"><li><strong>A.</strong> NAT overload</li><li><strong>B.</strong> Static routing</li><li><strong>C.</strong> DNS relay</li><li><strong>D.</strong> ARP proxy</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>PAT maps many internal hosts to one public IP using port numbers.</p> </details> </article> <article class="card" data-week="15" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 15 • Friday • Card 3 • NAT and WAN</div> <h3>Q373. During commissioning of Axis cameras into Genetec, which private address is commonly translated before Internet access?</h3> <ol class="options"><li><strong>A.</strong> 10.1.1.10</li><li><strong>B.</strong> 8.8.8.8</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 203.0.113.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>10.0.0.0/8 is private and typically translated for Internet access.</p> </details> </article> <article class="card" data-week="15" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 15 • Friday • Card 4 • NAT and WAN</div> <h3>Q374. For a remote video monitoring site, what is a site-to-site VPN commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Securely connecting two networks</li><li><strong>B.</strong> Powering cameras</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Replacing DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A site-to-site VPN securely connects networks across an untrusted transport.</p> </details> </article> <article class="card" data-week="15" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 15 • Friday • Card 5 • NAT and WAN</div> <h3>Q375. When separating CCTV from the corporate LAN, which protocol helps verify reachability across WAN links?</h3> <ol class="options"><li><strong>A.</strong> ICMP</li><li><strong>B.</strong> PoE</li><li><strong>C.</strong> LLDP</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>ICMP echo requests/replies are commonly used with ping.</p> </details> </article> <article class="card" data-week="16" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 16 • Monday • Card 1 • NAT and WAN</div> <h3>Q376. During network cutover testing, what is split tunneling?</h3> <ol class="options"><li><strong>A.</strong> Sending some traffic through VPN and some directly</li><li><strong>B.</strong> Dividing a VLAN tag</li><li><strong>C.</strong> Splitting fiber strands</li><li><strong>D.</strong> Using two DHCP servers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Split tunneling routes selected traffic through a VPN while other traffic goes directly.</p> </details> </article> <article class="card" data-week="16" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 16 • Monday • Card 2 • NAT and WAN</div> <h3>Q377. For a recorder-to-camera traffic path, why avoid exposing camera web interfaces directly to the Internet?</h3> <ol class="options"><li><strong>A.</strong> It increases attack surface</li><li><strong>B.</strong> It disables DNS</li><li><strong>C.</strong> It prevents recording</li><li><strong>D.</strong> It changes MTU</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Direct exposure increases risk from credential attacks and vulnerabilities.</p> </details> </article> <article class="card" data-week="16" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 16 • Monday • Card 3 • NAT and WAN</div> <h3>Q378. For a Genetec camera VLAN deployment, what is port forwarding?</h3> <ol class="options"><li><strong>A.</strong> Mapping an external port to an internal host/service</li><li><strong>B.</strong> Creating a VLAN</li><li><strong>C.</strong> Blocking ARP</li><li><strong>D.</strong> Learning MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port forwarding directs traffic received on a public IP/port to an internal IP/port.</p> </details> </article> <article class="card" data-week="16" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 16 • Monday • Card 4 • NAT and WAN</div> <h3>Q379. While troubleshooting a Security Center client connection, which WAN issue most affects live video smoothness?</h3> <ol class="options"><li><strong>A.</strong> Latency, jitter, and packet loss</li><li><strong>B.</strong> Hostnames only</li><li><strong>C.</strong> Keyboard layout</li><li><strong>D.</strong> Cable color</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Video performance is affected by latency, jitter, packet loss, and available bandwidth.</p> </details> </article> <article class="card" data-week="16" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 16 • Monday • Card 5 • NAT and WAN</div> <h3>Q380. During a jail CCTV network audit, what is QoS used for over constrained WAN links?</h3> <ol class="options"><li><strong>A.</strong> Prioritizing important traffic</li><li><strong>B.</strong> Creating IP addresses</li><li><strong>C.</strong> Replacing firewalls</li><li><strong>D.</strong> Changing camera lens angle</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>QoS classifies and prioritizes traffic when bandwidth is limited.</p> </details> </article> <article class="card" data-week="16" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Tuesday • Card 1 • QoS and multicast video</div> <h3>Q381. For an access control panel network, what is multicast designed for?</h3> <ol class="options"><li><strong>A.</strong> One-to-many efficient traffic delivery</li><li><strong>B.</strong> Only one-to-one delivery</li><li><strong>C.</strong> Encrypting packets</li><li><strong>D.</strong> Assigning DHCP addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast efficiently sends one stream to multiple receivers.</p> </details> </article> <article class="card" data-week="16" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Tuesday • Card 2 • QoS and multicast video</div> <h3>Q382. When reviewing a county security electronics network, which protocol lets hosts join IPv4 multicast groups?</h3> <ol class="options"><li><strong>A.</strong> IGMP</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DNS</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP is used by hosts and switches/routers for IPv4 multicast group membership.</p> </details> </article> <article class="card" data-week="16" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Tuesday • Card 3 • QoS and multicast video</div> <h3>Q383. During commissioning of Axis cameras into Genetec, what does IGMP snooping do on a switch?</h3> <ol class="options"><li><strong>A.</strong> Limits multicast flooding by tracking group membership</li><li><strong>B.</strong> Encrypts multicast</li><li><strong>C.</strong> Assigns multicast IPs</li><li><strong>D.</strong> Blocks all video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping helps switches forward multicast only to interested ports.</p> </details> </article> <article class="card" data-week="16" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Tuesday • Card 4 • QoS and multicast video</div> <h3>Q384. For a remote video monitoring site, which IPv4 range is multicast?</h3> <ol class="options"><li><strong>A.</strong> 224.0.0.0/4</li><li><strong>B.</strong> 10.0.0.0/8</li><li><strong>C.</strong> 172.16.0.0/12</li><li><strong>D.</strong> 192.168.0.0/16</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IPv4 multicast uses 224.0.0.0 through 239.255.255.255.</p> </details> </article> <article class="card" data-week="16" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Tuesday • Card 5 • QoS and multicast video</div> <h3>Q385. When separating CCTV from the corporate LAN, what does QoS classification do?</h3> <ol class="options"><li><strong>A.</strong> Identifies traffic for policy treatment</li><li><strong>B.</strong> Creates a subnet</li><li><strong>C.</strong> Changes MAC addresses</li><li><strong>D.</strong> Erases logs</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Classification identifies traffic types so QoS policies can mark, queue, or police them.</p> </details> </article> <article class="card" data-week="16" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Wednesday • Card 1 • QoS and multicast video</div> <h3>Q386. During network cutover testing, what is DSCP?</h3> <ol class="options"><li><strong>A.</strong> A Layer 3 QoS marking field</li><li><strong>B.</strong> A switch port mode</li><li><strong>C.</strong> A wireless SSID</li><li><strong>D.</strong> A DHCP option</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DSCP marks packets for differentiated QoS treatment.</p> </details> </article> <article class="card" data-week="16" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Wednesday • Card 2 • QoS and multicast video</div> <h3>Q387. For a recorder-to-camera traffic path, why can video surveillance traffic need QoS?</h3> <ol class="options"><li><strong>A.</strong> Video can be bandwidth-intensive and delay-sensitive</li><li><strong>B.</strong> Video cannot use IP</li><li><strong>C.</strong> Video disables VLANs</li><li><strong>D.</strong> Video requires Telnet</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Live viewing and control traffic may need priority when links are congested.</p> </details> </article> <article class="card" data-week="16" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Wednesday • Card 3 • QoS and multicast video</div> <h3>Q388. For a Genetec camera VLAN deployment, what is jitter?</h3> <ol class="options"><li><strong>A.</strong> Variation in packet delay</li><li><strong>B.</strong> Static IP assignment</li><li><strong>C.</strong> MAC address aging</li><li><strong>D.</strong> A VLAN mismatch</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Jitter is inconsistent packet delay, which can affect real-time video and audio.</p> </details> </article> <article class="card" data-week="16" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Wednesday • Card 4 • QoS and multicast video</div> <h3>Q389. While troubleshooting a Security Center client connection, what should be enabled to prevent multicast flooding in a camera VLAN?</h3> <ol class="options"><li><strong>A.</strong> IGMP snooping</li><li><strong>B.</strong> Telnet</li><li><strong>C.</strong> PortFast disablement</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping reduces unnecessary multicast flooding within a VLAN.</p> </details> </article> <article class="card" data-week="16" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Wednesday • Card 5 • QoS and multicast video</div> <h3>Q390. During a jail CCTV network audit, which traffic is often best kept unicast unless multicast is designed properly?</h3> <ol class="options"><li><strong>A.</strong> Camera video streams</li><li><strong>B.</strong> NTP queries</li><li><strong>C.</strong> ARP replies</li><li><strong>D.</strong> DHCP offers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast video needs proper IGMP and routing design. Without it, unicast is often simpler and safer.</p> </details> </article> <article class="card" data-week="16" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Thursday • Card 1 • Automation and programmability</div> <h3>Q391. For an access control panel network, which data format is commonly used by REST APIs?</h3> <ol class="options"><li><strong>A.</strong> JSON</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>JSON is widely used to exchange structured data in REST APIs.</p> </details> </article> <article class="card" data-week="16" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Thursday • Card 2 • Automation and programmability</div> <h3>Q392. When reviewing a county security electronics network, what does REST commonly use as its transport/application protocol?</h3> <ol class="options"><li><strong>A.</strong> HTTP/HTTPS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP only</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RESTful APIs commonly use HTTP or HTTPS methods.</p> </details> </article> <article class="card" data-week="16" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Thursday • Card 3 • Automation and programmability</div> <h3>Q393. During commissioning of Axis cameras into Genetec, which HTTP method is commonly used to retrieve information?</h3> <ol class="options"><li><strong>A.</strong> GET</li><li><strong>B.</strong> POST</li><li><strong>C.</strong> PUT</li><li><strong>D.</strong> DELETE</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>GET retrieves a resource without changing it.</p> </details> </article> <article class="card" data-week="16" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Thursday • Card 4 • Automation and programmability</div> <h3>Q394. For a remote video monitoring site, which HTTP method is commonly used to create a new object?</h3> <ol class="options"><li><strong>A.</strong> POST</li><li><strong>B.</strong> GET</li><li><strong>C.</strong> PING</li><li><strong>D.</strong> TRACEPATH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>POST is commonly used to submit data or create resources.</p> </details> </article> <article class="card" data-week="16" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Thursday • Card 5 • Automation and programmability</div> <h3>Q395. When separating CCTV from the corporate LAN, what is an API token used for?</h3> <ol class="options"><li><strong>A.</strong> Authentication/authorization to an API</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Fiber splicing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>API tokens are used to authenticate and authorize API requests.</p> </details> </article> <article class="card" data-week="16" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Friday • Card 1 • Automation and programmability</div> <h3>Q396. During network cutover testing, which tool is often used for API testing from a workstation?</h3> <ol class="options"><li><strong>A.</strong> Postman</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> DHCP relay</li><li><strong>D.</strong> LLDP-MED</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Postman is commonly used for testing REST APIs.</p> </details> </article> <article class="card" data-week="16" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Friday • Card 2 • Automation and programmability</div> <h3>Q397. For a recorder-to-camera traffic path, what is idempotency?</h3> <ol class="options"><li><strong>A.</strong> Repeating an operation gives the same result</li><li><strong>B.</strong> Traffic is encrypted</li><li><strong>C.</strong> A port is trunking</li><li><strong>D.</strong> A camera is recording</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An idempotent operation can be repeated without changing the result beyond the first application.</p> </details> </article> <article class="card" data-week="16" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Friday • Card 3 • Automation and programmability</div> <h3>Q398. For a Genetec camera VLAN deployment, why is network automation useful for security systems?</h3> <ol class="options"><li><strong>A.</strong> It reduces repetitive configuration errors</li><li><strong>B.</strong> It removes need for IP addresses</li><li><strong>C.</strong> It prevents all outages</li><li><strong>D.</strong> It replaces physical cabling</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Automation improves consistency, speeds changes, and reduces manual mistakes.</p> </details> </article> <article class="card" data-week="16" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Friday • Card 4 • Automation and programmability</div> <h3>Q399. While troubleshooting a Security Center client connection, which file format is commonly used for network automation variables?</h3> <ol class="options"><li><strong>A.</strong> YAML</li><li><strong>B.</strong> JPEG</li><li><strong>C.</strong> MP3</li><li><strong>D.</strong> BMP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>YAML is frequently used for human-readable configuration data.</p> </details> </article> <article class="card" data-week="16" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Friday • Card 5 • Automation and programmability</div> <h3>Q400. During a jail CCTV network audit, what is Git used for?</h3> <ol class="options"><li><strong>A.</strong> Version control</li><li><strong>B.</strong> Packet switching</li><li><strong>C.</strong> PoE delivery</li><li><strong>D.</strong> Wireless roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Git tracks changes to files such as scripts, templates, and configurations.</p> </details> </article> <article class="card" data-week="17" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Monday • Card 1 • Networking fundamentals</div> <h3>Q401. When reviewing a county security electronics network, which OSI layer is responsible for logical IP addressing?</h3> <ol class="options"><li><strong>A.</strong> Layer 2</li><li><strong>B.</strong> Layer 3</li><li><strong>C.</strong> Layer 4</li><li><strong>D.</strong> Layer 7</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Layer 3, the Network layer, provides logical addressing and routing using IP. This is where video clients, cameras, and servers are routed between subnets.</p> </details> </article> <article class="card" data-week="17" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Monday • Card 2 • Networking fundamentals</div> <h3>Q402. During commissioning of Axis cameras into Genetec, which device primarily separates broadcast domains?</h3> <ol class="options"><li><strong>A.</strong> Switch</li><li><strong>B.</strong> Hub</li><li><strong>C.</strong> Router</li><li><strong>D.</strong> Patch panel</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Routers and Layer 3 switches separate broadcast domains. This matters when separating camera VLANs, access control VLANs, and corporate LANs.</p> </details> </article> <article class="card" data-week="17" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Monday • Card 3 • Networking fundamentals</div> <h3>Q403. For a remote video monitoring site, what is the purpose of a default gateway?</h3> <ol class="options"><li><strong>A.</strong> Encrypt traffic</li><li><strong>B.</strong> Forward traffic outside the local subnet</li><li><strong>C.</strong> Assign VLAN IDs</li><li><strong>D.</strong> Convert fiber to copper</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A host sends traffic to its default gateway when the destination is outside the local subnet.</p> </details> </article> <article class="card" data-week="17" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Monday • Card 4 • Networking fundamentals</div> <h3>Q404. When separating CCTV from the corporate LAN, which protocol resolves an IPv4 address to a MAC address?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>ARP maps IPv4 addresses to MAC addresses on the local network.</p> </details> </article> <article class="card" data-week="17" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Monday • Card 5 • Networking fundamentals</div> <h3>Q405. During network cutover testing, which value identifies a VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> DSCP</li><li><strong>B.</strong> VLAN ID</li><li><strong>C.</strong> MAC address</li><li><strong>D.</strong> TCP port</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>802.1Q inserts a VLAN tag that includes the VLAN ID.</p> </details> </article> <article class="card" data-week="17" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Tuesday • Card 1 • Networking fundamentals</div> <h3>Q406. For a recorder-to-camera traffic path, what does MTU define?</h3> <ol class="options"><li><strong>A.</strong> Maximum frame count per second</li><li><strong>B.</strong> Maximum transmission unit size</li><li><strong>C.</strong> Minimum trunk utilization</li><li><strong>D.</strong> MAC table update time</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>MTU is the largest packet/frame payload size supported without fragmentation.</p> </details> </article> <article class="card" data-week="17" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Tuesday • Card 2 • Networking fundamentals</div> <h3>Q407. For a Genetec camera VLAN deployment, which address is a private IPv4 address?</h3> <ol class="options"><li><strong>A.</strong> 8.8.8.8</li><li><strong>B.</strong> 172.16.5.10</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 224.0.0.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>172.16.0.0/12 is private IPv4 space.</p> </details> </article> <article class="card" data-week="17" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Tuesday • Card 3 • Networking fundamentals</div> <h3>Q408. While troubleshooting a Security Center client connection, which address is link-local IPv4?</h3> <ol class="options"><li><strong>A.</strong> 169.254.10.20</li><li><strong>B.</strong> 10.10.10.20</li><li><strong>C.</strong> 192.168.1.20</li><li><strong>D.</strong> 172.20.1.20</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>169.254.0.0/16 is APIPA/link-local addressing used when DHCP fails.</p> </details> </article> <article class="card" data-week="17" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Tuesday • Card 4 • Networking fundamentals</div> <h3>Q409. During a jail CCTV network audit, which protocol translates hostnames to IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> SNMP</li><li><strong>C.</strong> RTP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DNS resolves names such as servers or cloud services to IP addresses.</p> </details> </article> <article class="card" data-week="17" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Tuesday • Card 5 • Networking fundamentals</div> <h3>Q410. For an access control panel network, which transport protocol is connection-oriented?</h3> <ol class="options"><li><strong>A.</strong> UDP</li><li><strong>B.</strong> TCP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>TCP uses sessions, acknowledgements, and retransmission.</p> </details> </article> <article class="card" data-week="17" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Wednesday • Card 1 • Subnetting and addressing</div> <h3>Q411. When reviewing a county security electronics network, how many usable IPv4 host addresses are in a /24 subnet?</h3> <ol class="options"><li><strong>A.</strong> 254</li><li><strong>B.</strong> 255</li><li><strong>C.</strong> 256</li><li><strong>D.</strong> 510</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /24 has 256 total addresses; network and broadcast are not usable for hosts.</p> </details> </article> <article class="card" data-week="17" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Wednesday • Card 2 • Subnetting and addressing</div> <h3>Q412. During commissioning of Axis cameras into Genetec, what subnet mask matches /26?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.255.128</li><li><strong>C.</strong> 255.255.255.192</li><li><strong>D.</strong> 255.255.255.224</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>/26 equals 255.255.255.192 and provides 62 usable host addresses.</p> </details> </article> <article class="card" data-week="17" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Wednesday • Card 3 • Subnetting and addressing</div> <h3>Q413. For a remote video monitoring site, which subnet contains host 10.10.5.77/26?</h3> <ol class="options"><li><strong>A.</strong> 10.10.5.0/26</li><li><strong>B.</strong> 10.10.5.64/26</li><li><strong>C.</strong> 10.10.5.128/26</li><li><strong>D.</strong> 10.10.5.192/26</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/26 subnets increment by 64. Address .77 belongs to 10.10.5.64/26.</p> </details> </article> <article class="card" data-week="17" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Wednesday • Card 4 • Subnetting and addressing</div> <h3>Q414. When separating CCTV from the corporate LAN, what is the broadcast address for 192.168.20.32/27?</h3> <ol class="options"><li><strong>A.</strong> 192.168.20.31</li><li><strong>B.</strong> 192.168.20.63</li><li><strong>C.</strong> 192.168.20.64</li><li><strong>D.</strong> 192.168.20.95</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/27 increments by 32. The .32 subnet ends at .63.</p> </details> </article> <article class="card" data-week="17" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Wednesday • Card 5 • Subnetting and addressing</div> <h3>Q415. During network cutover testing, how many usable hosts are available in a /30?</h3> <ol class="options"><li><strong>A.</strong> 2</li><li><strong>B.</strong> 4</li><li><strong>C.</strong> 6</li><li><strong>D.</strong> 14</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /30 has four total addresses and two usable host addresses, common for point-to-point links.</p> </details> </article> <article class="card" data-week="17" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Thursday • Card 1 • Subnetting and addressing</div> <h3>Q416. For a recorder-to-camera traffic path, which prefix gives approximately 14 usable host addresses?</h3> <ol class="options"><li><strong>A.</strong> /28</li><li><strong>B.</strong> /27</li><li><strong>C.</strong> /26</li><li><strong>D.</strong> /25</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>/28 provides 16 total addresses and 14 usable host addresses.</p> </details> </article> <article class="card" data-week="17" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Thursday • Card 2 • Subnetting and addressing</div> <h3>Q417. For a Genetec camera VLAN deployment, what does CIDR notation /23 represent?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.254.0</li><li><strong>C.</strong> 255.255.252.0</li><li><strong>D.</strong> 255.255.248.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/23 corresponds to 255.255.254.0.</p> </details> </article> <article class="card" data-week="17" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Thursday • Card 3 • Subnetting and addressing</div> <h3>Q418. While troubleshooting a Security Center client connection, which range is private IPv4?</h3> <ol class="options"><li><strong>A.</strong> 192.0.2.0/24</li><li><strong>B.</strong> 192.168.0.0/16</li><li><strong>C.</strong> 198.51.100.0/24</li><li><strong>D.</strong> 203.0.113.0/24</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>192.168.0.0/16 is private. The other ranges are documentation/test networks.</p> </details> </article> <article class="card" data-week="17" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Thursday • Card 4 • Subnetting and addressing</div> <h3>Q419. During a jail CCTV network audit, what is the network address of 172.20.14.199/24?</h3> <ol class="options"><li><strong>A.</strong> 172.20.14.0</li><li><strong>B.</strong> 172.20.14.199</li><li><strong>C.</strong> 172.20.14.255</li><li><strong>D.</strong> 172.20.0.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>With /24, the first three octets define the network.</p> </details> </article> <article class="card" data-week="17" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Thursday • Card 5 • Subnetting and addressing</div> <h3>Q420. For an access control panel network, why should camera IP plans avoid overlapping subnets?</h3> <ol class="options"><li><strong>A.</strong> It disables PoE</li><li><strong>B.</strong> Routing becomes ambiguous</li><li><strong>C.</strong> DNS stops working</li><li><strong>D.</strong> NTP cannot synchronize</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Overlapping subnets can cause routing ambiguity and difficult troubleshooting between camera, server, and client networks.</p> </details> </article> <article class="card" data-week="17" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 17 • Friday • Card 1 • Switching and VLANs</div> <h3>Q421. When reviewing a county security electronics network, which switch port mode carries multiple VLANs?</h3> <ol class="options"><li><strong>A.</strong> Access</li><li><strong>B.</strong> Trunk</li><li><strong>C.</strong> Shutdown</li><li><strong>D.</strong> Loopback</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A trunk carries traffic for multiple VLANs using tagging, usually 802.1Q.</p> </details> </article> <article class="card" data-week="17" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 17 • Friday • Card 2 • Switching and VLANs</div> <h3>Q422. During commissioning of Axis cameras into Genetec, which switch port mode should normally be used for a single IP camera?</h3> <ol class="options"><li><strong>A.</strong> Trunk</li><li><strong>B.</strong> Access</li><li><strong>C.</strong> Routed</li><li><strong>D.</strong> Monitor</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A single camera usually belongs to one VLAN, so an access port is appropriate.</p> </details> </article> <article class="card" data-week="17" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 17 • Friday • Card 3 • Switching and VLANs</div> <h3>Q423. For a remote video monitoring site, what is the native VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> The VLAN carried untagged</li><li><strong>B.</strong> The voice VLAN only</li><li><strong>C.</strong> The management VLAN only</li><li><strong>D.</strong> The disabled VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>The native VLAN is sent untagged across an 802.1Q trunk.</p> </details> </article> <article class="card" data-week="17" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 17 • Friday • Card 4 • Switching and VLANs</div> <h3>Q424. When separating CCTV from the corporate LAN, what problem does STP help prevent?</h3> <ol class="options"><li><strong>A.</strong> IP address exhaustion</li><li><strong>B.</strong> Layer 2 loops</li><li><strong>C.</strong> DNS poisoning</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Spanning Tree Protocol blocks redundant paths to prevent Layer 2 loops.</p> </details> </article> <article class="card" data-week="17" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 17 • Friday • Card 5 • Switching and VLANs</div> <h3>Q425. During network cutover testing, what does a switch use to forward frames?</h3> <ol class="options"><li><strong>A.</strong> ARP table</li><li><strong>B.</strong> MAC address table</li><li><strong>C.</strong> Routing table</li><li><strong>D.</strong> DNS cache</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Switches forward frames based on destination MAC addresses learned in the MAC table.</p> </details> </article> <article class="card" data-week="18" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 18 • Monday • Card 1 • Switching and VLANs</div> <h3>Q426. For a recorder-to-camera traffic path, which command commonly verifies VLAN membership on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show vlan brief</li><li><strong>B.</strong> show ip route</li><li><strong>C.</strong> show clock</li><li><strong>D.</strong> show arp vrf</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show vlan brief displays VLANs and assigned access ports.</p> </details> </article> <article class="card" data-week="18" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 18 • Monday • Card 2 • Switching and VLANs</div> <h3>Q427. For a Genetec camera VLAN deployment, what happens when a switch receives an unknown unicast frame?</h3> <ol class="options"><li><strong>A.</strong> It drops it always</li><li><strong>B.</strong> It floods within the VLAN</li><li><strong>C.</strong> It sends it to the router only</li><li><strong>D.</strong> It converts it to multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Unknown unicast frames are flooded within the same VLAN.</p> </details> </article> <article class="card" data-week="18" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 18 • Monday • Card 3 • Switching and VLANs</div> <h3>Q428. While troubleshooting a Security Center client connection, why place cameras in a dedicated VLAN?</h3> <ol class="options"><li><strong>A.</strong> To increase pixel resolution</li><li><strong>B.</strong> To reduce broadcast scope and improve security</li><li><strong>C.</strong> To remove the need for DNS</li><li><strong>D.</strong> To disable multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A camera VLAN limits broadcast traffic and improves segmentation and security.</p> </details> </article> <article class="card" data-week="18" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 18 • Monday • Card 4 • Switching and VLANs</div> <h3>Q429. During a jail CCTV network audit, what is port security commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Limiting MAC addresses on a switch port</li><li><strong>B.</strong> Encrypting routing updates</li><li><strong>C.</strong> Creating VLAN trunks</li><li><strong>D.</strong> Assigning IPv6 addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port security can restrict which MAC addresses are allowed on an access port.</p> </details> </article> <article class="card" data-week="18" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 18 • Monday • Card 5 • Switching and VLANs</div> <h3>Q430. For an access control panel network, what is a switched virtual interface, or SVI?</h3> <ol class="options"><li><strong>A.</strong> A logical Layer 3 interface for a VLAN</li><li><strong>B.</strong> A physical fiber port</li><li><strong>C.</strong> A DNS record</li><li><strong>D.</strong> A PoE injector</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An SVI provides Layer 3 gateway functionality for a VLAN on a multilayer switch.</p> </details> </article> <article class="card" data-week="18" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 18 • Tuesday • Card 1 • Routing</div> <h3>Q431. When reviewing a county security electronics network, which route is used when no more specific route matches?</h3> <ol class="options"><li><strong>A.</strong> Connected route</li><li><strong>B.</strong> Default route</li><li><strong>C.</strong> Host route</li><li><strong>D.</strong> Summary route</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A default route, often 0.0.0.0/0, is used when no better match exists.</p> </details> </article> <article class="card" data-week="18" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 18 • Tuesday • Card 2 • Routing</div> <h3>Q432. During commissioning of Axis cameras into Genetec, what is administrative distance used for?</h3> <ol class="options"><li><strong>A.</strong> Choosing between routing sources</li><li><strong>B.</strong> Setting switch speed</li><li><strong>C.</strong> Assigning VLAN numbers</li><li><strong>D.</strong> Encrypting packets</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Administrative distance ranks route sources when multiple protocols advertise the same destination.</p> </details> </article> <article class="card" data-week="18" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 18 • Tuesday • Card 3 • Routing</div> <h3>Q433. For a remote video monitoring site, which route type is automatically created when an interface has an IP address and is up?</h3> <ol class="options"><li><strong>A.</strong> Static</li><li><strong>B.</strong> Connected</li><li><strong>C.</strong> BGP</li><li><strong>D.</strong> Default</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Connected routes appear automatically for active interfaces with IP addressing.</p> </details> </article> <article class="card" data-week="18" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 18 • Tuesday • Card 4 • Routing</div> <h3>Q434. When separating CCTV from the corporate LAN, what does longest prefix match mean?</h3> <ol class="options"><li><strong>A.</strong> The route with the largest metric wins</li><li><strong>B.</strong> The most specific matching route is chosen</li><li><strong>C.</strong> The oldest route is chosen</li><li><strong>D.</strong> The default route always wins</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Routers choose the most specific route that matches the destination IP.</p> </details> </article> <article class="card" data-week="18" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 18 • Tuesday • Card 5 • Routing</div> <h3>Q435. During network cutover testing, which command commonly displays the IPv4 routing table on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show ip route</li><li><strong>B.</strong> show vlan</li><li><strong>C.</strong> show mac address-table</li><li><strong>D.</strong> show power inline</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show ip route displays learned and configured IPv4 routes.</p> </details> </article> <article class="card" data-week="18" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 18 • Wednesday • Card 1 • Routing</div> <h3>Q436. For a recorder-to-camera traffic path, which protocol is an interior gateway protocol?</h3> <ol class="options"><li><strong>A.</strong> OSPF</li><li><strong>B.</strong> HTTP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>OSPF is an IGP used for dynamic routing inside an organization.</p> </details> </article> <article class="card" data-week="18" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 18 • Wednesday • Card 2 • Routing</div> <h3>Q437. For a Genetec camera VLAN deployment, what is a static route?</h3> <ol class="options"><li><strong>A.</strong> A manually configured route</li><li><strong>B.</strong> A DHCP lease</li><li><strong>C.</strong> A VLAN tag</li><li><strong>D.</strong> A DNS alias</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Static routes are manually entered and do not dynamically adapt unless tracking is configured.</p> </details> </article> <article class="card" data-week="18" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 18 • Wednesday • Card 3 • Routing</div> <h3>Q438. While troubleshooting a Security Center client connection, what is a next-hop IP address?</h3> <ol class="options"><li><strong>A.</strong> The destination host</li><li><strong>B.</strong> The neighboring router to forward traffic to</li><li><strong>C.</strong> The DNS server</li><li><strong>D.</strong> The DHCP server</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>The next hop is the router address used to reach a destination network.</p> </details> </article> <article class="card" data-week="18" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 18 • Wednesday • Card 4 • Routing</div> <h3>Q439. During a jail CCTV network audit, what is route summarization?</h3> <ol class="options"><li><strong>A.</strong> Combining multiple networks into a shorter prefix</li><li><strong>B.</strong> Encrypting routes</li><li><strong>C.</strong> Removing VLAN tags</li><li><strong>D.</strong> Converting IPv4 to IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Summarization advertises multiple contiguous networks as one route to reduce table size.</p> </details> </article> <article class="card" data-week="18" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 18 • Wednesday • Card 5 • Routing</div> <h3>Q440. For an access control panel network, why is asymmetric routing sometimes a problem for security systems?</h3> <ol class="options"><li><strong>A.</strong> It changes camera resolution</li><li><strong>B.</strong> Firewalls may see only one side of a session</li><li><strong>C.</strong> It disables PoE</li><li><strong>D.</strong> It prevents ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Stateful firewalls may drop traffic if return traffic follows a different path and session state is not seen.</p> </details> </article> <article class="card" data-week="18" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Thursday • Card 1 • Wireless and RF basics</div> <h3>Q441. When reviewing a county security electronics network, which Wi-Fi band generally has better wall penetration?</h3> <ol class="options"><li><strong>A.</strong> 2.4 GHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> 6 GHz</li><li><strong>D.</strong> 60 GHz</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>2.4 GHz usually penetrates walls better, but has more interference and fewer non-overlapping channels.</p> </details> </article> <article class="card" data-week="18" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Thursday • Card 2 • Wireless and RF basics</div> <h3>Q442. During commissioning of Axis cameras into Genetec, which Wi-Fi band usually offers more channels and higher throughput than 2.4 GHz?</h3> <ol class="options"><li><strong>A.</strong> 900 MHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> AM radio</li><li><strong>D.</strong> Bluetooth only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>5 GHz usually has more available channels and higher throughput, but shorter range.</p> </details> </article> <article class="card" data-week="18" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Thursday • Card 3 • Wireless and RF basics</div> <h3>Q443. For a remote video monitoring site, what is SSID?</h3> <ol class="options"><li><strong>A.</strong> A wireless network name</li><li><strong>B.</strong> A routing protocol</li><li><strong>C.</strong> A PoE class</li><li><strong>D.</strong> A firewall action</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SSID is the advertised or configured wireless network name.</p> </details> </article> <article class="card" data-week="18" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Thursday • Card 4 • Wireless and RF basics</div> <h3>Q444. When separating CCTV from the corporate LAN, which security mode is stronger than WPA2-Personal when available?</h3> <ol class="options"><li><strong>A.</strong> WEP</li><li><strong>B.</strong> Open</li><li><strong>C.</strong> WPA3</li><li><strong>D.</strong> TKIP only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>WPA3 improves authentication and cryptographic protections over older modes.</p> </details> </article> <article class="card" data-week="18" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Thursday • Card 5 • Wireless and RF basics</div> <h3>Q445. During network cutover testing, what is roaming in Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Moving a client between access points</li><li><strong>B.</strong> Changing IP subnets manually</li><li><strong>C.</strong> Replacing antennas</li><li><strong>D.</strong> Turning off encryption</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Roaming occurs when a wireless client moves between APs while maintaining connectivity.</p> </details> </article> <article class="card" data-week="18" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Friday • Card 1 • Wireless and RF basics</div> <h3>Q446. For a recorder-to-camera traffic path, what does RSSI indicate?</h3> <ol class="options"><li><strong>A.</strong> Received signal strength</li><li><strong>B.</strong> Routing table size</li><li><strong>C.</strong> Camera frame rate</li><li><strong>D.</strong> Switch buffer size</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RSSI is a measure of received signal strength.</p> </details> </article> <article class="card" data-week="18" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Friday • Card 2 • Wireless and RF basics</div> <h3>Q447. For a Genetec camera VLAN deployment, why are wireless cameras often avoided for critical CCTV?</h3> <ol class="options"><li><strong>A.</strong> They cannot use IP</li><li><strong>B.</strong> Wireless links may be less predictable than wired links</li><li><strong>C.</strong> They cannot use DNS</li><li><strong>D.</strong> They require IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Wireless is vulnerable to interference, capacity limits, and RF design issues.</p> </details> </article> <article class="card" data-week="18" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Friday • Card 3 • Wireless and RF basics</div> <h3>Q448. While troubleshooting a Security Center client connection, which issue is caused by too many APs on the same channel?</h3> <ol class="options"><li><strong>A.</strong> Co-channel interference</li><li><strong>B.</strong> DNS recursion</li><li><strong>C.</strong> DHCP starvation only</li><li><strong>D.</strong> NTP drift</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Co-channel interference occurs when too many devices contend on the same channel.</p> </details> </article> <article class="card" data-week="18" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Friday • Card 4 • Wireless and RF basics</div> <h3>Q449. During a jail CCTV network audit, what does a captive portal typically provide?</h3> <ol class="options"><li><strong>A.</strong> Web-based authentication or acceptance</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> OSPF adjacency</li><li><strong>D.</strong> Camera lens focus</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Captive portals intercept web traffic for login or terms acceptance.</p> </details> </article> <article class="card" data-week="18" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Friday • Card 5 • Wireless and RF basics</div> <h3>Q450. For an access control panel network, which design best supports mobile Genetec client devices over Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Strong coverage, capacity planning, and secure authentication</li><li><strong>B.</strong> One AP at maximum power</li><li><strong>C.</strong> Open Wi-Fi only</li><li><strong>D.</strong> Disable roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Mobile video clients need reliable coverage, adequate capacity, secure authentication, and controlled roaming.</p> </details> </article> <article class="card" data-week="19" data-day="Monday" data-topic="IP services"> <div class="meta">Week 19 • Monday • Card 1 • IP services</div> <h3>Q451. When reviewing a county security electronics network, which protocol dynamically assigns IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DHCP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> SNMP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DHCP leases IP configuration such as address, mask, gateway, and DNS.</p> </details> </article> <article class="card" data-week="19" data-day="Monday" data-topic="IP services"> <div class="meta">Week 19 • Monday • Card 2 • IP services</div> <h3>Q452. During commissioning of Axis cameras into Genetec, which DHCP message does a client send first?</h3> <ol class="options"><li><strong>A.</strong> DISCOVER</li><li><strong>B.</strong> OFFER</li><li><strong>C.</strong> REQUEST</li><li><strong>D.</strong> ACK</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A DHCP client starts by broadcasting DHCPDISCOVER.</p> </details> </article> <article class="card" data-week="19" data-day="Monday" data-topic="IP services"> <div class="meta">Week 19 • Monday • Card 3 • IP services</div> <h3>Q453. For a remote video monitoring site, what is the purpose of DHCP reservation?</h3> <ol class="options"><li><strong>A.</strong> Assigning a consistent IP to a known MAC address</li><li><strong>B.</strong> Encrypting DHCP</li><li><strong>C.</strong> Creating VLANs</li><li><strong>D.</strong> Blocking DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Reservations help keep devices such as cameras or servers at predictable addresses.</p> </details> </article> <article class="card" data-week="19" data-day="Monday" data-topic="IP services"> <div class="meta">Week 19 • Monday • Card 4 • IP services</div> <h3>Q454. When separating CCTV from the corporate LAN, which service synchronizes time across network devices?</h3> <ol class="options"><li><strong>A.</strong> NTP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> FTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>NTP synchronizes clocks, which is critical for video evidence timelines and logs.</p> </details> </article> <article class="card" data-week="19" data-day="Monday" data-topic="IP services"> <div class="meta">Week 19 • Monday • Card 5 • IP services</div> <h3>Q455. During network cutover testing, which protocol is commonly used for device monitoring?</h3> <ol class="options"><li><strong>A.</strong> SNMP</li><li><strong>B.</strong> SMTP</li><li><strong>C.</strong> RDP</li><li><strong>D.</strong> RTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SNMP can monitor device status, interfaces, and alerts.</p> </details> </article> <article class="card" data-week="19" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 19 • Tuesday • Card 1 • IP services</div> <h3>Q456. For a recorder-to-camera traffic path, what does Syslog provide?</h3> <ol class="options"><li><strong>A.</strong> Centralized log messages</li><li><strong>B.</strong> IP address assignment</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Power delivery</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Syslog sends event messages to a centralized logging system.</p> </details> </article> <article class="card" data-week="19" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 19 • Tuesday • Card 2 • IP services</div> <h3>Q457. For a Genetec camera VLAN deployment, which protocol securely administers network devices by CLI?</h3> <ol class="options"><li><strong>A.</strong> Telnet</li><li><strong>B.</strong> SSH</li><li><strong>C.</strong> TFTP</li><li><strong>D.</strong> HTTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>SSH encrypts remote CLI access. Telnet is unencrypted.</p> </details> </article> <article class="card" data-week="19" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 19 • Tuesday • Card 3 • IP services</div> <h3>Q458. While troubleshooting a Security Center client connection, which protocol is commonly used to transfer configuration files but is not secure?</h3> <ol class="options"><li><strong>A.</strong> TFTP</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> SSH</li><li><strong>D.</strong> SCP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>TFTP is simple and unencrypted.</p> </details> </article> <article class="card" data-week="19" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 19 • Tuesday • Card 4 • IP services</div> <h3>Q459. During a jail CCTV network audit, what is DNS A record used for?</h3> <ol class="options"><li><strong>A.</strong> Mapping a hostname to IPv4</li><li><strong>B.</strong> Mapping IP to MAC</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Setting PoE class</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An A record maps a hostname to an IPv4 address.</p> </details> </article> <article class="card" data-week="19" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 19 • Tuesday • Card 5 • IP services</div> <h3>Q460. For an access control panel network, why is accurate NTP important for Genetec systems?</h3> <ol class="options"><li><strong>A.</strong> It improves lens zoom</li><li><strong>B.</strong> It keeps video, access events, and audit logs aligned</li><li><strong>C.</strong> It increases PoE wattage</li><li><strong>D.</strong> It prevents all packet loss</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Accurate time keeps camera video, access control events, and audit logs correlated.</p> </details> </article> <article class="card" data-week="19" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Wednesday • Card 1 • Security fundamentals</div> <h3>Q461. When reviewing a county security electronics network, what does AAA stand for?</h3> <ol class="options"><li><strong>A.</strong> Authentication, Authorization, Accounting</li><li><strong>B.</strong> Access, Allow, Audit</li><li><strong>C.</strong> Address, ARP, ACL</li><li><strong>D.</strong> Analyze, Alert, Archive</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>AAA identifies users, determines permissions, and records activity.</p> </details> </article> <article class="card" data-week="19" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Wednesday • Card 2 • Security fundamentals</div> <h3>Q462. During commissioning of Axis cameras into Genetec, which protocol provides centralized AAA for network devices?</h3> <ol class="options"><li><strong>A.</strong> RADIUS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RADIUS is commonly used for centralized authentication and authorization.</p> </details> </article> <article class="card" data-week="19" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Wednesday • Card 3 • Security fundamentals</div> <h3>Q463. For a remote video monitoring site, what is the purpose of an ACL?</h3> <ol class="options"><li><strong>A.</strong> Filter traffic based on rules</li><li><strong>B.</strong> Assign DHCP leases</li><li><strong>C.</strong> Increase PoE</li><li><strong>D.</strong> Store video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Access control lists permit or deny traffic based on criteria such as IPs, ports, and protocols.</p> </details> </article> <article class="card" data-week="19" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Wednesday • Card 4 • Security fundamentals</div> <h3>Q464. When separating CCTV from the corporate LAN, which management method is least secure?</h3> <ol class="options"><li><strong>A.</strong> SSH</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> Telnet</li><li><strong>D.</strong> SNMPv3</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Telnet sends credentials and traffic in clear text.</p> </details> </article> <article class="card" data-week="19" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Wednesday • Card 5 • Security fundamentals</div> <h3>Q465. During network cutover testing, which SNMP version supports authentication and encryption?</h3> <ol class="options"><li><strong>A.</strong> SNMPv1</li><li><strong>B.</strong> SNMPv2c</li><li><strong>C.</strong> SNMPv3</li><li><strong>D.</strong> All versions equally</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>SNMPv3 supports stronger authentication and privacy features.</p> </details> </article> <article class="card" data-week="19" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Thursday • Card 1 • Security fundamentals</div> <h3>Q466. For a recorder-to-camera traffic path, what is 802.1X used for?</h3> <ol class="options"><li><strong>A.</strong> Port-based network access control</li><li><strong>B.</strong> DNS forwarding</li><li><strong>C.</strong> Static routing</li><li><strong>D.</strong> PoE measurement</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>802.1X authenticates devices or users before granting network access.</p> </details> </article> <article class="card" data-week="19" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Thursday • Card 2 • Security fundamentals</div> <h3>Q467. For a Genetec camera VLAN deployment, what is a firewall zone?</h3> <ol class="options"><li><strong>A.</strong> A logical security area with policy controls</li><li><strong>B.</strong> A switch backplane</li><li><strong>C.</strong> A DHCP scope</li><li><strong>D.</strong> A Wi-Fi antenna pattern</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Zones group interfaces or networks so policies can control traffic between them.</p> </details> </article> <article class="card" data-week="19" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Thursday • Card 3 • Security fundamentals</div> <h3>Q468. While troubleshooting a Security Center client connection, why should camera default passwords be changed?</h3> <ol class="options"><li><strong>A.</strong> To improve image quality</li><li><strong>B.</strong> To prevent unauthorized access</li><li><strong>C.</strong> To increase FPS</li><li><strong>D.</strong> To enable ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Default credentials are widely known and create serious security risk.</p> </details> </article> <article class="card" data-week="19" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Thursday • Card 4 • Security fundamentals</div> <h3>Q469. During a jail CCTV network audit, what is least privilege?</h3> <ol class="options"><li><strong>A.</strong> Giving only the permissions required</li><li><strong>B.</strong> Giving all users admin rights</li><li><strong>C.</strong> Disabling all logging</li><li><strong>D.</strong> Using only one password</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Least privilege reduces risk by limiting access to required functions only.</p> </details> </article> <article class="card" data-week="19" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Thursday • Card 5 • Security fundamentals</div> <h3>Q470. For an access control panel network, why segment access control panels from general user PCs?</h3> <ol class="options"><li><strong>A.</strong> To reduce security exposure and limit lateral movement</li><li><strong>B.</strong> To increase monitor resolution</li><li><strong>C.</strong> To eliminate DHCP</li><li><strong>D.</strong> To disable routing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Segmentation helps protect physical security systems from compromise on less trusted networks.</p> </details> </article> <article class="card" data-week="19" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 19 • Friday • Card 1 • NAT and WAN</div> <h3>Q471. When reviewing a county security electronics network, what does NAT do?</h3> <ol class="options"><li><strong>A.</strong> Translates IP addresses</li><li><strong>B.</strong> Encrypts wireless</li><li><strong>C.</strong> Assigns VLANs</li><li><strong>D.</strong> Learns MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Network Address Translation changes source or destination IP information.</p> </details> </article> <article class="card" data-week="19" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 19 • Friday • Card 2 • NAT and WAN</div> <h3>Q472. During commissioning of Axis cameras into Genetec, what is PAT also called?</h3> <ol class="options"><li><strong>A.</strong> NAT overload</li><li><strong>B.</strong> Static routing</li><li><strong>C.</strong> DNS relay</li><li><strong>D.</strong> ARP proxy</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>PAT maps many internal hosts to one public IP using port numbers.</p> </details> </article> <article class="card" data-week="19" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 19 • Friday • Card 3 • NAT and WAN</div> <h3>Q473. For a remote video monitoring site, which private address is commonly translated before Internet access?</h3> <ol class="options"><li><strong>A.</strong> 10.1.1.10</li><li><strong>B.</strong> 8.8.8.8</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 203.0.113.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>10.0.0.0/8 is private and typically translated for Internet access.</p> </details> </article> <article class="card" data-week="19" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 19 • Friday • Card 4 • NAT and WAN</div> <h3>Q474. When separating CCTV from the corporate LAN, what is a site-to-site VPN commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Securely connecting two networks</li><li><strong>B.</strong> Powering cameras</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Replacing DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A site-to-site VPN securely connects networks across an untrusted transport.</p> </details> </article> <article class="card" data-week="19" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 19 • Friday • Card 5 • NAT and WAN</div> <h3>Q475. During network cutover testing, which protocol helps verify reachability across WAN links?</h3> <ol class="options"><li><strong>A.</strong> ICMP</li><li><strong>B.</strong> PoE</li><li><strong>C.</strong> LLDP</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>ICMP echo requests/replies are commonly used with ping.</p> </details> </article> <article class="card" data-week="20" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 20 • Monday • Card 1 • NAT and WAN</div> <h3>Q476. For a recorder-to-camera traffic path, what is split tunneling?</h3> <ol class="options"><li><strong>A.</strong> Sending some traffic through VPN and some directly</li><li><strong>B.</strong> Dividing a VLAN tag</li><li><strong>C.</strong> Splitting fiber strands</li><li><strong>D.</strong> Using two DHCP servers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Split tunneling routes selected traffic through a VPN while other traffic goes directly.</p> </details> </article> <article class="card" data-week="20" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 20 • Monday • Card 2 • NAT and WAN</div> <h3>Q477. For a Genetec camera VLAN deployment, why avoid exposing camera web interfaces directly to the Internet?</h3> <ol class="options"><li><strong>A.</strong> It increases attack surface</li><li><strong>B.</strong> It disables DNS</li><li><strong>C.</strong> It prevents recording</li><li><strong>D.</strong> It changes MTU</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Direct exposure increases risk from credential attacks and vulnerabilities.</p> </details> </article> <article class="card" data-week="20" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 20 • Monday • Card 3 • NAT and WAN</div> <h3>Q478. While troubleshooting a Security Center client connection, what is port forwarding?</h3> <ol class="options"><li><strong>A.</strong> Mapping an external port to an internal host/service</li><li><strong>B.</strong> Creating a VLAN</li><li><strong>C.</strong> Blocking ARP</li><li><strong>D.</strong> Learning MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port forwarding directs traffic received on a public IP/port to an internal IP/port.</p> </details> </article> <article class="card" data-week="20" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 20 • Monday • Card 4 • NAT and WAN</div> <h3>Q479. During a jail CCTV network audit, which WAN issue most affects live video smoothness?</h3> <ol class="options"><li><strong>A.</strong> Latency, jitter, and packet loss</li><li><strong>B.</strong> Hostnames only</li><li><strong>C.</strong> Keyboard layout</li><li><strong>D.</strong> Cable color</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Video performance is affected by latency, jitter, packet loss, and available bandwidth.</p> </details> </article> <article class="card" data-week="20" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 20 • Monday • Card 5 • NAT and WAN</div> <h3>Q480. For an access control panel network, what is QoS used for over constrained WAN links?</h3> <ol class="options"><li><strong>A.</strong> Prioritizing important traffic</li><li><strong>B.</strong> Creating IP addresses</li><li><strong>C.</strong> Replacing firewalls</li><li><strong>D.</strong> Changing camera lens angle</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>QoS classifies and prioritizes traffic when bandwidth is limited.</p> </details> </article> <article class="card" data-week="20" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Tuesday • Card 1 • QoS and multicast video</div> <h3>Q481. When reviewing a county security electronics network, what is multicast designed for?</h3> <ol class="options"><li><strong>A.</strong> One-to-many efficient traffic delivery</li><li><strong>B.</strong> Only one-to-one delivery</li><li><strong>C.</strong> Encrypting packets</li><li><strong>D.</strong> Assigning DHCP addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast efficiently sends one stream to multiple receivers.</p> </details> </article> <article class="card" data-week="20" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Tuesday • Card 2 • QoS and multicast video</div> <h3>Q482. During commissioning of Axis cameras into Genetec, which protocol lets hosts join IPv4 multicast groups?</h3> <ol class="options"><li><strong>A.</strong> IGMP</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DNS</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP is used by hosts and switches/routers for IPv4 multicast group membership.</p> </details> </article> <article class="card" data-week="20" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Tuesday • Card 3 • QoS and multicast video</div> <h3>Q483. For a remote video monitoring site, what does IGMP snooping do on a switch?</h3> <ol class="options"><li><strong>A.</strong> Limits multicast flooding by tracking group membership</li><li><strong>B.</strong> Encrypts multicast</li><li><strong>C.</strong> Assigns multicast IPs</li><li><strong>D.</strong> Blocks all video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping helps switches forward multicast only to interested ports.</p> </details> </article> <article class="card" data-week="20" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Tuesday • Card 4 • QoS and multicast video</div> <h3>Q484. When separating CCTV from the corporate LAN, which IPv4 range is multicast?</h3> <ol class="options"><li><strong>A.</strong> 224.0.0.0/4</li><li><strong>B.</strong> 10.0.0.0/8</li><li><strong>C.</strong> 172.16.0.0/12</li><li><strong>D.</strong> 192.168.0.0/16</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IPv4 multicast uses 224.0.0.0 through 239.255.255.255.</p> </details> </article> <article class="card" data-week="20" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Tuesday • Card 5 • QoS and multicast video</div> <h3>Q485. During network cutover testing, what does QoS classification do?</h3> <ol class="options"><li><strong>A.</strong> Identifies traffic for policy treatment</li><li><strong>B.</strong> Creates a subnet</li><li><strong>C.</strong> Changes MAC addresses</li><li><strong>D.</strong> Erases logs</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Classification identifies traffic types so QoS policies can mark, queue, or police them.</p> </details> </article> <article class="card" data-week="20" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Wednesday • Card 1 • QoS and multicast video</div> <h3>Q486. For a recorder-to-camera traffic path, what is DSCP?</h3> <ol class="options"><li><strong>A.</strong> A Layer 3 QoS marking field</li><li><strong>B.</strong> A switch port mode</li><li><strong>C.</strong> A wireless SSID</li><li><strong>D.</strong> A DHCP option</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DSCP marks packets for differentiated QoS treatment.</p> </details> </article> <article class="card" data-week="20" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Wednesday • Card 2 • QoS and multicast video</div> <h3>Q487. For a Genetec camera VLAN deployment, why can video surveillance traffic need QoS?</h3> <ol class="options"><li><strong>A.</strong> Video can be bandwidth-intensive and delay-sensitive</li><li><strong>B.</strong> Video cannot use IP</li><li><strong>C.</strong> Video disables VLANs</li><li><strong>D.</strong> Video requires Telnet</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Live viewing and control traffic may need priority when links are congested.</p> </details> </article> <article class="card" data-week="20" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Wednesday • Card 3 • QoS and multicast video</div> <h3>Q488. While troubleshooting a Security Center client connection, what is jitter?</h3> <ol class="options"><li><strong>A.</strong> Variation in packet delay</li><li><strong>B.</strong> Static IP assignment</li><li><strong>C.</strong> MAC address aging</li><li><strong>D.</strong> A VLAN mismatch</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Jitter is inconsistent packet delay, which can affect real-time video and audio.</p> </details> </article> <article class="card" data-week="20" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Wednesday • Card 4 • QoS and multicast video</div> <h3>Q489. During a jail CCTV network audit, what should be enabled to prevent multicast flooding in a camera VLAN?</h3> <ol class="options"><li><strong>A.</strong> IGMP snooping</li><li><strong>B.</strong> Telnet</li><li><strong>C.</strong> PortFast disablement</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping reduces unnecessary multicast flooding within a VLAN.</p> </details> </article> <article class="card" data-week="20" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Wednesday • Card 5 • QoS and multicast video</div> <h3>Q490. For an access control panel network, which traffic is often best kept unicast unless multicast is designed properly?</h3> <ol class="options"><li><strong>A.</strong> Camera video streams</li><li><strong>B.</strong> NTP queries</li><li><strong>C.</strong> ARP replies</li><li><strong>D.</strong> DHCP offers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast video needs proper IGMP and routing design. Without it, unicast is often simpler and safer.</p> </details> </article> <article class="card" data-week="20" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Thursday • Card 1 • Automation and programmability</div> <h3>Q491. When reviewing a county security electronics network, which data format is commonly used by REST APIs?</h3> <ol class="options"><li><strong>A.</strong> JSON</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>JSON is widely used to exchange structured data in REST APIs.</p> </details> </article> <article class="card" data-week="20" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Thursday • Card 2 • Automation and programmability</div> <h3>Q492. During commissioning of Axis cameras into Genetec, what does REST commonly use as its transport/application protocol?</h3> <ol class="options"><li><strong>A.</strong> HTTP/HTTPS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP only</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RESTful APIs commonly use HTTP or HTTPS methods.</p> </details> </article> <article class="card" data-week="20" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Thursday • Card 3 • Automation and programmability</div> <h3>Q493. For a remote video monitoring site, which HTTP method is commonly used to retrieve information?</h3> <ol class="options"><li><strong>A.</strong> GET</li><li><strong>B.</strong> POST</li><li><strong>C.</strong> PUT</li><li><strong>D.</strong> DELETE</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>GET retrieves a resource without changing it.</p> </details> </article> <article class="card" data-week="20" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Thursday • Card 4 • Automation and programmability</div> <h3>Q494. When separating CCTV from the corporate LAN, which HTTP method is commonly used to create a new object?</h3> <ol class="options"><li><strong>A.</strong> POST</li><li><strong>B.</strong> GET</li><li><strong>C.</strong> PING</li><li><strong>D.</strong> TRACEPATH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>POST is commonly used to submit data or create resources.</p> </details> </article> <article class="card" data-week="20" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Thursday • Card 5 • Automation and programmability</div> <h3>Q495. During network cutover testing, what is an API token used for?</h3> <ol class="options"><li><strong>A.</strong> Authentication/authorization to an API</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Fiber splicing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>API tokens are used to authenticate and authorize API requests.</p> </details> </article> <article class="card" data-week="20" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Friday • Card 1 • Automation and programmability</div> <h3>Q496. For a recorder-to-camera traffic path, which tool is often used for API testing from a workstation?</h3> <ol class="options"><li><strong>A.</strong> Postman</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> DHCP relay</li><li><strong>D.</strong> LLDP-MED</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Postman is commonly used for testing REST APIs.</p> </details> </article> <article class="card" data-week="20" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Friday • Card 2 • Automation and programmability</div> <h3>Q497. For a Genetec camera VLAN deployment, what is idempotency?</h3> <ol class="options"><li><strong>A.</strong> Repeating an operation gives the same result</li><li><strong>B.</strong> Traffic is encrypted</li><li><strong>C.</strong> A port is trunking</li><li><strong>D.</strong> A camera is recording</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An idempotent operation can be repeated without changing the result beyond the first application.</p> </details> </article> <article class="card" data-week="20" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Friday • Card 3 • Automation and programmability</div> <h3>Q498. While troubleshooting a Security Center client connection, why is network automation useful for security systems?</h3> <ol class="options"><li><strong>A.</strong> It reduces repetitive configuration errors</li><li><strong>B.</strong> It removes need for IP addresses</li><li><strong>C.</strong> It prevents all outages</li><li><strong>D.</strong> It replaces physical cabling</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Automation improves consistency, speeds changes, and reduces manual mistakes.</p> </details> </article> <article class="card" data-week="20" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Friday • Card 4 • Automation and programmability</div> <h3>Q499. During a jail CCTV network audit, which file format is commonly used for network automation variables?</h3> <ol class="options"><li><strong>A.</strong> YAML</li><li><strong>B.</strong> JPEG</li><li><strong>C.</strong> MP3</li><li><strong>D.</strong> BMP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>YAML is frequently used for human-readable configuration data.</p> </details> </article> <article class="card" data-week="20" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Friday • Card 5 • Automation and programmability</div> <h3>Q500. For an access control panel network, what is Git used for?</h3> <ol class="options"><li><strong>A.</strong> Version control</li><li><strong>B.</strong> Packet switching</li><li><strong>C.</strong> PoE delivery</li><li><strong>D.</strong> Wireless roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Git tracks changes to files such as scripts, templates, and configurations.</p> </details> </article> </section> </main> <script> const weekFilter = document.getElementById('weekFilter'); const dayFilter = document.getElementById('dayFilter'); const topicFilter = document.getElementById('topicFilter'); const searchBox = document.getElementById('searchBox'); const cards = Array.from(document.querySelectorAll('.card')); function applyFilters() { const w = weekFilter.value; const d = dayFilter.value; const t = topicFilter.value; const s = searchBox.value.toLowerCase(); cards.forEach(card => { const okWeek = !w || card.dataset.week === w; const okDay = !d || card.dataset.day === d; const okTopic = !t || card.dataset.topic === t; const okSearch = !s || card.innerText.toLowerCase().includes(s); card.style.display = (okWeek && okDay && okTopic && okSearch) ? '' : 'none'; }); } function resetFilters() { weekFilter.value = ''; dayFilter.value = ''; topicFilter.value = ''; searchBox.value = ''; applyFilters(); } [weekFilter, dayFilter, topicFilter, searchBox].forEach(el => el.addEventListener('input', applyFilters)); </script> </body> </html>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-40263278662123764602026-07-05T19:22:21.973-07:002026-07-05T19:22:21.975-07:00<!doctype html> <html lang="en"> <head> <meta charset="utf-8"> <title>CCNA Practice Flashcards for Genetec Engineers — 500 Questions</title> <meta name="viewport" content="width=device-width, initial-scale=1"> <style> :root { --bg: #f6f8fb; --card: #ffffff; --ink: #1e293b; --muted: #64748b; --accent: #2563eb; --line: #dbe3ef; } * { box-sizing: border-box; } body { margin: 0; font-family: Arial, Helvetica, sans-serif; color: var(--ink); background: var(--bg); line-height: 1.45; } header { background: linear-gradient(135deg, #0f172a, #1e3a8a); color: white; padding: 32px 22px; } header h1 { margin: 0 0 10px; font-size: 2rem; } header p { max-width: 980px; margin: 8px 0; } main { max-width: 1100px; margin: 0 auto; padding: 20px; } .notice, .controls, .schedule { background: var(--card); border: 1px solid var(--line); border-radius: 14px; padding: 16px; margin: 16px 0; box-shadow: 0 2px 8px rgba(15,23,42,.04); } .controls { position: sticky; top: 0; z-index: 5; } label { display: inline-block; margin: 6px 12px 6px 0; } select, input { padding: 8px; border: 1px solid var(--line); border-radius: 8px; } .card { background: var(--card); border: 1px solid var(--line); border-radius: 14px; padding: 18px; margin: 14px 0; box-shadow: 0 2px 8px rgba(15,23,42,.05); } .meta { color: var(--muted); font-size: .9rem; margin-bottom: 8px; } .card h3 { margin: 6px 0 10px; } .options { margin-top: 8px; } .options li { margin: 7px 0; } summary { cursor: pointer; color: var(--accent); font-weight: bold; margin-top: 10px; } .badge { display: inline-block; padding: 3px 8px; background: #e0ecff; color: #1e40af; border-radius: 999px; font-size: .84rem; margin: 2px; } table { border-collapse: collapse; width: 100%; font-size: .95rem; } td, th { border: 1px solid var(--line); padding: 8px; text-align: left; } th { background: #eef4ff; } @media print { .controls { display: none; } body { background: white; } .card { break-inside: avoid; box-shadow: none; } } </style> </head> <body> <header> <h1>CCNA Practice Flashcards for Genetec Engineers</h1> <p><strong>500 multiple-choice questions</strong> with answers and explanations, tailored for CCTV, Genetec Security Center, access control, camera VLANs, routing, QoS, multicast, and secure network operations.</p> <p>Study format: 5 flashcards per weekday. At 5 per day, 500 cards equals 100 study days, or about 20 weeks. For a strict three-month pace, complete about 8 cards per weekday.</p> </header> <main> <section class="notice"> <h2>How to use this guide</h2> <p>Answer each question first, then open “Show answer and explanation.” Use the filters to focus by week, day, or topic. Print to PDF from your browser if you want an offline copy.</p> <p> <span class="badge">Networking fundamentals</span> <span class="badge">Subnetting and addressing</span> <span class="badge">Switching and VLANs</span> <span class="badge">Routing</span> <span class="badge">Wireless and RF basics</span> <span class="badge">IP services</span> <span class="badge">Security fundamentals</span> <span class="badge">NAT and WAN</span> <span class="badge">QoS and multicast video</span> <span class="badge">Automation and programmability</span> </p> </section> <section class="schedule"> <h2>Study Schedule</h2> <table> <tr><th>Plan</th><th>Pace</th><th>Completion</th></tr> <tr><td>Standard flashcard plan</td><td>5 cards/day, 5 days/week</td><td>20 weeks / 100 weekdays</td></tr> <tr><td>Three-month accelerated plan</td><td>8–9 cards/day, 5 days/week</td><td>About 12–13 weeks</td></tr> </table> </section> <section class="controls"> <label>Week: <select id="weekFilter"> <option value="">All</option> <option value="1">Week 1</option><option value="2">Week 2</option><option value="3">Week 3</option><option value="4">Week 4</option><option value="5">Week 5</option><option value="6">Week 6</option><option value="7">Week 7</option><option value="8">Week 8</option><option value="9">Week 9</option><option value="10">Week 10</option><option value="11">Week 11</option><option value="12">Week 12</option><option value="13">Week 13</option><option value="14">Week 14</option><option value="15">Week 15</option><option value="16">Week 16</option><option value="17">Week 17</option><option value="18">Week 18</option><option value="19">Week 19</option><option value="20">Week 20</option> </select> </label> <label>Day: <select id="dayFilter"> <option value="">All</option> <option value="Monday">Monday</option><option value="Tuesday">Tuesday</option><option value="Wednesday">Wednesday</option><option value="Thursday">Thursday</option><option value="Friday">Friday</option> </select> </label> <label>Topic: <select id="topicFilter"> <option value="">All</option> <option value="Networking fundamentals">Networking fundamentals</option><option value="Subnetting and addressing">Subnetting and addressing</option><option value="Switching and VLANs">Switching and VLANs</option><option value="Routing">Routing</option><option value="Wireless and RF basics">Wireless and RF basics</option><option value="IP services">IP services</option><option value="Security fundamentals">Security fundamentals</option><option value="NAT and WAN">NAT and WAN</option><option value="QoS and multicast video">QoS and multicast video</option><option value="Automation and programmability">Automation and programmability</option> </select> </label> <label>Search: <input id="searchBox" placeholder="camera, VLAN, OSPF, QoS..." /> </label> <button onclick="resetFilters()">Reset</button> </section> <section id="cards"> <article class="card" data-week="1" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Monday • Card 1 • Networking fundamentals</div> <h3>Q1. Which OSI layer is responsible for logical IP addressing?</h3> <ol class="options"><li><strong>A.</strong> Layer 2</li><li><strong>B.</strong> Layer 3</li><li><strong>C.</strong> Layer 4</li><li><strong>D.</strong> Layer 7</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Layer 3, the Network layer, provides logical addressing and routing using IP. This is where video clients, cameras, and servers are routed between subnets.</p> </details> </article> <article class="card" data-week="1" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Monday • Card 2 • Networking fundamentals</div> <h3>Q2. Which device primarily separates broadcast domains?</h3> <ol class="options"><li><strong>A.</strong> Switch</li><li><strong>B.</strong> Hub</li><li><strong>C.</strong> Router</li><li><strong>D.</strong> Patch panel</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Routers and Layer 3 switches separate broadcast domains. This matters when separating camera VLANs, access control VLANs, and corporate LANs.</p> </details> </article> <article class="card" data-week="1" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Monday • Card 3 • Networking fundamentals</div> <h3>Q3. What is the purpose of a default gateway?</h3> <ol class="options"><li><strong>A.</strong> Encrypt traffic</li><li><strong>B.</strong> Forward traffic outside the local subnet</li><li><strong>C.</strong> Assign VLAN IDs</li><li><strong>D.</strong> Convert fiber to copper</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A host sends traffic to its default gateway when the destination is outside the local subnet.</p> </details> </article> <article class="card" data-week="1" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Monday • Card 4 • Networking fundamentals</div> <h3>Q4. Which protocol resolves an IPv4 address to a MAC address?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>ARP maps IPv4 addresses to MAC addresses on the local network.</p> </details> </article> <article class="card" data-week="1" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Monday • Card 5 • Networking fundamentals</div> <h3>Q5. Which value identifies a VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> DSCP</li><li><strong>B.</strong> VLAN ID</li><li><strong>C.</strong> MAC address</li><li><strong>D.</strong> TCP port</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>802.1Q inserts a VLAN tag that includes the VLAN ID.</p> </details> </article> <article class="card" data-week="1" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Tuesday • Card 1 • Networking fundamentals</div> <h3>Q6. What does MTU define?</h3> <ol class="options"><li><strong>A.</strong> Maximum frame count per second</li><li><strong>B.</strong> Maximum transmission unit size</li><li><strong>C.</strong> Minimum trunk utilization</li><li><strong>D.</strong> MAC table update time</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>MTU is the largest packet/frame payload size supported without fragmentation.</p> </details> </article> <article class="card" data-week="1" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Tuesday • Card 2 • Networking fundamentals</div> <h3>Q7. Which address is a private IPv4 address?</h3> <ol class="options"><li><strong>A.</strong> 8.8.8.8</li><li><strong>B.</strong> 172.16.5.10</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 224.0.0.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>172.16.0.0/12 is private IPv4 space.</p> </details> </article> <article class="card" data-week="1" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Tuesday • Card 3 • Networking fundamentals</div> <h3>Q8. Which address is link-local IPv4?</h3> <ol class="options"><li><strong>A.</strong> 169.254.10.20</li><li><strong>B.</strong> 10.10.10.20</li><li><strong>C.</strong> 192.168.1.20</li><li><strong>D.</strong> 172.20.1.20</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>169.254.0.0/16 is APIPA/link-local addressing used when DHCP fails.</p> </details> </article> <article class="card" data-week="1" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Tuesday • Card 4 • Networking fundamentals</div> <h3>Q9. Which protocol translates hostnames to IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> SNMP</li><li><strong>C.</strong> RTP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DNS resolves names such as servers or cloud services to IP addresses.</p> </details> </article> <article class="card" data-week="1" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 1 • Tuesday • Card 5 • Networking fundamentals</div> <h3>Q10. Which transport protocol is connection-oriented?</h3> <ol class="options"><li><strong>A.</strong> UDP</li><li><strong>B.</strong> TCP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>TCP uses sessions, acknowledgements, and retransmission.</p> </details> </article> <article class="card" data-week="1" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Wednesday • Card 1 • Subnetting and addressing</div> <h3>Q11. How many usable IPv4 host addresses are in a /24 subnet?</h3> <ol class="options"><li><strong>A.</strong> 254</li><li><strong>B.</strong> 255</li><li><strong>C.</strong> 256</li><li><strong>D.</strong> 510</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /24 has 256 total addresses; network and broadcast are not usable for hosts.</p> </details> </article> <article class="card" data-week="1" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Wednesday • Card 2 • Subnetting and addressing</div> <h3>Q12. What subnet mask matches /26?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.255.128</li><li><strong>C.</strong> 255.255.255.192</li><li><strong>D.</strong> 255.255.255.224</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>/26 equals 255.255.255.192 and provides 62 usable host addresses.</p> </details> </article> <article class="card" data-week="1" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Wednesday • Card 3 • Subnetting and addressing</div> <h3>Q13. Which subnet contains host 10.10.5.77/26?</h3> <ol class="options"><li><strong>A.</strong> 10.10.5.0/26</li><li><strong>B.</strong> 10.10.5.64/26</li><li><strong>C.</strong> 10.10.5.128/26</li><li><strong>D.</strong> 10.10.5.192/26</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/26 subnets increment by 64. Address .77 belongs to 10.10.5.64/26.</p> </details> </article> <article class="card" data-week="1" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Wednesday • Card 4 • Subnetting and addressing</div> <h3>Q14. What is the broadcast address for 192.168.20.32/27?</h3> <ol class="options"><li><strong>A.</strong> 192.168.20.31</li><li><strong>B.</strong> 192.168.20.63</li><li><strong>C.</strong> 192.168.20.64</li><li><strong>D.</strong> 192.168.20.95</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/27 increments by 32. The .32 subnet ends at .63.</p> </details> </article> <article class="card" data-week="1" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Wednesday • Card 5 • Subnetting and addressing</div> <h3>Q15. How many usable hosts are available in a /30?</h3> <ol class="options"><li><strong>A.</strong> 2</li><li><strong>B.</strong> 4</li><li><strong>C.</strong> 6</li><li><strong>D.</strong> 14</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /30 has four total addresses and two usable host addresses, common for point-to-point links.</p> </details> </article> <article class="card" data-week="1" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Thursday • Card 1 • Subnetting and addressing</div> <h3>Q16. Which prefix gives approximately 14 usable host addresses?</h3> <ol class="options"><li><strong>A.</strong> /28</li><li><strong>B.</strong> /27</li><li><strong>C.</strong> /26</li><li><strong>D.</strong> /25</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>/28 provides 16 total addresses and 14 usable host addresses.</p> </details> </article> <article class="card" data-week="1" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Thursday • Card 2 • Subnetting and addressing</div> <h3>Q17. What does CIDR notation /23 represent?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.254.0</li><li><strong>C.</strong> 255.255.252.0</li><li><strong>D.</strong> 255.255.248.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/23 corresponds to 255.255.254.0.</p> </details> </article> <article class="card" data-week="1" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Thursday • Card 3 • Subnetting and addressing</div> <h3>Q18. Which range is private IPv4?</h3> <ol class="options"><li><strong>A.</strong> 192.0.2.0/24</li><li><strong>B.</strong> 192.168.0.0/16</li><li><strong>C.</strong> 198.51.100.0/24</li><li><strong>D.</strong> 203.0.113.0/24</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>192.168.0.0/16 is private. The other ranges are documentation/test networks.</p> </details> </article> <article class="card" data-week="1" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Thursday • Card 4 • Subnetting and addressing</div> <h3>Q19. What is the network address of 172.20.14.199/24?</h3> <ol class="options"><li><strong>A.</strong> 172.20.14.0</li><li><strong>B.</strong> 172.20.14.199</li><li><strong>C.</strong> 172.20.14.255</li><li><strong>D.</strong> 172.20.0.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>With /24, the first three octets define the network.</p> </details> </article> <article class="card" data-week="1" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 1 • Thursday • Card 5 • Subnetting and addressing</div> <h3>Q20. Why should camera IP plans avoid overlapping subnets?</h3> <ol class="options"><li><strong>A.</strong> It disables PoE</li><li><strong>B.</strong> Routing becomes ambiguous</li><li><strong>C.</strong> DNS stops working</li><li><strong>D.</strong> NTP cannot synchronize</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Overlapping subnets can cause routing ambiguity and difficult troubleshooting between camera, server, and client networks.</p> </details> </article> <article class="card" data-week="1" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 1 • Friday • Card 1 • Switching and VLANs</div> <h3>Q21. Which switch port mode carries multiple VLANs?</h3> <ol class="options"><li><strong>A.</strong> Access</li><li><strong>B.</strong> Trunk</li><li><strong>C.</strong> Shutdown</li><li><strong>D.</strong> Loopback</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A trunk carries traffic for multiple VLANs using tagging, usually 802.1Q.</p> </details> </article> <article class="card" data-week="1" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 1 • Friday • Card 2 • Switching and VLANs</div> <h3>Q22. Which switch port mode should normally be used for a single IP camera?</h3> <ol class="options"><li><strong>A.</strong> Trunk</li><li><strong>B.</strong> Access</li><li><strong>C.</strong> Routed</li><li><strong>D.</strong> Monitor</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A single camera usually belongs to one VLAN, so an access port is appropriate.</p> </details> </article> <article class="card" data-week="1" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 1 • Friday • Card 3 • Switching and VLANs</div> <h3>Q23. What is the native VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> The VLAN carried untagged</li><li><strong>B.</strong> The voice VLAN only</li><li><strong>C.</strong> The management VLAN only</li><li><strong>D.</strong> The disabled VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>The native VLAN is sent untagged across an 802.1Q trunk.</p> </details> </article> <article class="card" data-week="1" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 1 • Friday • Card 4 • Switching and VLANs</div> <h3>Q24. What problem does STP help prevent?</h3> <ol class="options"><li><strong>A.</strong> IP address exhaustion</li><li><strong>B.</strong> Layer 2 loops</li><li><strong>C.</strong> DNS poisoning</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Spanning Tree Protocol blocks redundant paths to prevent Layer 2 loops.</p> </details> </article> <article class="card" data-week="1" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 1 • Friday • Card 5 • Switching and VLANs</div> <h3>Q25. What does a switch use to forward frames?</h3> <ol class="options"><li><strong>A.</strong> ARP table</li><li><strong>B.</strong> MAC address table</li><li><strong>C.</strong> Routing table</li><li><strong>D.</strong> DNS cache</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Switches forward frames based on destination MAC addresses learned in the MAC table.</p> </details> </article> <article class="card" data-week="2" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 2 • Monday • Card 1 • Switching and VLANs</div> <h3>Q26. Which command commonly verifies VLAN membership on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show vlan brief</li><li><strong>B.</strong> show ip route</li><li><strong>C.</strong> show clock</li><li><strong>D.</strong> show arp vrf</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show vlan brief displays VLANs and assigned access ports.</p> </details> </article> <article class="card" data-week="2" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 2 • Monday • Card 2 • Switching and VLANs</div> <h3>Q27. What happens when a switch receives an unknown unicast frame?</h3> <ol class="options"><li><strong>A.</strong> It drops it always</li><li><strong>B.</strong> It floods within the VLAN</li><li><strong>C.</strong> It sends it to the router only</li><li><strong>D.</strong> It converts it to multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Unknown unicast frames are flooded within the same VLAN.</p> </details> </article> <article class="card" data-week="2" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 2 • Monday • Card 3 • Switching and VLANs</div> <h3>Q28. Why place cameras in a dedicated VLAN?</h3> <ol class="options"><li><strong>A.</strong> To increase pixel resolution</li><li><strong>B.</strong> To reduce broadcast scope and improve security</li><li><strong>C.</strong> To remove the need for DNS</li><li><strong>D.</strong> To disable multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A camera VLAN limits broadcast traffic and improves segmentation and security.</p> </details> </article> <article class="card" data-week="2" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 2 • Monday • Card 4 • Switching and VLANs</div> <h3>Q29. What is port security commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Limiting MAC addresses on a switch port</li><li><strong>B.</strong> Encrypting routing updates</li><li><strong>C.</strong> Creating VLAN trunks</li><li><strong>D.</strong> Assigning IPv6 addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port security can restrict which MAC addresses are allowed on an access port.</p> </details> </article> <article class="card" data-week="2" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 2 • Monday • Card 5 • Switching and VLANs</div> <h3>Q30. What is a switched virtual interface, or SVI?</h3> <ol class="options"><li><strong>A.</strong> A logical Layer 3 interface for a VLAN</li><li><strong>B.</strong> A physical fiber port</li><li><strong>C.</strong> A DNS record</li><li><strong>D.</strong> A PoE injector</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An SVI provides Layer 3 gateway functionality for a VLAN on a multilayer switch.</p> </details> </article> <article class="card" data-week="2" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 2 • Tuesday • Card 1 • Routing</div> <h3>Q31. Which route is used when no more specific route matches?</h3> <ol class="options"><li><strong>A.</strong> Connected route</li><li><strong>B.</strong> Default route</li><li><strong>C.</strong> Host route</li><li><strong>D.</strong> Summary route</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A default route, often 0.0.0.0/0, is used when no better match exists.</p> </details> </article> <article class="card" data-week="2" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 2 • Tuesday • Card 2 • Routing</div> <h3>Q32. What is administrative distance used for?</h3> <ol class="options"><li><strong>A.</strong> Choosing between routing sources</li><li><strong>B.</strong> Setting switch speed</li><li><strong>C.</strong> Assigning VLAN numbers</li><li><strong>D.</strong> Encrypting packets</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Administrative distance ranks route sources when multiple protocols advertise the same destination.</p> </details> </article> <article class="card" data-week="2" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 2 • Tuesday • Card 3 • Routing</div> <h3>Q33. Which route type is automatically created when an interface has an IP address and is up?</h3> <ol class="options"><li><strong>A.</strong> Static</li><li><strong>B.</strong> Connected</li><li><strong>C.</strong> BGP</li><li><strong>D.</strong> Default</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Connected routes appear automatically for active interfaces with IP addressing.</p> </details> </article> <article class="card" data-week="2" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 2 • Tuesday • Card 4 • Routing</div> <h3>Q34. What does longest prefix match mean?</h3> <ol class="options"><li><strong>A.</strong> The route with the largest metric wins</li><li><strong>B.</strong> The most specific matching route is chosen</li><li><strong>C.</strong> The oldest route is chosen</li><li><strong>D.</strong> The default route always wins</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Routers choose the most specific route that matches the destination IP.</p> </details> </article> <article class="card" data-week="2" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 2 • Tuesday • Card 5 • Routing</div> <h3>Q35. Which command commonly displays the IPv4 routing table on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show ip route</li><li><strong>B.</strong> show vlan</li><li><strong>C.</strong> show mac address-table</li><li><strong>D.</strong> show power inline</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show ip route displays learned and configured IPv4 routes.</p> </details> </article> <article class="card" data-week="2" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 2 • Wednesday • Card 1 • Routing</div> <h3>Q36. Which protocol is an interior gateway protocol?</h3> <ol class="options"><li><strong>A.</strong> OSPF</li><li><strong>B.</strong> HTTP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>OSPF is an IGP used for dynamic routing inside an organization.</p> </details> </article> <article class="card" data-week="2" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 2 • Wednesday • Card 2 • Routing</div> <h3>Q37. What is a static route?</h3> <ol class="options"><li><strong>A.</strong> A manually configured route</li><li><strong>B.</strong> A DHCP lease</li><li><strong>C.</strong> A VLAN tag</li><li><strong>D.</strong> A DNS alias</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Static routes are manually entered and do not dynamically adapt unless tracking is configured.</p> </details> </article> <article class="card" data-week="2" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 2 • Wednesday • Card 3 • Routing</div> <h3>Q38. What is a next-hop IP address?</h3> <ol class="options"><li><strong>A.</strong> The destination host</li><li><strong>B.</strong> The neighboring router to forward traffic to</li><li><strong>C.</strong> The DNS server</li><li><strong>D.</strong> The DHCP server</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>The next hop is the router address used to reach a destination network.</p> </details> </article> <article class="card" data-week="2" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 2 • Wednesday • Card 4 • Routing</div> <h3>Q39. What is route summarization?</h3> <ol class="options"><li><strong>A.</strong> Combining multiple networks into a shorter prefix</li><li><strong>B.</strong> Encrypting routes</li><li><strong>C.</strong> Removing VLAN tags</li><li><strong>D.</strong> Converting IPv4 to IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Summarization advertises multiple contiguous networks as one route to reduce table size.</p> </details> </article> <article class="card" data-week="2" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 2 • Wednesday • Card 5 • Routing</div> <h3>Q40. Why is asymmetric routing sometimes a problem for security systems?</h3> <ol class="options"><li><strong>A.</strong> It changes camera resolution</li><li><strong>B.</strong> Firewalls may see only one side of a session</li><li><strong>C.</strong> It disables PoE</li><li><strong>D.</strong> It prevents ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Stateful firewalls may drop traffic if return traffic follows a different path and session state is not seen.</p> </details> </article> <article class="card" data-week="2" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Thursday • Card 1 • Wireless and RF basics</div> <h3>Q41. Which Wi-Fi band generally has better wall penetration?</h3> <ol class="options"><li><strong>A.</strong> 2.4 GHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> 6 GHz</li><li><strong>D.</strong> 60 GHz</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>2.4 GHz usually penetrates walls better, but has more interference and fewer non-overlapping channels.</p> </details> </article> <article class="card" data-week="2" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Thursday • Card 2 • Wireless and RF basics</div> <h3>Q42. Which Wi-Fi band usually offers more channels and higher throughput than 2.4 GHz?</h3> <ol class="options"><li><strong>A.</strong> 900 MHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> AM radio</li><li><strong>D.</strong> Bluetooth only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>5 GHz usually has more available channels and higher throughput, but shorter range.</p> </details> </article> <article class="card" data-week="2" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Thursday • Card 3 • Wireless and RF basics</div> <h3>Q43. What is SSID?</h3> <ol class="options"><li><strong>A.</strong> A wireless network name</li><li><strong>B.</strong> A routing protocol</li><li><strong>C.</strong> A PoE class</li><li><strong>D.</strong> A firewall action</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SSID is the advertised or configured wireless network name.</p> </details> </article> <article class="card" data-week="2" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Thursday • Card 4 • Wireless and RF basics</div> <h3>Q44. Which security mode is stronger than WPA2-Personal when available?</h3> <ol class="options"><li><strong>A.</strong> WEP</li><li><strong>B.</strong> Open</li><li><strong>C.</strong> WPA3</li><li><strong>D.</strong> TKIP only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>WPA3 improves authentication and cryptographic protections over older modes.</p> </details> </article> <article class="card" data-week="2" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Thursday • Card 5 • Wireless and RF basics</div> <h3>Q45. What is roaming in Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Moving a client between access points</li><li><strong>B.</strong> Changing IP subnets manually</li><li><strong>C.</strong> Replacing antennas</li><li><strong>D.</strong> Turning off encryption</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Roaming occurs when a wireless client moves between APs while maintaining connectivity.</p> </details> </article> <article class="card" data-week="2" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Friday • Card 1 • Wireless and RF basics</div> <h3>Q46. What does RSSI indicate?</h3> <ol class="options"><li><strong>A.</strong> Received signal strength</li><li><strong>B.</strong> Routing table size</li><li><strong>C.</strong> Camera frame rate</li><li><strong>D.</strong> Switch buffer size</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RSSI is a measure of received signal strength.</p> </details> </article> <article class="card" data-week="2" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Friday • Card 2 • Wireless and RF basics</div> <h3>Q47. Why are wireless cameras often avoided for critical CCTV?</h3> <ol class="options"><li><strong>A.</strong> They cannot use IP</li><li><strong>B.</strong> Wireless links may be less predictable than wired links</li><li><strong>C.</strong> They cannot use DNS</li><li><strong>D.</strong> They require IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Wireless is vulnerable to interference, capacity limits, and RF design issues.</p> </details> </article> <article class="card" data-week="2" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Friday • Card 3 • Wireless and RF basics</div> <h3>Q48. Which issue is caused by too many APs on the same channel?</h3> <ol class="options"><li><strong>A.</strong> Co-channel interference</li><li><strong>B.</strong> DNS recursion</li><li><strong>C.</strong> DHCP starvation only</li><li><strong>D.</strong> NTP drift</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Co-channel interference occurs when too many devices contend on the same channel.</p> </details> </article> <article class="card" data-week="2" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Friday • Card 4 • Wireless and RF basics</div> <h3>Q49. What does a captive portal typically provide?</h3> <ol class="options"><li><strong>A.</strong> Web-based authentication or acceptance</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> OSPF adjacency</li><li><strong>D.</strong> Camera lens focus</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Captive portals intercept web traffic for login or terms acceptance.</p> </details> </article> <article class="card" data-week="2" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 2 • Friday • Card 5 • Wireless and RF basics</div> <h3>Q50. Which design best supports mobile Genetec client devices over Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Strong coverage, capacity planning, and secure authentication</li><li><strong>B.</strong> One AP at maximum power</li><li><strong>C.</strong> Open Wi-Fi only</li><li><strong>D.</strong> Disable roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Mobile video clients need reliable coverage, adequate capacity, secure authentication, and controlled roaming.</p> </details> </article> <article class="card" data-week="3" data-day="Monday" data-topic="IP services"> <div class="meta">Week 3 • Monday • Card 1 • IP services</div> <h3>Q51. Which protocol dynamically assigns IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DHCP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> SNMP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DHCP leases IP configuration such as address, mask, gateway, and DNS.</p> </details> </article> <article class="card" data-week="3" data-day="Monday" data-topic="IP services"> <div class="meta">Week 3 • Monday • Card 2 • IP services</div> <h3>Q52. Which DHCP message does a client send first?</h3> <ol class="options"><li><strong>A.</strong> DISCOVER</li><li><strong>B.</strong> OFFER</li><li><strong>C.</strong> REQUEST</li><li><strong>D.</strong> ACK</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A DHCP client starts by broadcasting DHCPDISCOVER.</p> </details> </article> <article class="card" data-week="3" data-day="Monday" data-topic="IP services"> <div class="meta">Week 3 • Monday • Card 3 • IP services</div> <h3>Q53. What is the purpose of DHCP reservation?</h3> <ol class="options"><li><strong>A.</strong> Assigning a consistent IP to a known MAC address</li><li><strong>B.</strong> Encrypting DHCP</li><li><strong>C.</strong> Creating VLANs</li><li><strong>D.</strong> Blocking DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Reservations help keep devices such as cameras or servers at predictable addresses.</p> </details> </article> <article class="card" data-week="3" data-day="Monday" data-topic="IP services"> <div class="meta">Week 3 • Monday • Card 4 • IP services</div> <h3>Q54. Which service synchronizes time across network devices?</h3> <ol class="options"><li><strong>A.</strong> NTP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> FTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>NTP synchronizes clocks, which is critical for video evidence timelines and logs.</p> </details> </article> <article class="card" data-week="3" data-day="Monday" data-topic="IP services"> <div class="meta">Week 3 • Monday • Card 5 • IP services</div> <h3>Q55. Which protocol is commonly used for device monitoring?</h3> <ol class="options"><li><strong>A.</strong> SNMP</li><li><strong>B.</strong> SMTP</li><li><strong>C.</strong> RDP</li><li><strong>D.</strong> RTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SNMP can monitor device status, interfaces, and alerts.</p> </details> </article> <article class="card" data-week="3" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 3 • Tuesday • Card 1 • IP services</div> <h3>Q56. What does Syslog provide?</h3> <ol class="options"><li><strong>A.</strong> Centralized log messages</li><li><strong>B.</strong> IP address assignment</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Power delivery</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Syslog sends event messages to a centralized logging system.</p> </details> </article> <article class="card" data-week="3" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 3 • Tuesday • Card 2 • IP services</div> <h3>Q57. Which protocol securely administers network devices by CLI?</h3> <ol class="options"><li><strong>A.</strong> Telnet</li><li><strong>B.</strong> SSH</li><li><strong>C.</strong> TFTP</li><li><strong>D.</strong> HTTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>SSH encrypts remote CLI access. Telnet is unencrypted.</p> </details> </article> <article class="card" data-week="3" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 3 • Tuesday • Card 3 • IP services</div> <h3>Q58. Which protocol is commonly used to transfer configuration files but is not secure?</h3> <ol class="options"><li><strong>A.</strong> TFTP</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> SSH</li><li><strong>D.</strong> SCP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>TFTP is simple and unencrypted.</p> </details> </article> <article class="card" data-week="3" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 3 • Tuesday • Card 4 • IP services</div> <h3>Q59. What is DNS A record used for?</h3> <ol class="options"><li><strong>A.</strong> Mapping a hostname to IPv4</li><li><strong>B.</strong> Mapping IP to MAC</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Setting PoE class</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An A record maps a hostname to an IPv4 address.</p> </details> </article> <article class="card" data-week="3" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 3 • Tuesday • Card 5 • IP services</div> <h3>Q60. Why is accurate NTP important for Genetec systems?</h3> <ol class="options"><li><strong>A.</strong> It improves lens zoom</li><li><strong>B.</strong> It keeps video, access events, and audit logs aligned</li><li><strong>C.</strong> It increases PoE wattage</li><li><strong>D.</strong> It prevents all packet loss</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Accurate time keeps camera video, access control events, and audit logs correlated.</p> </details> </article> <article class="card" data-week="3" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Wednesday • Card 1 • Security fundamentals</div> <h3>Q61. What does AAA stand for?</h3> <ol class="options"><li><strong>A.</strong> Authentication, Authorization, Accounting</li><li><strong>B.</strong> Access, Allow, Audit</li><li><strong>C.</strong> Address, ARP, ACL</li><li><strong>D.</strong> Analyze, Alert, Archive</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>AAA identifies users, determines permissions, and records activity.</p> </details> </article> <article class="card" data-week="3" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Wednesday • Card 2 • Security fundamentals</div> <h3>Q62. Which protocol provides centralized AAA for network devices?</h3> <ol class="options"><li><strong>A.</strong> RADIUS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RADIUS is commonly used for centralized authentication and authorization.</p> </details> </article> <article class="card" data-week="3" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Wednesday • Card 3 • Security fundamentals</div> <h3>Q63. What is the purpose of an ACL?</h3> <ol class="options"><li><strong>A.</strong> Filter traffic based on rules</li><li><strong>B.</strong> Assign DHCP leases</li><li><strong>C.</strong> Increase PoE</li><li><strong>D.</strong> Store video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Access control lists permit or deny traffic based on criteria such as IPs, ports, and protocols.</p> </details> </article> <article class="card" data-week="3" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Wednesday • Card 4 • Security fundamentals</div> <h3>Q64. Which management method is least secure?</h3> <ol class="options"><li><strong>A.</strong> SSH</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> Telnet</li><li><strong>D.</strong> SNMPv3</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Telnet sends credentials and traffic in clear text.</p> </details> </article> <article class="card" data-week="3" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Wednesday • Card 5 • Security fundamentals</div> <h3>Q65. Which SNMP version supports authentication and encryption?</h3> <ol class="options"><li><strong>A.</strong> SNMPv1</li><li><strong>B.</strong> SNMPv2c</li><li><strong>C.</strong> SNMPv3</li><li><strong>D.</strong> All versions equally</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>SNMPv3 supports stronger authentication and privacy features.</p> </details> </article> <article class="card" data-week="3" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Thursday • Card 1 • Security fundamentals</div> <h3>Q66. What is 802.1X used for?</h3> <ol class="options"><li><strong>A.</strong> Port-based network access control</li><li><strong>B.</strong> DNS forwarding</li><li><strong>C.</strong> Static routing</li><li><strong>D.</strong> PoE measurement</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>802.1X authenticates devices or users before granting network access.</p> </details> </article> <article class="card" data-week="3" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Thursday • Card 2 • Security fundamentals</div> <h3>Q67. What is a firewall zone?</h3> <ol class="options"><li><strong>A.</strong> A logical security area with policy controls</li><li><strong>B.</strong> A switch backplane</li><li><strong>C.</strong> A DHCP scope</li><li><strong>D.</strong> A Wi-Fi antenna pattern</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Zones group interfaces or networks so policies can control traffic between them.</p> </details> </article> <article class="card" data-week="3" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Thursday • Card 3 • Security fundamentals</div> <h3>Q68. Why should camera default passwords be changed?</h3> <ol class="options"><li><strong>A.</strong> To improve image quality</li><li><strong>B.</strong> To prevent unauthorized access</li><li><strong>C.</strong> To increase FPS</li><li><strong>D.</strong> To enable ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Default credentials are widely known and create serious security risk.</p> </details> </article> <article class="card" data-week="3" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Thursday • Card 4 • Security fundamentals</div> <h3>Q69. What is least privilege?</h3> <ol class="options"><li><strong>A.</strong> Giving only the permissions required</li><li><strong>B.</strong> Giving all users admin rights</li><li><strong>C.</strong> Disabling all logging</li><li><strong>D.</strong> Using only one password</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Least privilege reduces risk by limiting access to required functions only.</p> </details> </article> <article class="card" data-week="3" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 3 • Thursday • Card 5 • Security fundamentals</div> <h3>Q70. Why segment access control panels from general user PCs?</h3> <ol class="options"><li><strong>A.</strong> To reduce security exposure and limit lateral movement</li><li><strong>B.</strong> To increase monitor resolution</li><li><strong>C.</strong> To eliminate DHCP</li><li><strong>D.</strong> To disable routing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Segmentation helps protect physical security systems from compromise on less trusted networks.</p> </details> </article> <article class="card" data-week="3" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 3 • Friday • Card 1 • NAT and WAN</div> <h3>Q71. What does NAT do?</h3> <ol class="options"><li><strong>A.</strong> Translates IP addresses</li><li><strong>B.</strong> Encrypts wireless</li><li><strong>C.</strong> Assigns VLANs</li><li><strong>D.</strong> Learns MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Network Address Translation changes source or destination IP information.</p> </details> </article> <article class="card" data-week="3" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 3 • Friday • Card 2 • NAT and WAN</div> <h3>Q72. What is PAT also called?</h3> <ol class="options"><li><strong>A.</strong> NAT overload</li><li><strong>B.</strong> Static routing</li><li><strong>C.</strong> DNS relay</li><li><strong>D.</strong> ARP proxy</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>PAT maps many internal hosts to one public IP using port numbers.</p> </details> </article> <article class="card" data-week="3" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 3 • Friday • Card 3 • NAT and WAN</div> <h3>Q73. Which private address is commonly translated before Internet access?</h3> <ol class="options"><li><strong>A.</strong> 10.1.1.10</li><li><strong>B.</strong> 8.8.8.8</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 203.0.113.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>10.0.0.0/8 is private and typically translated for Internet access.</p> </details> </article> <article class="card" data-week="3" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 3 • Friday • Card 4 • NAT and WAN</div> <h3>Q74. What is a site-to-site VPN commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Securely connecting two networks</li><li><strong>B.</strong> Powering cameras</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Replacing DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A site-to-site VPN securely connects networks across an untrusted transport.</p> </details> </article> <article class="card" data-week="3" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 3 • Friday • Card 5 • NAT and WAN</div> <h3>Q75. Which protocol helps verify reachability across WAN links?</h3> <ol class="options"><li><strong>A.</strong> ICMP</li><li><strong>B.</strong> PoE</li><li><strong>C.</strong> LLDP</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>ICMP echo requests/replies are commonly used with ping.</p> </details> </article> <article class="card" data-week="4" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 4 • Monday • Card 1 • NAT and WAN</div> <h3>Q76. What is split tunneling?</h3> <ol class="options"><li><strong>A.</strong> Sending some traffic through VPN and some directly</li><li><strong>B.</strong> Dividing a VLAN tag</li><li><strong>C.</strong> Splitting fiber strands</li><li><strong>D.</strong> Using two DHCP servers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Split tunneling routes selected traffic through a VPN while other traffic goes directly.</p> </details> </article> <article class="card" data-week="4" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 4 • Monday • Card 2 • NAT and WAN</div> <h3>Q77. Why avoid exposing camera web interfaces directly to the Internet?</h3> <ol class="options"><li><strong>A.</strong> It increases attack surface</li><li><strong>B.</strong> It disables DNS</li><li><strong>C.</strong> It prevents recording</li><li><strong>D.</strong> It changes MTU</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Direct exposure increases risk from credential attacks and vulnerabilities.</p> </details> </article> <article class="card" data-week="4" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 4 • Monday • Card 3 • NAT and WAN</div> <h3>Q78. What is port forwarding?</h3> <ol class="options"><li><strong>A.</strong> Mapping an external port to an internal host/service</li><li><strong>B.</strong> Creating a VLAN</li><li><strong>C.</strong> Blocking ARP</li><li><strong>D.</strong> Learning MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port forwarding directs traffic received on a public IP/port to an internal IP/port.</p> </details> </article> <article class="card" data-week="4" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 4 • Monday • Card 4 • NAT and WAN</div> <h3>Q79. Which WAN issue most affects live video smoothness?</h3> <ol class="options"><li><strong>A.</strong> Latency, jitter, and packet loss</li><li><strong>B.</strong> Hostnames only</li><li><strong>C.</strong> Keyboard layout</li><li><strong>D.</strong> Cable color</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Video performance is affected by latency, jitter, packet loss, and available bandwidth.</p> </details> </article> <article class="card" data-week="4" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 4 • Monday • Card 5 • NAT and WAN</div> <h3>Q80. What is QoS used for over constrained WAN links?</h3> <ol class="options"><li><strong>A.</strong> Prioritizing important traffic</li><li><strong>B.</strong> Creating IP addresses</li><li><strong>C.</strong> Replacing firewalls</li><li><strong>D.</strong> Changing camera lens angle</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>QoS classifies and prioritizes traffic when bandwidth is limited.</p> </details> </article> <article class="card" data-week="4" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Tuesday • Card 1 • QoS and multicast video</div> <h3>Q81. What is multicast designed for?</h3> <ol class="options"><li><strong>A.</strong> One-to-many efficient traffic delivery</li><li><strong>B.</strong> Only one-to-one delivery</li><li><strong>C.</strong> Encrypting packets</li><li><strong>D.</strong> Assigning DHCP addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast efficiently sends one stream to multiple receivers.</p> </details> </article> <article class="card" data-week="4" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Tuesday • Card 2 • QoS and multicast video</div> <h3>Q82. Which protocol lets hosts join IPv4 multicast groups?</h3> <ol class="options"><li><strong>A.</strong> IGMP</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DNS</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP is used by hosts and switches/routers for IPv4 multicast group membership.</p> </details> </article> <article class="card" data-week="4" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Tuesday • Card 3 • QoS and multicast video</div> <h3>Q83. What does IGMP snooping do on a switch?</h3> <ol class="options"><li><strong>A.</strong> Limits multicast flooding by tracking group membership</li><li><strong>B.</strong> Encrypts multicast</li><li><strong>C.</strong> Assigns multicast IPs</li><li><strong>D.</strong> Blocks all video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping helps switches forward multicast only to interested ports.</p> </details> </article> <article class="card" data-week="4" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Tuesday • Card 4 • QoS and multicast video</div> <h3>Q84. Which IPv4 range is multicast?</h3> <ol class="options"><li><strong>A.</strong> 224.0.0.0/4</li><li><strong>B.</strong> 10.0.0.0/8</li><li><strong>C.</strong> 172.16.0.0/12</li><li><strong>D.</strong> 192.168.0.0/16</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IPv4 multicast uses 224.0.0.0 through 239.255.255.255.</p> </details> </article> <article class="card" data-week="4" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Tuesday • Card 5 • QoS and multicast video</div> <h3>Q85. What does QoS classification do?</h3> <ol class="options"><li><strong>A.</strong> Identifies traffic for policy treatment</li><li><strong>B.</strong> Creates a subnet</li><li><strong>C.</strong> Changes MAC addresses</li><li><strong>D.</strong> Erases logs</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Classification identifies traffic types so QoS policies can mark, queue, or police them.</p> </details> </article> <article class="card" data-week="4" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Wednesday • Card 1 • QoS and multicast video</div> <h3>Q86. What is DSCP?</h3> <ol class="options"><li><strong>A.</strong> A Layer 3 QoS marking field</li><li><strong>B.</strong> A switch port mode</li><li><strong>C.</strong> A wireless SSID</li><li><strong>D.</strong> A DHCP option</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DSCP marks packets for differentiated QoS treatment.</p> </details> </article> <article class="card" data-week="4" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Wednesday • Card 2 • QoS and multicast video</div> <h3>Q87. Why can video surveillance traffic need QoS?</h3> <ol class="options"><li><strong>A.</strong> Video can be bandwidth-intensive and delay-sensitive</li><li><strong>B.</strong> Video cannot use IP</li><li><strong>C.</strong> Video disables VLANs</li><li><strong>D.</strong> Video requires Telnet</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Live viewing and control traffic may need priority when links are congested.</p> </details> </article> <article class="card" data-week="4" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Wednesday • Card 3 • QoS and multicast video</div> <h3>Q88. What is jitter?</h3> <ol class="options"><li><strong>A.</strong> Variation in packet delay</li><li><strong>B.</strong> Static IP assignment</li><li><strong>C.</strong> MAC address aging</li><li><strong>D.</strong> A VLAN mismatch</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Jitter is inconsistent packet delay, which can affect real-time video and audio.</p> </details> </article> <article class="card" data-week="4" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Wednesday • Card 4 • QoS and multicast video</div> <h3>Q89. What should be enabled to prevent multicast flooding in a camera VLAN?</h3> <ol class="options"><li><strong>A.</strong> IGMP snooping</li><li><strong>B.</strong> Telnet</li><li><strong>C.</strong> PortFast disablement</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping reduces unnecessary multicast flooding within a VLAN.</p> </details> </article> <article class="card" data-week="4" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 4 • Wednesday • Card 5 • QoS and multicast video</div> <h3>Q90. Which traffic is often best kept unicast unless multicast is designed properly?</h3> <ol class="options"><li><strong>A.</strong> Camera video streams</li><li><strong>B.</strong> NTP queries</li><li><strong>C.</strong> ARP replies</li><li><strong>D.</strong> DHCP offers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast video needs proper IGMP and routing design. Without it, unicast is often simpler and safer.</p> </details> </article> <article class="card" data-week="4" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Thursday • Card 1 • Automation and programmability</div> <h3>Q91. Which data format is commonly used by REST APIs?</h3> <ol class="options"><li><strong>A.</strong> JSON</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>JSON is widely used to exchange structured data in REST APIs.</p> </details> </article> <article class="card" data-week="4" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Thursday • Card 2 • Automation and programmability</div> <h3>Q92. What does REST commonly use as its transport/application protocol?</h3> <ol class="options"><li><strong>A.</strong> HTTP/HTTPS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP only</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RESTful APIs commonly use HTTP or HTTPS methods.</p> </details> </article> <article class="card" data-week="4" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Thursday • Card 3 • Automation and programmability</div> <h3>Q93. Which HTTP method is commonly used to retrieve information?</h3> <ol class="options"><li><strong>A.</strong> GET</li><li><strong>B.</strong> POST</li><li><strong>C.</strong> PUT</li><li><strong>D.</strong> DELETE</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>GET retrieves a resource without changing it.</p> </details> </article> <article class="card" data-week="4" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Thursday • Card 4 • Automation and programmability</div> <h3>Q94. Which HTTP method is commonly used to create a new object?</h3> <ol class="options"><li><strong>A.</strong> POST</li><li><strong>B.</strong> GET</li><li><strong>C.</strong> PING</li><li><strong>D.</strong> TRACEPATH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>POST is commonly used to submit data or create resources.</p> </details> </article> <article class="card" data-week="4" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Thursday • Card 5 • Automation and programmability</div> <h3>Q95. What is an API token used for?</h3> <ol class="options"><li><strong>A.</strong> Authentication/authorization to an API</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Fiber splicing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>API tokens are used to authenticate and authorize API requests.</p> </details> </article> <article class="card" data-week="4" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Friday • Card 1 • Automation and programmability</div> <h3>Q96. Which tool is often used for API testing from a workstation?</h3> <ol class="options"><li><strong>A.</strong> Postman</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> DHCP relay</li><li><strong>D.</strong> LLDP-MED</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Postman is commonly used for testing REST APIs.</p> </details> </article> <article class="card" data-week="4" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Friday • Card 2 • Automation and programmability</div> <h3>Q97. What is idempotency?</h3> <ol class="options"><li><strong>A.</strong> Repeating an operation gives the same result</li><li><strong>B.</strong> Traffic is encrypted</li><li><strong>C.</strong> A port is trunking</li><li><strong>D.</strong> A camera is recording</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An idempotent operation can be repeated without changing the result beyond the first application.</p> </details> </article> <article class="card" data-week="4" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Friday • Card 3 • Automation and programmability</div> <h3>Q98. Why is network automation useful for security systems?</h3> <ol class="options"><li><strong>A.</strong> It reduces repetitive configuration errors</li><li><strong>B.</strong> It removes need for IP addresses</li><li><strong>C.</strong> It prevents all outages</li><li><strong>D.</strong> It replaces physical cabling</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Automation improves consistency, speeds changes, and reduces manual mistakes.</p> </details> </article> <article class="card" data-week="4" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Friday • Card 4 • Automation and programmability</div> <h3>Q99. Which file format is commonly used for network automation variables?</h3> <ol class="options"><li><strong>A.</strong> YAML</li><li><strong>B.</strong> JPEG</li><li><strong>C.</strong> MP3</li><li><strong>D.</strong> BMP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>YAML is frequently used for human-readable configuration data.</p> </details> </article> <article class="card" data-week="4" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 4 • Friday • Card 5 • Automation and programmability</div> <h3>Q100. What is Git used for?</h3> <ol class="options"><li><strong>A.</strong> Version control</li><li><strong>B.</strong> Packet switching</li><li><strong>C.</strong> PoE delivery</li><li><strong>D.</strong> Wireless roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Git tracks changes to files such as scripts, templates, and configurations.</p> </details> </article> <article class="card" data-week="5" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Monday • Card 1 • Networking fundamentals</div> <h3>Q101. While troubleshooting a Security Center client connection, which OSI layer is responsible for logical IP addressing?</h3> <ol class="options"><li><strong>A.</strong> Layer 2</li><li><strong>B.</strong> Layer 3</li><li><strong>C.</strong> Layer 4</li><li><strong>D.</strong> Layer 7</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Layer 3, the Network layer, provides logical addressing and routing using IP. This is where video clients, cameras, and servers are routed between subnets.</p> </details> </article> <article class="card" data-week="5" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Monday • Card 2 • Networking fundamentals</div> <h3>Q102. During a jail CCTV network audit, which device primarily separates broadcast domains?</h3> <ol class="options"><li><strong>A.</strong> Switch</li><li><strong>B.</strong> Hub</li><li><strong>C.</strong> Router</li><li><strong>D.</strong> Patch panel</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Routers and Layer 3 switches separate broadcast domains. This matters when separating camera VLANs, access control VLANs, and corporate LANs.</p> </details> </article> <article class="card" data-week="5" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Monday • Card 3 • Networking fundamentals</div> <h3>Q103. For an access control panel network, what is the purpose of a default gateway?</h3> <ol class="options"><li><strong>A.</strong> Encrypt traffic</li><li><strong>B.</strong> Forward traffic outside the local subnet</li><li><strong>C.</strong> Assign VLAN IDs</li><li><strong>D.</strong> Convert fiber to copper</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A host sends traffic to its default gateway when the destination is outside the local subnet.</p> </details> </article> <article class="card" data-week="5" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Monday • Card 4 • Networking fundamentals</div> <h3>Q104. When reviewing a county security electronics network, which protocol resolves an IPv4 address to a MAC address?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>ARP maps IPv4 addresses to MAC addresses on the local network.</p> </details> </article> <article class="card" data-week="5" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Monday • Card 5 • Networking fundamentals</div> <h3>Q105. During commissioning of Axis cameras into Genetec, which value identifies a VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> DSCP</li><li><strong>B.</strong> VLAN ID</li><li><strong>C.</strong> MAC address</li><li><strong>D.</strong> TCP port</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>802.1Q inserts a VLAN tag that includes the VLAN ID.</p> </details> </article> <article class="card" data-week="5" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Tuesday • Card 1 • Networking fundamentals</div> <h3>Q106. For a remote video monitoring site, what does MTU define?</h3> <ol class="options"><li><strong>A.</strong> Maximum frame count per second</li><li><strong>B.</strong> Maximum transmission unit size</li><li><strong>C.</strong> Minimum trunk utilization</li><li><strong>D.</strong> MAC table update time</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>MTU is the largest packet/frame payload size supported without fragmentation.</p> </details> </article> <article class="card" data-week="5" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Tuesday • Card 2 • Networking fundamentals</div> <h3>Q107. When separating CCTV from the corporate LAN, which address is a private IPv4 address?</h3> <ol class="options"><li><strong>A.</strong> 8.8.8.8</li><li><strong>B.</strong> 172.16.5.10</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 224.0.0.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>172.16.0.0/12 is private IPv4 space.</p> </details> </article> <article class="card" data-week="5" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Tuesday • Card 3 • Networking fundamentals</div> <h3>Q108. During network cutover testing, which address is link-local IPv4?</h3> <ol class="options"><li><strong>A.</strong> 169.254.10.20</li><li><strong>B.</strong> 10.10.10.20</li><li><strong>C.</strong> 192.168.1.20</li><li><strong>D.</strong> 172.20.1.20</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>169.254.0.0/16 is APIPA/link-local addressing used when DHCP fails.</p> </details> </article> <article class="card" data-week="5" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Tuesday • Card 4 • Networking fundamentals</div> <h3>Q109. For a recorder-to-camera traffic path, which protocol translates hostnames to IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> SNMP</li><li><strong>C.</strong> RTP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DNS resolves names such as servers or cloud services to IP addresses.</p> </details> </article> <article class="card" data-week="5" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 5 • Tuesday • Card 5 • Networking fundamentals</div> <h3>Q110. For a Genetec camera VLAN deployment, which transport protocol is connection-oriented?</h3> <ol class="options"><li><strong>A.</strong> UDP</li><li><strong>B.</strong> TCP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>TCP uses sessions, acknowledgements, and retransmission.</p> </details> </article> <article class="card" data-week="5" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Wednesday • Card 1 • Subnetting and addressing</div> <h3>Q111. While troubleshooting a Security Center client connection, how many usable IPv4 host addresses are in a /24 subnet?</h3> <ol class="options"><li><strong>A.</strong> 254</li><li><strong>B.</strong> 255</li><li><strong>C.</strong> 256</li><li><strong>D.</strong> 510</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /24 has 256 total addresses; network and broadcast are not usable for hosts.</p> </details> </article> <article class="card" data-week="5" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Wednesday • Card 2 • Subnetting and addressing</div> <h3>Q112. During a jail CCTV network audit, what subnet mask matches /26?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.255.128</li><li><strong>C.</strong> 255.255.255.192</li><li><strong>D.</strong> 255.255.255.224</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>/26 equals 255.255.255.192 and provides 62 usable host addresses.</p> </details> </article> <article class="card" data-week="5" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Wednesday • Card 3 • Subnetting and addressing</div> <h3>Q113. For an access control panel network, which subnet contains host 10.10.5.77/26?</h3> <ol class="options"><li><strong>A.</strong> 10.10.5.0/26</li><li><strong>B.</strong> 10.10.5.64/26</li><li><strong>C.</strong> 10.10.5.128/26</li><li><strong>D.</strong> 10.10.5.192/26</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/26 subnets increment by 64. Address .77 belongs to 10.10.5.64/26.</p> </details> </article> <article class="card" data-week="5" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Wednesday • Card 4 • Subnetting and addressing</div> <h3>Q114. When reviewing a county security electronics network, what is the broadcast address for 192.168.20.32/27?</h3> <ol class="options"><li><strong>A.</strong> 192.168.20.31</li><li><strong>B.</strong> 192.168.20.63</li><li><strong>C.</strong> 192.168.20.64</li><li><strong>D.</strong> 192.168.20.95</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/27 increments by 32. The .32 subnet ends at .63.</p> </details> </article> <article class="card" data-week="5" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Wednesday • Card 5 • Subnetting and addressing</div> <h3>Q115. During commissioning of Axis cameras into Genetec, how many usable hosts are available in a /30?</h3> <ol class="options"><li><strong>A.</strong> 2</li><li><strong>B.</strong> 4</li><li><strong>C.</strong> 6</li><li><strong>D.</strong> 14</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /30 has four total addresses and two usable host addresses, common for point-to-point links.</p> </details> </article> <article class="card" data-week="5" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Thursday • Card 1 • Subnetting and addressing</div> <h3>Q116. For a remote video monitoring site, which prefix gives approximately 14 usable host addresses?</h3> <ol class="options"><li><strong>A.</strong> /28</li><li><strong>B.</strong> /27</li><li><strong>C.</strong> /26</li><li><strong>D.</strong> /25</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>/28 provides 16 total addresses and 14 usable host addresses.</p> </details> </article> <article class="card" data-week="5" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Thursday • Card 2 • Subnetting and addressing</div> <h3>Q117. When separating CCTV from the corporate LAN, what does CIDR notation /23 represent?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.254.0</li><li><strong>C.</strong> 255.255.252.0</li><li><strong>D.</strong> 255.255.248.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/23 corresponds to 255.255.254.0.</p> </details> </article> <article class="card" data-week="5" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Thursday • Card 3 • Subnetting and addressing</div> <h3>Q118. During network cutover testing, which range is private IPv4?</h3> <ol class="options"><li><strong>A.</strong> 192.0.2.0/24</li><li><strong>B.</strong> 192.168.0.0/16</li><li><strong>C.</strong> 198.51.100.0/24</li><li><strong>D.</strong> 203.0.113.0/24</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>192.168.0.0/16 is private. The other ranges are documentation/test networks.</p> </details> </article> <article class="card" data-week="5" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Thursday • Card 4 • Subnetting and addressing</div> <h3>Q119. For a recorder-to-camera traffic path, what is the network address of 172.20.14.199/24?</h3> <ol class="options"><li><strong>A.</strong> 172.20.14.0</li><li><strong>B.</strong> 172.20.14.199</li><li><strong>C.</strong> 172.20.14.255</li><li><strong>D.</strong> 172.20.0.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>With /24, the first three octets define the network.</p> </details> </article> <article class="card" data-week="5" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 5 • Thursday • Card 5 • Subnetting and addressing</div> <h3>Q120. For a Genetec camera VLAN deployment, why should camera IP plans avoid overlapping subnets?</h3> <ol class="options"><li><strong>A.</strong> It disables PoE</li><li><strong>B.</strong> Routing becomes ambiguous</li><li><strong>C.</strong> DNS stops working</li><li><strong>D.</strong> NTP cannot synchronize</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Overlapping subnets can cause routing ambiguity and difficult troubleshooting between camera, server, and client networks.</p> </details> </article> <article class="card" data-week="5" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 5 • Friday • Card 1 • Switching and VLANs</div> <h3>Q121. While troubleshooting a Security Center client connection, which switch port mode carries multiple VLANs?</h3> <ol class="options"><li><strong>A.</strong> Access</li><li><strong>B.</strong> Trunk</li><li><strong>C.</strong> Shutdown</li><li><strong>D.</strong> Loopback</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A trunk carries traffic for multiple VLANs using tagging, usually 802.1Q.</p> </details> </article> <article class="card" data-week="5" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 5 • Friday • Card 2 • Switching and VLANs</div> <h3>Q122. During a jail CCTV network audit, which switch port mode should normally be used for a single IP camera?</h3> <ol class="options"><li><strong>A.</strong> Trunk</li><li><strong>B.</strong> Access</li><li><strong>C.</strong> Routed</li><li><strong>D.</strong> Monitor</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A single camera usually belongs to one VLAN, so an access port is appropriate.</p> </details> </article> <article class="card" data-week="5" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 5 • Friday • Card 3 • Switching and VLANs</div> <h3>Q123. For an access control panel network, what is the native VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> The VLAN carried untagged</li><li><strong>B.</strong> The voice VLAN only</li><li><strong>C.</strong> The management VLAN only</li><li><strong>D.</strong> The disabled VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>The native VLAN is sent untagged across an 802.1Q trunk.</p> </details> </article> <article class="card" data-week="5" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 5 • Friday • Card 4 • Switching and VLANs</div> <h3>Q124. When reviewing a county security electronics network, what problem does STP help prevent?</h3> <ol class="options"><li><strong>A.</strong> IP address exhaustion</li><li><strong>B.</strong> Layer 2 loops</li><li><strong>C.</strong> DNS poisoning</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Spanning Tree Protocol blocks redundant paths to prevent Layer 2 loops.</p> </details> </article> <article class="card" data-week="5" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 5 • Friday • Card 5 • Switching and VLANs</div> <h3>Q125. During commissioning of Axis cameras into Genetec, what does a switch use to forward frames?</h3> <ol class="options"><li><strong>A.</strong> ARP table</li><li><strong>B.</strong> MAC address table</li><li><strong>C.</strong> Routing table</li><li><strong>D.</strong> DNS cache</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Switches forward frames based on destination MAC addresses learned in the MAC table.</p> </details> </article> <article class="card" data-week="6" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 6 • Monday • Card 1 • Switching and VLANs</div> <h3>Q126. For a remote video monitoring site, which command commonly verifies VLAN membership on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show vlan brief</li><li><strong>B.</strong> show ip route</li><li><strong>C.</strong> show clock</li><li><strong>D.</strong> show arp vrf</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show vlan brief displays VLANs and assigned access ports.</p> </details> </article> <article class="card" data-week="6" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 6 • Monday • Card 2 • Switching and VLANs</div> <h3>Q127. When separating CCTV from the corporate LAN, what happens when a switch receives an unknown unicast frame?</h3> <ol class="options"><li><strong>A.</strong> It drops it always</li><li><strong>B.</strong> It floods within the VLAN</li><li><strong>C.</strong> It sends it to the router only</li><li><strong>D.</strong> It converts it to multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Unknown unicast frames are flooded within the same VLAN.</p> </details> </article> <article class="card" data-week="6" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 6 • Monday • Card 3 • Switching and VLANs</div> <h3>Q128. During network cutover testing, why place cameras in a dedicated VLAN?</h3> <ol class="options"><li><strong>A.</strong> To increase pixel resolution</li><li><strong>B.</strong> To reduce broadcast scope and improve security</li><li><strong>C.</strong> To remove the need for DNS</li><li><strong>D.</strong> To disable multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A camera VLAN limits broadcast traffic and improves segmentation and security.</p> </details> </article> <article class="card" data-week="6" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 6 • Monday • Card 4 • Switching and VLANs</div> <h3>Q129. For a recorder-to-camera traffic path, what is port security commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Limiting MAC addresses on a switch port</li><li><strong>B.</strong> Encrypting routing updates</li><li><strong>C.</strong> Creating VLAN trunks</li><li><strong>D.</strong> Assigning IPv6 addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port security can restrict which MAC addresses are allowed on an access port.</p> </details> </article> <article class="card" data-week="6" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 6 • Monday • Card 5 • Switching and VLANs</div> <h3>Q130. For a Genetec camera VLAN deployment, what is a switched virtual interface, or SVI?</h3> <ol class="options"><li><strong>A.</strong> A logical Layer 3 interface for a VLAN</li><li><strong>B.</strong> A physical fiber port</li><li><strong>C.</strong> A DNS record</li><li><strong>D.</strong> A PoE injector</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An SVI provides Layer 3 gateway functionality for a VLAN on a multilayer switch.</p> </details> </article> <article class="card" data-week="6" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 6 • Tuesday • Card 1 • Routing</div> <h3>Q131. While troubleshooting a Security Center client connection, which route is used when no more specific route matches?</h3> <ol class="options"><li><strong>A.</strong> Connected route</li><li><strong>B.</strong> Default route</li><li><strong>C.</strong> Host route</li><li><strong>D.</strong> Summary route</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A default route, often 0.0.0.0/0, is used when no better match exists.</p> </details> </article> <article class="card" data-week="6" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 6 • Tuesday • Card 2 • Routing</div> <h3>Q132. During a jail CCTV network audit, what is administrative distance used for?</h3> <ol class="options"><li><strong>A.</strong> Choosing between routing sources</li><li><strong>B.</strong> Setting switch speed</li><li><strong>C.</strong> Assigning VLAN numbers</li><li><strong>D.</strong> Encrypting packets</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Administrative distance ranks route sources when multiple protocols advertise the same destination.</p> </details> </article> <article class="card" data-week="6" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 6 • Tuesday • Card 3 • Routing</div> <h3>Q133. For an access control panel network, which route type is automatically created when an interface has an IP address and is up?</h3> <ol class="options"><li><strong>A.</strong> Static</li><li><strong>B.</strong> Connected</li><li><strong>C.</strong> BGP</li><li><strong>D.</strong> Default</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Connected routes appear automatically for active interfaces with IP addressing.</p> </details> </article> <article class="card" data-week="6" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 6 • Tuesday • Card 4 • Routing</div> <h3>Q134. When reviewing a county security electronics network, what does longest prefix match mean?</h3> <ol class="options"><li><strong>A.</strong> The route with the largest metric wins</li><li><strong>B.</strong> The most specific matching route is chosen</li><li><strong>C.</strong> The oldest route is chosen</li><li><strong>D.</strong> The default route always wins</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Routers choose the most specific route that matches the destination IP.</p> </details> </article> <article class="card" data-week="6" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 6 • Tuesday • Card 5 • Routing</div> <h3>Q135. During commissioning of Axis cameras into Genetec, which command commonly displays the IPv4 routing table on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show ip route</li><li><strong>B.</strong> show vlan</li><li><strong>C.</strong> show mac address-table</li><li><strong>D.</strong> show power inline</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show ip route displays learned and configured IPv4 routes.</p> </details> </article> <article class="card" data-week="6" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 6 • Wednesday • Card 1 • Routing</div> <h3>Q136. For a remote video monitoring site, which protocol is an interior gateway protocol?</h3> <ol class="options"><li><strong>A.</strong> OSPF</li><li><strong>B.</strong> HTTP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>OSPF is an IGP used for dynamic routing inside an organization.</p> </details> </article> <article class="card" data-week="6" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 6 • Wednesday • Card 2 • Routing</div> <h3>Q137. When separating CCTV from the corporate LAN, what is a static route?</h3> <ol class="options"><li><strong>A.</strong> A manually configured route</li><li><strong>B.</strong> A DHCP lease</li><li><strong>C.</strong> A VLAN tag</li><li><strong>D.</strong> A DNS alias</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Static routes are manually entered and do not dynamically adapt unless tracking is configured.</p> </details> </article> <article class="card" data-week="6" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 6 • Wednesday • Card 3 • Routing</div> <h3>Q138. During network cutover testing, what is a next-hop IP address?</h3> <ol class="options"><li><strong>A.</strong> The destination host</li><li><strong>B.</strong> The neighboring router to forward traffic to</li><li><strong>C.</strong> The DNS server</li><li><strong>D.</strong> The DHCP server</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>The next hop is the router address used to reach a destination network.</p> </details> </article> <article class="card" data-week="6" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 6 • Wednesday • Card 4 • Routing</div> <h3>Q139. For a recorder-to-camera traffic path, what is route summarization?</h3> <ol class="options"><li><strong>A.</strong> Combining multiple networks into a shorter prefix</li><li><strong>B.</strong> Encrypting routes</li><li><strong>C.</strong> Removing VLAN tags</li><li><strong>D.</strong> Converting IPv4 to IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Summarization advertises multiple contiguous networks as one route to reduce table size.</p> </details> </article> <article class="card" data-week="6" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 6 • Wednesday • Card 5 • Routing</div> <h3>Q140. For a Genetec camera VLAN deployment, why is asymmetric routing sometimes a problem for security systems?</h3> <ol class="options"><li><strong>A.</strong> It changes camera resolution</li><li><strong>B.</strong> Firewalls may see only one side of a session</li><li><strong>C.</strong> It disables PoE</li><li><strong>D.</strong> It prevents ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Stateful firewalls may drop traffic if return traffic follows a different path and session state is not seen.</p> </details> </article> <article class="card" data-week="6" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Thursday • Card 1 • Wireless and RF basics</div> <h3>Q141. While troubleshooting a Security Center client connection, which Wi-Fi band generally has better wall penetration?</h3> <ol class="options"><li><strong>A.</strong> 2.4 GHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> 6 GHz</li><li><strong>D.</strong> 60 GHz</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>2.4 GHz usually penetrates walls better, but has more interference and fewer non-overlapping channels.</p> </details> </article> <article class="card" data-week="6" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Thursday • Card 2 • Wireless and RF basics</div> <h3>Q142. During a jail CCTV network audit, which Wi-Fi band usually offers more channels and higher throughput than 2.4 GHz?</h3> <ol class="options"><li><strong>A.</strong> 900 MHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> AM radio</li><li><strong>D.</strong> Bluetooth only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>5 GHz usually has more available channels and higher throughput, but shorter range.</p> </details> </article> <article class="card" data-week="6" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Thursday • Card 3 • Wireless and RF basics</div> <h3>Q143. For an access control panel network, what is SSID?</h3> <ol class="options"><li><strong>A.</strong> A wireless network name</li><li><strong>B.</strong> A routing protocol</li><li><strong>C.</strong> A PoE class</li><li><strong>D.</strong> A firewall action</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SSID is the advertised or configured wireless network name.</p> </details> </article> <article class="card" data-week="6" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Thursday • Card 4 • Wireless and RF basics</div> <h3>Q144. When reviewing a county security electronics network, which security mode is stronger than WPA2-Personal when available?</h3> <ol class="options"><li><strong>A.</strong> WEP</li><li><strong>B.</strong> Open</li><li><strong>C.</strong> WPA3</li><li><strong>D.</strong> TKIP only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>WPA3 improves authentication and cryptographic protections over older modes.</p> </details> </article> <article class="card" data-week="6" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Thursday • Card 5 • Wireless and RF basics</div> <h3>Q145. During commissioning of Axis cameras into Genetec, what is roaming in Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Moving a client between access points</li><li><strong>B.</strong> Changing IP subnets manually</li><li><strong>C.</strong> Replacing antennas</li><li><strong>D.</strong> Turning off encryption</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Roaming occurs when a wireless client moves between APs while maintaining connectivity.</p> </details> </article> <article class="card" data-week="6" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Friday • Card 1 • Wireless and RF basics</div> <h3>Q146. For a remote video monitoring site, what does RSSI indicate?</h3> <ol class="options"><li><strong>A.</strong> Received signal strength</li><li><strong>B.</strong> Routing table size</li><li><strong>C.</strong> Camera frame rate</li><li><strong>D.</strong> Switch buffer size</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RSSI is a measure of received signal strength.</p> </details> </article> <article class="card" data-week="6" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Friday • Card 2 • Wireless and RF basics</div> <h3>Q147. When separating CCTV from the corporate LAN, why are wireless cameras often avoided for critical CCTV?</h3> <ol class="options"><li><strong>A.</strong> They cannot use IP</li><li><strong>B.</strong> Wireless links may be less predictable than wired links</li><li><strong>C.</strong> They cannot use DNS</li><li><strong>D.</strong> They require IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Wireless is vulnerable to interference, capacity limits, and RF design issues.</p> </details> </article> <article class="card" data-week="6" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Friday • Card 3 • Wireless and RF basics</div> <h3>Q148. During network cutover testing, which issue is caused by too many APs on the same channel?</h3> <ol class="options"><li><strong>A.</strong> Co-channel interference</li><li><strong>B.</strong> DNS recursion</li><li><strong>C.</strong> DHCP starvation only</li><li><strong>D.</strong> NTP drift</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Co-channel interference occurs when too many devices contend on the same channel.</p> </details> </article> <article class="card" data-week="6" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Friday • Card 4 • Wireless and RF basics</div> <h3>Q149. For a recorder-to-camera traffic path, what does a captive portal typically provide?</h3> <ol class="options"><li><strong>A.</strong> Web-based authentication or acceptance</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> OSPF adjacency</li><li><strong>D.</strong> Camera lens focus</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Captive portals intercept web traffic for login or terms acceptance.</p> </details> </article> <article class="card" data-week="6" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 6 • Friday • Card 5 • Wireless and RF basics</div> <h3>Q150. For a Genetec camera VLAN deployment, which design best supports mobile Genetec client devices over Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Strong coverage, capacity planning, and secure authentication</li><li><strong>B.</strong> One AP at maximum power</li><li><strong>C.</strong> Open Wi-Fi only</li><li><strong>D.</strong> Disable roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Mobile video clients need reliable coverage, adequate capacity, secure authentication, and controlled roaming.</p> </details> </article> <article class="card" data-week="7" data-day="Monday" data-topic="IP services"> <div class="meta">Week 7 • Monday • Card 1 • IP services</div> <h3>Q151. While troubleshooting a Security Center client connection, which protocol dynamically assigns IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DHCP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> SNMP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DHCP leases IP configuration such as address, mask, gateway, and DNS.</p> </details> </article> <article class="card" data-week="7" data-day="Monday" data-topic="IP services"> <div class="meta">Week 7 • Monday • Card 2 • IP services</div> <h3>Q152. During a jail CCTV network audit, which DHCP message does a client send first?</h3> <ol class="options"><li><strong>A.</strong> DISCOVER</li><li><strong>B.</strong> OFFER</li><li><strong>C.</strong> REQUEST</li><li><strong>D.</strong> ACK</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A DHCP client starts by broadcasting DHCPDISCOVER.</p> </details> </article> <article class="card" data-week="7" data-day="Monday" data-topic="IP services"> <div class="meta">Week 7 • Monday • Card 3 • IP services</div> <h3>Q153. For an access control panel network, what is the purpose of DHCP reservation?</h3> <ol class="options"><li><strong>A.</strong> Assigning a consistent IP to a known MAC address</li><li><strong>B.</strong> Encrypting DHCP</li><li><strong>C.</strong> Creating VLANs</li><li><strong>D.</strong> Blocking DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Reservations help keep devices such as cameras or servers at predictable addresses.</p> </details> </article> <article class="card" data-week="7" data-day="Monday" data-topic="IP services"> <div class="meta">Week 7 • Monday • Card 4 • IP services</div> <h3>Q154. When reviewing a county security electronics network, which service synchronizes time across network devices?</h3> <ol class="options"><li><strong>A.</strong> NTP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> FTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>NTP synchronizes clocks, which is critical for video evidence timelines and logs.</p> </details> </article> <article class="card" data-week="7" data-day="Monday" data-topic="IP services"> <div class="meta">Week 7 • Monday • Card 5 • IP services</div> <h3>Q155. During commissioning of Axis cameras into Genetec, which protocol is commonly used for device monitoring?</h3> <ol class="options"><li><strong>A.</strong> SNMP</li><li><strong>B.</strong> SMTP</li><li><strong>C.</strong> RDP</li><li><strong>D.</strong> RTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SNMP can monitor device status, interfaces, and alerts.</p> </details> </article> <article class="card" data-week="7" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 7 • Tuesday • Card 1 • IP services</div> <h3>Q156. For a remote video monitoring site, what does Syslog provide?</h3> <ol class="options"><li><strong>A.</strong> Centralized log messages</li><li><strong>B.</strong> IP address assignment</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Power delivery</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Syslog sends event messages to a centralized logging system.</p> </details> </article> <article class="card" data-week="7" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 7 • Tuesday • Card 2 • IP services</div> <h3>Q157. When separating CCTV from the corporate LAN, which protocol securely administers network devices by CLI?</h3> <ol class="options"><li><strong>A.</strong> Telnet</li><li><strong>B.</strong> SSH</li><li><strong>C.</strong> TFTP</li><li><strong>D.</strong> HTTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>SSH encrypts remote CLI access. Telnet is unencrypted.</p> </details> </article> <article class="card" data-week="7" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 7 • Tuesday • Card 3 • IP services</div> <h3>Q158. During network cutover testing, which protocol is commonly used to transfer configuration files but is not secure?</h3> <ol class="options"><li><strong>A.</strong> TFTP</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> SSH</li><li><strong>D.</strong> SCP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>TFTP is simple and unencrypted.</p> </details> </article> <article class="card" data-week="7" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 7 • Tuesday • Card 4 • IP services</div> <h3>Q159. For a recorder-to-camera traffic path, what is DNS A record used for?</h3> <ol class="options"><li><strong>A.</strong> Mapping a hostname to IPv4</li><li><strong>B.</strong> Mapping IP to MAC</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Setting PoE class</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An A record maps a hostname to an IPv4 address.</p> </details> </article> <article class="card" data-week="7" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 7 • Tuesday • Card 5 • IP services</div> <h3>Q160. For a Genetec camera VLAN deployment, why is accurate NTP important for Genetec systems?</h3> <ol class="options"><li><strong>A.</strong> It improves lens zoom</li><li><strong>B.</strong> It keeps video, access events, and audit logs aligned</li><li><strong>C.</strong> It increases PoE wattage</li><li><strong>D.</strong> It prevents all packet loss</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Accurate time keeps camera video, access control events, and audit logs correlated.</p> </details> </article> <article class="card" data-week="7" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Wednesday • Card 1 • Security fundamentals</div> <h3>Q161. While troubleshooting a Security Center client connection, what does AAA stand for?</h3> <ol class="options"><li><strong>A.</strong> Authentication, Authorization, Accounting</li><li><strong>B.</strong> Access, Allow, Audit</li><li><strong>C.</strong> Address, ARP, ACL</li><li><strong>D.</strong> Analyze, Alert, Archive</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>AAA identifies users, determines permissions, and records activity.</p> </details> </article> <article class="card" data-week="7" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Wednesday • Card 2 • Security fundamentals</div> <h3>Q162. During a jail CCTV network audit, which protocol provides centralized AAA for network devices?</h3> <ol class="options"><li><strong>A.</strong> RADIUS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RADIUS is commonly used for centralized authentication and authorization.</p> </details> </article> <article class="card" data-week="7" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Wednesday • Card 3 • Security fundamentals</div> <h3>Q163. For an access control panel network, what is the purpose of an ACL?</h3> <ol class="options"><li><strong>A.</strong> Filter traffic based on rules</li><li><strong>B.</strong> Assign DHCP leases</li><li><strong>C.</strong> Increase PoE</li><li><strong>D.</strong> Store video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Access control lists permit or deny traffic based on criteria such as IPs, ports, and protocols.</p> </details> </article> <article class="card" data-week="7" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Wednesday • Card 4 • Security fundamentals</div> <h3>Q164. When reviewing a county security electronics network, which management method is least secure?</h3> <ol class="options"><li><strong>A.</strong> SSH</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> Telnet</li><li><strong>D.</strong> SNMPv3</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Telnet sends credentials and traffic in clear text.</p> </details> </article> <article class="card" data-week="7" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Wednesday • Card 5 • Security fundamentals</div> <h3>Q165. During commissioning of Axis cameras into Genetec, which SNMP version supports authentication and encryption?</h3> <ol class="options"><li><strong>A.</strong> SNMPv1</li><li><strong>B.</strong> SNMPv2c</li><li><strong>C.</strong> SNMPv3</li><li><strong>D.</strong> All versions equally</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>SNMPv3 supports stronger authentication and privacy features.</p> </details> </article> <article class="card" data-week="7" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Thursday • Card 1 • Security fundamentals</div> <h3>Q166. For a remote video monitoring site, what is 802.1X used for?</h3> <ol class="options"><li><strong>A.</strong> Port-based network access control</li><li><strong>B.</strong> DNS forwarding</li><li><strong>C.</strong> Static routing</li><li><strong>D.</strong> PoE measurement</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>802.1X authenticates devices or users before granting network access.</p> </details> </article> <article class="card" data-week="7" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Thursday • Card 2 • Security fundamentals</div> <h3>Q167. When separating CCTV from the corporate LAN, what is a firewall zone?</h3> <ol class="options"><li><strong>A.</strong> A logical security area with policy controls</li><li><strong>B.</strong> A switch backplane</li><li><strong>C.</strong> A DHCP scope</li><li><strong>D.</strong> A Wi-Fi antenna pattern</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Zones group interfaces or networks so policies can control traffic between them.</p> </details> </article> <article class="card" data-week="7" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Thursday • Card 3 • Security fundamentals</div> <h3>Q168. During network cutover testing, why should camera default passwords be changed?</h3> <ol class="options"><li><strong>A.</strong> To improve image quality</li><li><strong>B.</strong> To prevent unauthorized access</li><li><strong>C.</strong> To increase FPS</li><li><strong>D.</strong> To enable ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Default credentials are widely known and create serious security risk.</p> </details> </article> <article class="card" data-week="7" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Thursday • Card 4 • Security fundamentals</div> <h3>Q169. For a recorder-to-camera traffic path, what is least privilege?</h3> <ol class="options"><li><strong>A.</strong> Giving only the permissions required</li><li><strong>B.</strong> Giving all users admin rights</li><li><strong>C.</strong> Disabling all logging</li><li><strong>D.</strong> Using only one password</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Least privilege reduces risk by limiting access to required functions only.</p> </details> </article> <article class="card" data-week="7" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 7 • Thursday • Card 5 • Security fundamentals</div> <h3>Q170. For a Genetec camera VLAN deployment, why segment access control panels from general user PCs?</h3> <ol class="options"><li><strong>A.</strong> To reduce security exposure and limit lateral movement</li><li><strong>B.</strong> To increase monitor resolution</li><li><strong>C.</strong> To eliminate DHCP</li><li><strong>D.</strong> To disable routing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Segmentation helps protect physical security systems from compromise on less trusted networks.</p> </details> </article> <article class="card" data-week="7" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 7 • Friday • Card 1 • NAT and WAN</div> <h3>Q171. While troubleshooting a Security Center client connection, what does NAT do?</h3> <ol class="options"><li><strong>A.</strong> Translates IP addresses</li><li><strong>B.</strong> Encrypts wireless</li><li><strong>C.</strong> Assigns VLANs</li><li><strong>D.</strong> Learns MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Network Address Translation changes source or destination IP information.</p> </details> </article> <article class="card" data-week="7" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 7 • Friday • Card 2 • NAT and WAN</div> <h3>Q172. During a jail CCTV network audit, what is PAT also called?</h3> <ol class="options"><li><strong>A.</strong> NAT overload</li><li><strong>B.</strong> Static routing</li><li><strong>C.</strong> DNS relay</li><li><strong>D.</strong> ARP proxy</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>PAT maps many internal hosts to one public IP using port numbers.</p> </details> </article> <article class="card" data-week="7" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 7 • Friday • Card 3 • NAT and WAN</div> <h3>Q173. For an access control panel network, which private address is commonly translated before Internet access?</h3> <ol class="options"><li><strong>A.</strong> 10.1.1.10</li><li><strong>B.</strong> 8.8.8.8</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 203.0.113.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>10.0.0.0/8 is private and typically translated for Internet access.</p> </details> </article> <article class="card" data-week="7" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 7 • Friday • Card 4 • NAT and WAN</div> <h3>Q174. When reviewing a county security electronics network, what is a site-to-site VPN commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Securely connecting two networks</li><li><strong>B.</strong> Powering cameras</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Replacing DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A site-to-site VPN securely connects networks across an untrusted transport.</p> </details> </article> <article class="card" data-week="7" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 7 • Friday • Card 5 • NAT and WAN</div> <h3>Q175. During commissioning of Axis cameras into Genetec, which protocol helps verify reachability across WAN links?</h3> <ol class="options"><li><strong>A.</strong> ICMP</li><li><strong>B.</strong> PoE</li><li><strong>C.</strong> LLDP</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>ICMP echo requests/replies are commonly used with ping.</p> </details> </article> <article class="card" data-week="8" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 8 • Monday • Card 1 • NAT and WAN</div> <h3>Q176. For a remote video monitoring site, what is split tunneling?</h3> <ol class="options"><li><strong>A.</strong> Sending some traffic through VPN and some directly</li><li><strong>B.</strong> Dividing a VLAN tag</li><li><strong>C.</strong> Splitting fiber strands</li><li><strong>D.</strong> Using two DHCP servers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Split tunneling routes selected traffic through a VPN while other traffic goes directly.</p> </details> </article> <article class="card" data-week="8" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 8 • Monday • Card 2 • NAT and WAN</div> <h3>Q177. When separating CCTV from the corporate LAN, why avoid exposing camera web interfaces directly to the Internet?</h3> <ol class="options"><li><strong>A.</strong> It increases attack surface</li><li><strong>B.</strong> It disables DNS</li><li><strong>C.</strong> It prevents recording</li><li><strong>D.</strong> It changes MTU</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Direct exposure increases risk from credential attacks and vulnerabilities.</p> </details> </article> <article class="card" data-week="8" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 8 • Monday • Card 3 • NAT and WAN</div> <h3>Q178. During network cutover testing, what is port forwarding?</h3> <ol class="options"><li><strong>A.</strong> Mapping an external port to an internal host/service</li><li><strong>B.</strong> Creating a VLAN</li><li><strong>C.</strong> Blocking ARP</li><li><strong>D.</strong> Learning MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port forwarding directs traffic received on a public IP/port to an internal IP/port.</p> </details> </article> <article class="card" data-week="8" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 8 • Monday • Card 4 • NAT and WAN</div> <h3>Q179. For a recorder-to-camera traffic path, which WAN issue most affects live video smoothness?</h3> <ol class="options"><li><strong>A.</strong> Latency, jitter, and packet loss</li><li><strong>B.</strong> Hostnames only</li><li><strong>C.</strong> Keyboard layout</li><li><strong>D.</strong> Cable color</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Video performance is affected by latency, jitter, packet loss, and available bandwidth.</p> </details> </article> <article class="card" data-week="8" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 8 • Monday • Card 5 • NAT and WAN</div> <h3>Q180. For a Genetec camera VLAN deployment, what is QoS used for over constrained WAN links?</h3> <ol class="options"><li><strong>A.</strong> Prioritizing important traffic</li><li><strong>B.</strong> Creating IP addresses</li><li><strong>C.</strong> Replacing firewalls</li><li><strong>D.</strong> Changing camera lens angle</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>QoS classifies and prioritizes traffic when bandwidth is limited.</p> </details> </article> <article class="card" data-week="8" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Tuesday • Card 1 • QoS and multicast video</div> <h3>Q181. While troubleshooting a Security Center client connection, what is multicast designed for?</h3> <ol class="options"><li><strong>A.</strong> One-to-many efficient traffic delivery</li><li><strong>B.</strong> Only one-to-one delivery</li><li><strong>C.</strong> Encrypting packets</li><li><strong>D.</strong> Assigning DHCP addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast efficiently sends one stream to multiple receivers.</p> </details> </article> <article class="card" data-week="8" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Tuesday • Card 2 • QoS and multicast video</div> <h3>Q182. During a jail CCTV network audit, which protocol lets hosts join IPv4 multicast groups?</h3> <ol class="options"><li><strong>A.</strong> IGMP</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DNS</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP is used by hosts and switches/routers for IPv4 multicast group membership.</p> </details> </article> <article class="card" data-week="8" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Tuesday • Card 3 • QoS and multicast video</div> <h3>Q183. For an access control panel network, what does IGMP snooping do on a switch?</h3> <ol class="options"><li><strong>A.</strong> Limits multicast flooding by tracking group membership</li><li><strong>B.</strong> Encrypts multicast</li><li><strong>C.</strong> Assigns multicast IPs</li><li><strong>D.</strong> Blocks all video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping helps switches forward multicast only to interested ports.</p> </details> </article> <article class="card" data-week="8" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Tuesday • Card 4 • QoS and multicast video</div> <h3>Q184. When reviewing a county security electronics network, which IPv4 range is multicast?</h3> <ol class="options"><li><strong>A.</strong> 224.0.0.0/4</li><li><strong>B.</strong> 10.0.0.0/8</li><li><strong>C.</strong> 172.16.0.0/12</li><li><strong>D.</strong> 192.168.0.0/16</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IPv4 multicast uses 224.0.0.0 through 239.255.255.255.</p> </details> </article> <article class="card" data-week="8" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Tuesday • Card 5 • QoS and multicast video</div> <h3>Q185. During commissioning of Axis cameras into Genetec, what does QoS classification do?</h3> <ol class="options"><li><strong>A.</strong> Identifies traffic for policy treatment</li><li><strong>B.</strong> Creates a subnet</li><li><strong>C.</strong> Changes MAC addresses</li><li><strong>D.</strong> Erases logs</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Classification identifies traffic types so QoS policies can mark, queue, or police them.</p> </details> </article> <article class="card" data-week="8" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Wednesday • Card 1 • QoS and multicast video</div> <h3>Q186. For a remote video monitoring site, what is DSCP?</h3> <ol class="options"><li><strong>A.</strong> A Layer 3 QoS marking field</li><li><strong>B.</strong> A switch port mode</li><li><strong>C.</strong> A wireless SSID</li><li><strong>D.</strong> A DHCP option</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DSCP marks packets for differentiated QoS treatment.</p> </details> </article> <article class="card" data-week="8" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Wednesday • Card 2 • QoS and multicast video</div> <h3>Q187. When separating CCTV from the corporate LAN, why can video surveillance traffic need QoS?</h3> <ol class="options"><li><strong>A.</strong> Video can be bandwidth-intensive and delay-sensitive</li><li><strong>B.</strong> Video cannot use IP</li><li><strong>C.</strong> Video disables VLANs</li><li><strong>D.</strong> Video requires Telnet</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Live viewing and control traffic may need priority when links are congested.</p> </details> </article> <article class="card" data-week="8" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Wednesday • Card 3 • QoS and multicast video</div> <h3>Q188. During network cutover testing, what is jitter?</h3> <ol class="options"><li><strong>A.</strong> Variation in packet delay</li><li><strong>B.</strong> Static IP assignment</li><li><strong>C.</strong> MAC address aging</li><li><strong>D.</strong> A VLAN mismatch</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Jitter is inconsistent packet delay, which can affect real-time video and audio.</p> </details> </article> <article class="card" data-week="8" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Wednesday • Card 4 • QoS and multicast video</div> <h3>Q189. For a recorder-to-camera traffic path, what should be enabled to prevent multicast flooding in a camera VLAN?</h3> <ol class="options"><li><strong>A.</strong> IGMP snooping</li><li><strong>B.</strong> Telnet</li><li><strong>C.</strong> PortFast disablement</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping reduces unnecessary multicast flooding within a VLAN.</p> </details> </article> <article class="card" data-week="8" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 8 • Wednesday • Card 5 • QoS and multicast video</div> <h3>Q190. For a Genetec camera VLAN deployment, which traffic is often best kept unicast unless multicast is designed properly?</h3> <ol class="options"><li><strong>A.</strong> Camera video streams</li><li><strong>B.</strong> NTP queries</li><li><strong>C.</strong> ARP replies</li><li><strong>D.</strong> DHCP offers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast video needs proper IGMP and routing design. Without it, unicast is often simpler and safer.</p> </details> </article> <article class="card" data-week="8" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Thursday • Card 1 • Automation and programmability</div> <h3>Q191. While troubleshooting a Security Center client connection, which data format is commonly used by REST APIs?</h3> <ol class="options"><li><strong>A.</strong> JSON</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>JSON is widely used to exchange structured data in REST APIs.</p> </details> </article> <article class="card" data-week="8" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Thursday • Card 2 • Automation and programmability</div> <h3>Q192. During a jail CCTV network audit, what does REST commonly use as its transport/application protocol?</h3> <ol class="options"><li><strong>A.</strong> HTTP/HTTPS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP only</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RESTful APIs commonly use HTTP or HTTPS methods.</p> </details> </article> <article class="card" data-week="8" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Thursday • Card 3 • Automation and programmability</div> <h3>Q193. For an access control panel network, which HTTP method is commonly used to retrieve information?</h3> <ol class="options"><li><strong>A.</strong> GET</li><li><strong>B.</strong> POST</li><li><strong>C.</strong> PUT</li><li><strong>D.</strong> DELETE</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>GET retrieves a resource without changing it.</p> </details> </article> <article class="card" data-week="8" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Thursday • Card 4 • Automation and programmability</div> <h3>Q194. When reviewing a county security electronics network, which HTTP method is commonly used to create a new object?</h3> <ol class="options"><li><strong>A.</strong> POST</li><li><strong>B.</strong> GET</li><li><strong>C.</strong> PING</li><li><strong>D.</strong> TRACEPATH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>POST is commonly used to submit data or create resources.</p> </details> </article> <article class="card" data-week="8" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Thursday • Card 5 • Automation and programmability</div> <h3>Q195. During commissioning of Axis cameras into Genetec, what is an API token used for?</h3> <ol class="options"><li><strong>A.</strong> Authentication/authorization to an API</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Fiber splicing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>API tokens are used to authenticate and authorize API requests.</p> </details> </article> <article class="card" data-week="8" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Friday • Card 1 • Automation and programmability</div> <h3>Q196. For a remote video monitoring site, which tool is often used for API testing from a workstation?</h3> <ol class="options"><li><strong>A.</strong> Postman</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> DHCP relay</li><li><strong>D.</strong> LLDP-MED</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Postman is commonly used for testing REST APIs.</p> </details> </article> <article class="card" data-week="8" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Friday • Card 2 • Automation and programmability</div> <h3>Q197. When separating CCTV from the corporate LAN, what is idempotency?</h3> <ol class="options"><li><strong>A.</strong> Repeating an operation gives the same result</li><li><strong>B.</strong> Traffic is encrypted</li><li><strong>C.</strong> A port is trunking</li><li><strong>D.</strong> A camera is recording</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An idempotent operation can be repeated without changing the result beyond the first application.</p> </details> </article> <article class="card" data-week="8" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Friday • Card 3 • Automation and programmability</div> <h3>Q198. During network cutover testing, why is network automation useful for security systems?</h3> <ol class="options"><li><strong>A.</strong> It reduces repetitive configuration errors</li><li><strong>B.</strong> It removes need for IP addresses</li><li><strong>C.</strong> It prevents all outages</li><li><strong>D.</strong> It replaces physical cabling</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Automation improves consistency, speeds changes, and reduces manual mistakes.</p> </details> </article> <article class="card" data-week="8" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Friday • Card 4 • Automation and programmability</div> <h3>Q199. For a recorder-to-camera traffic path, which file format is commonly used for network automation variables?</h3> <ol class="options"><li><strong>A.</strong> YAML</li><li><strong>B.</strong> JPEG</li><li><strong>C.</strong> MP3</li><li><strong>D.</strong> BMP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>YAML is frequently used for human-readable configuration data.</p> </details> </article> <article class="card" data-week="8" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 8 • Friday • Card 5 • Automation and programmability</div> <h3>Q200. For a Genetec camera VLAN deployment, what is Git used for?</h3> <ol class="options"><li><strong>A.</strong> Version control</li><li><strong>B.</strong> Packet switching</li><li><strong>C.</strong> PoE delivery</li><li><strong>D.</strong> Wireless roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Git tracks changes to files such as scripts, templates, and configurations.</p> </details> </article> <article class="card" data-week="9" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Monday • Card 1 • Networking fundamentals</div> <h3>Q201. During a jail CCTV network audit, which OSI layer is responsible for logical IP addressing?</h3> <ol class="options"><li><strong>A.</strong> Layer 2</li><li><strong>B.</strong> Layer 3</li><li><strong>C.</strong> Layer 4</li><li><strong>D.</strong> Layer 7</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Layer 3, the Network layer, provides logical addressing and routing using IP. This is where video clients, cameras, and servers are routed between subnets.</p> </details> </article> <article class="card" data-week="9" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Monday • Card 2 • Networking fundamentals</div> <h3>Q202. For an access control panel network, which device primarily separates broadcast domains?</h3> <ol class="options"><li><strong>A.</strong> Switch</li><li><strong>B.</strong> Hub</li><li><strong>C.</strong> Router</li><li><strong>D.</strong> Patch panel</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Routers and Layer 3 switches separate broadcast domains. This matters when separating camera VLANs, access control VLANs, and corporate LANs.</p> </details> </article> <article class="card" data-week="9" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Monday • Card 3 • Networking fundamentals</div> <h3>Q203. When reviewing a county security electronics network, what is the purpose of a default gateway?</h3> <ol class="options"><li><strong>A.</strong> Encrypt traffic</li><li><strong>B.</strong> Forward traffic outside the local subnet</li><li><strong>C.</strong> Assign VLAN IDs</li><li><strong>D.</strong> Convert fiber to copper</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A host sends traffic to its default gateway when the destination is outside the local subnet.</p> </details> </article> <article class="card" data-week="9" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Monday • Card 4 • Networking fundamentals</div> <h3>Q204. During commissioning of Axis cameras into Genetec, which protocol resolves an IPv4 address to a MAC address?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>ARP maps IPv4 addresses to MAC addresses on the local network.</p> </details> </article> <article class="card" data-week="9" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Monday • Card 5 • Networking fundamentals</div> <h3>Q205. For a remote video monitoring site, which value identifies a VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> DSCP</li><li><strong>B.</strong> VLAN ID</li><li><strong>C.</strong> MAC address</li><li><strong>D.</strong> TCP port</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>802.1Q inserts a VLAN tag that includes the VLAN ID.</p> </details> </article> <article class="card" data-week="9" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Tuesday • Card 1 • Networking fundamentals</div> <h3>Q206. When separating CCTV from the corporate LAN, what does MTU define?</h3> <ol class="options"><li><strong>A.</strong> Maximum frame count per second</li><li><strong>B.</strong> Maximum transmission unit size</li><li><strong>C.</strong> Minimum trunk utilization</li><li><strong>D.</strong> MAC table update time</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>MTU is the largest packet/frame payload size supported without fragmentation.</p> </details> </article> <article class="card" data-week="9" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Tuesday • Card 2 • Networking fundamentals</div> <h3>Q207. During network cutover testing, which address is a private IPv4 address?</h3> <ol class="options"><li><strong>A.</strong> 8.8.8.8</li><li><strong>B.</strong> 172.16.5.10</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 224.0.0.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>172.16.0.0/12 is private IPv4 space.</p> </details> </article> <article class="card" data-week="9" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Tuesday • Card 3 • Networking fundamentals</div> <h3>Q208. For a recorder-to-camera traffic path, which address is link-local IPv4?</h3> <ol class="options"><li><strong>A.</strong> 169.254.10.20</li><li><strong>B.</strong> 10.10.10.20</li><li><strong>C.</strong> 192.168.1.20</li><li><strong>D.</strong> 172.20.1.20</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>169.254.0.0/16 is APIPA/link-local addressing used when DHCP fails.</p> </details> </article> <article class="card" data-week="9" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Tuesday • Card 4 • Networking fundamentals</div> <h3>Q209. For a Genetec camera VLAN deployment, which protocol translates hostnames to IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> SNMP</li><li><strong>C.</strong> RTP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DNS resolves names such as servers or cloud services to IP addresses.</p> </details> </article> <article class="card" data-week="9" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 9 • Tuesday • Card 5 • Networking fundamentals</div> <h3>Q210. While troubleshooting a Security Center client connection, which transport protocol is connection-oriented?</h3> <ol class="options"><li><strong>A.</strong> UDP</li><li><strong>B.</strong> TCP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>TCP uses sessions, acknowledgements, and retransmission.</p> </details> </article> <article class="card" data-week="9" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Wednesday • Card 1 • Subnetting and addressing</div> <h3>Q211. During a jail CCTV network audit, how many usable IPv4 host addresses are in a /24 subnet?</h3> <ol class="options"><li><strong>A.</strong> 254</li><li><strong>B.</strong> 255</li><li><strong>C.</strong> 256</li><li><strong>D.</strong> 510</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /24 has 256 total addresses; network and broadcast are not usable for hosts.</p> </details> </article> <article class="card" data-week="9" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Wednesday • Card 2 • Subnetting and addressing</div> <h3>Q212. For an access control panel network, what subnet mask matches /26?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.255.128</li><li><strong>C.</strong> 255.255.255.192</li><li><strong>D.</strong> 255.255.255.224</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>/26 equals 255.255.255.192 and provides 62 usable host addresses.</p> </details> </article> <article class="card" data-week="9" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Wednesday • Card 3 • Subnetting and addressing</div> <h3>Q213. When reviewing a county security electronics network, which subnet contains host 10.10.5.77/26?</h3> <ol class="options"><li><strong>A.</strong> 10.10.5.0/26</li><li><strong>B.</strong> 10.10.5.64/26</li><li><strong>C.</strong> 10.10.5.128/26</li><li><strong>D.</strong> 10.10.5.192/26</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/26 subnets increment by 64. Address .77 belongs to 10.10.5.64/26.</p> </details> </article> <article class="card" data-week="9" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Wednesday • Card 4 • Subnetting and addressing</div> <h3>Q214. During commissioning of Axis cameras into Genetec, what is the broadcast address for 192.168.20.32/27?</h3> <ol class="options"><li><strong>A.</strong> 192.168.20.31</li><li><strong>B.</strong> 192.168.20.63</li><li><strong>C.</strong> 192.168.20.64</li><li><strong>D.</strong> 192.168.20.95</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/27 increments by 32. The .32 subnet ends at .63.</p> </details> </article> <article class="card" data-week="9" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Wednesday • Card 5 • Subnetting and addressing</div> <h3>Q215. For a remote video monitoring site, how many usable hosts are available in a /30?</h3> <ol class="options"><li><strong>A.</strong> 2</li><li><strong>B.</strong> 4</li><li><strong>C.</strong> 6</li><li><strong>D.</strong> 14</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /30 has four total addresses and two usable host addresses, common for point-to-point links.</p> </details> </article> <article class="card" data-week="9" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Thursday • Card 1 • Subnetting and addressing</div> <h3>Q216. When separating CCTV from the corporate LAN, which prefix gives approximately 14 usable host addresses?</h3> <ol class="options"><li><strong>A.</strong> /28</li><li><strong>B.</strong> /27</li><li><strong>C.</strong> /26</li><li><strong>D.</strong> /25</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>/28 provides 16 total addresses and 14 usable host addresses.</p> </details> </article> <article class="card" data-week="9" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Thursday • Card 2 • Subnetting and addressing</div> <h3>Q217. During network cutover testing, what does CIDR notation /23 represent?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.254.0</li><li><strong>C.</strong> 255.255.252.0</li><li><strong>D.</strong> 255.255.248.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/23 corresponds to 255.255.254.0.</p> </details> </article> <article class="card" data-week="9" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Thursday • Card 3 • Subnetting and addressing</div> <h3>Q218. For a recorder-to-camera traffic path, which range is private IPv4?</h3> <ol class="options"><li><strong>A.</strong> 192.0.2.0/24</li><li><strong>B.</strong> 192.168.0.0/16</li><li><strong>C.</strong> 198.51.100.0/24</li><li><strong>D.</strong> 203.0.113.0/24</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>192.168.0.0/16 is private. The other ranges are documentation/test networks.</p> </details> </article> <article class="card" data-week="9" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Thursday • Card 4 • Subnetting and addressing</div> <h3>Q219. For a Genetec camera VLAN deployment, what is the network address of 172.20.14.199/24?</h3> <ol class="options"><li><strong>A.</strong> 172.20.14.0</li><li><strong>B.</strong> 172.20.14.199</li><li><strong>C.</strong> 172.20.14.255</li><li><strong>D.</strong> 172.20.0.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>With /24, the first three octets define the network.</p> </details> </article> <article class="card" data-week="9" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 9 • Thursday • Card 5 • Subnetting and addressing</div> <h3>Q220. While troubleshooting a Security Center client connection, why should camera IP plans avoid overlapping subnets?</h3> <ol class="options"><li><strong>A.</strong> It disables PoE</li><li><strong>B.</strong> Routing becomes ambiguous</li><li><strong>C.</strong> DNS stops working</li><li><strong>D.</strong> NTP cannot synchronize</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Overlapping subnets can cause routing ambiguity and difficult troubleshooting between camera, server, and client networks.</p> </details> </article> <article class="card" data-week="9" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 9 • Friday • Card 1 • Switching and VLANs</div> <h3>Q221. During a jail CCTV network audit, which switch port mode carries multiple VLANs?</h3> <ol class="options"><li><strong>A.</strong> Access</li><li><strong>B.</strong> Trunk</li><li><strong>C.</strong> Shutdown</li><li><strong>D.</strong> Loopback</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A trunk carries traffic for multiple VLANs using tagging, usually 802.1Q.</p> </details> </article> <article class="card" data-week="9" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 9 • Friday • Card 2 • Switching and VLANs</div> <h3>Q222. For an access control panel network, which switch port mode should normally be used for a single IP camera?</h3> <ol class="options"><li><strong>A.</strong> Trunk</li><li><strong>B.</strong> Access</li><li><strong>C.</strong> Routed</li><li><strong>D.</strong> Monitor</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A single camera usually belongs to one VLAN, so an access port is appropriate.</p> </details> </article> <article class="card" data-week="9" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 9 • Friday • Card 3 • Switching and VLANs</div> <h3>Q223. When reviewing a county security electronics network, what is the native VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> The VLAN carried untagged</li><li><strong>B.</strong> The voice VLAN only</li><li><strong>C.</strong> The management VLAN only</li><li><strong>D.</strong> The disabled VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>The native VLAN is sent untagged across an 802.1Q trunk.</p> </details> </article> <article class="card" data-week="9" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 9 • Friday • Card 4 • Switching and VLANs</div> <h3>Q224. During commissioning of Axis cameras into Genetec, what problem does STP help prevent?</h3> <ol class="options"><li><strong>A.</strong> IP address exhaustion</li><li><strong>B.</strong> Layer 2 loops</li><li><strong>C.</strong> DNS poisoning</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Spanning Tree Protocol blocks redundant paths to prevent Layer 2 loops.</p> </details> </article> <article class="card" data-week="9" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 9 • Friday • Card 5 • Switching and VLANs</div> <h3>Q225. For a remote video monitoring site, what does a switch use to forward frames?</h3> <ol class="options"><li><strong>A.</strong> ARP table</li><li><strong>B.</strong> MAC address table</li><li><strong>C.</strong> Routing table</li><li><strong>D.</strong> DNS cache</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Switches forward frames based on destination MAC addresses learned in the MAC table.</p> </details> </article> <article class="card" data-week="10" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 10 • Monday • Card 1 • Switching and VLANs</div> <h3>Q226. When separating CCTV from the corporate LAN, which command commonly verifies VLAN membership on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show vlan brief</li><li><strong>B.</strong> show ip route</li><li><strong>C.</strong> show clock</li><li><strong>D.</strong> show arp vrf</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show vlan brief displays VLANs and assigned access ports.</p> </details> </article> <article class="card" data-week="10" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 10 • Monday • Card 2 • Switching and VLANs</div> <h3>Q227. During network cutover testing, what happens when a switch receives an unknown unicast frame?</h3> <ol class="options"><li><strong>A.</strong> It drops it always</li><li><strong>B.</strong> It floods within the VLAN</li><li><strong>C.</strong> It sends it to the router only</li><li><strong>D.</strong> It converts it to multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Unknown unicast frames are flooded within the same VLAN.</p> </details> </article> <article class="card" data-week="10" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 10 • Monday • Card 3 • Switching and VLANs</div> <h3>Q228. For a recorder-to-camera traffic path, why place cameras in a dedicated VLAN?</h3> <ol class="options"><li><strong>A.</strong> To increase pixel resolution</li><li><strong>B.</strong> To reduce broadcast scope and improve security</li><li><strong>C.</strong> To remove the need for DNS</li><li><strong>D.</strong> To disable multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A camera VLAN limits broadcast traffic and improves segmentation and security.</p> </details> </article> <article class="card" data-week="10" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 10 • Monday • Card 4 • Switching and VLANs</div> <h3>Q229. For a Genetec camera VLAN deployment, what is port security commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Limiting MAC addresses on a switch port</li><li><strong>B.</strong> Encrypting routing updates</li><li><strong>C.</strong> Creating VLAN trunks</li><li><strong>D.</strong> Assigning IPv6 addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port security can restrict which MAC addresses are allowed on an access port.</p> </details> </article> <article class="card" data-week="10" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 10 • Monday • Card 5 • Switching and VLANs</div> <h3>Q230. While troubleshooting a Security Center client connection, what is a switched virtual interface, or SVI?</h3> <ol class="options"><li><strong>A.</strong> A logical Layer 3 interface for a VLAN</li><li><strong>B.</strong> A physical fiber port</li><li><strong>C.</strong> A DNS record</li><li><strong>D.</strong> A PoE injector</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An SVI provides Layer 3 gateway functionality for a VLAN on a multilayer switch.</p> </details> </article> <article class="card" data-week="10" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 10 • Tuesday • Card 1 • Routing</div> <h3>Q231. During a jail CCTV network audit, which route is used when no more specific route matches?</h3> <ol class="options"><li><strong>A.</strong> Connected route</li><li><strong>B.</strong> Default route</li><li><strong>C.</strong> Host route</li><li><strong>D.</strong> Summary route</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A default route, often 0.0.0.0/0, is used when no better match exists.</p> </details> </article> <article class="card" data-week="10" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 10 • Tuesday • Card 2 • Routing</div> <h3>Q232. For an access control panel network, what is administrative distance used for?</h3> <ol class="options"><li><strong>A.</strong> Choosing between routing sources</li><li><strong>B.</strong> Setting switch speed</li><li><strong>C.</strong> Assigning VLAN numbers</li><li><strong>D.</strong> Encrypting packets</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Administrative distance ranks route sources when multiple protocols advertise the same destination.</p> </details> </article> <article class="card" data-week="10" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 10 • Tuesday • Card 3 • Routing</div> <h3>Q233. When reviewing a county security electronics network, which route type is automatically created when an interface has an IP address and is up?</h3> <ol class="options"><li><strong>A.</strong> Static</li><li><strong>B.</strong> Connected</li><li><strong>C.</strong> BGP</li><li><strong>D.</strong> Default</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Connected routes appear automatically for active interfaces with IP addressing.</p> </details> </article> <article class="card" data-week="10" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 10 • Tuesday • Card 4 • Routing</div> <h3>Q234. During commissioning of Axis cameras into Genetec, what does longest prefix match mean?</h3> <ol class="options"><li><strong>A.</strong> The route with the largest metric wins</li><li><strong>B.</strong> The most specific matching route is chosen</li><li><strong>C.</strong> The oldest route is chosen</li><li><strong>D.</strong> The default route always wins</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Routers choose the most specific route that matches the destination IP.</p> </details> </article> <article class="card" data-week="10" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 10 • Tuesday • Card 5 • Routing</div> <h3>Q235. For a remote video monitoring site, which command commonly displays the IPv4 routing table on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show ip route</li><li><strong>B.</strong> show vlan</li><li><strong>C.</strong> show mac address-table</li><li><strong>D.</strong> show power inline</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show ip route displays learned and configured IPv4 routes.</p> </details> </article> <article class="card" data-week="10" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 10 • Wednesday • Card 1 • Routing</div> <h3>Q236. When separating CCTV from the corporate LAN, which protocol is an interior gateway protocol?</h3> <ol class="options"><li><strong>A.</strong> OSPF</li><li><strong>B.</strong> HTTP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>OSPF is an IGP used for dynamic routing inside an organization.</p> </details> </article> <article class="card" data-week="10" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 10 • Wednesday • Card 2 • Routing</div> <h3>Q237. During network cutover testing, what is a static route?</h3> <ol class="options"><li><strong>A.</strong> A manually configured route</li><li><strong>B.</strong> A DHCP lease</li><li><strong>C.</strong> A VLAN tag</li><li><strong>D.</strong> A DNS alias</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Static routes are manually entered and do not dynamically adapt unless tracking is configured.</p> </details> </article> <article class="card" data-week="10" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 10 • Wednesday • Card 3 • Routing</div> <h3>Q238. For a recorder-to-camera traffic path, what is a next-hop IP address?</h3> <ol class="options"><li><strong>A.</strong> The destination host</li><li><strong>B.</strong> The neighboring router to forward traffic to</li><li><strong>C.</strong> The DNS server</li><li><strong>D.</strong> The DHCP server</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>The next hop is the router address used to reach a destination network.</p> </details> </article> <article class="card" data-week="10" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 10 • Wednesday • Card 4 • Routing</div> <h3>Q239. For a Genetec camera VLAN deployment, what is route summarization?</h3> <ol class="options"><li><strong>A.</strong> Combining multiple networks into a shorter prefix</li><li><strong>B.</strong> Encrypting routes</li><li><strong>C.</strong> Removing VLAN tags</li><li><strong>D.</strong> Converting IPv4 to IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Summarization advertises multiple contiguous networks as one route to reduce table size.</p> </details> </article> <article class="card" data-week="10" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 10 • Wednesday • Card 5 • Routing</div> <h3>Q240. While troubleshooting a Security Center client connection, why is asymmetric routing sometimes a problem for security systems?</h3> <ol class="options"><li><strong>A.</strong> It changes camera resolution</li><li><strong>B.</strong> Firewalls may see only one side of a session</li><li><strong>C.</strong> It disables PoE</li><li><strong>D.</strong> It prevents ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Stateful firewalls may drop traffic if return traffic follows a different path and session state is not seen.</p> </details> </article> <article class="card" data-week="10" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Thursday • Card 1 • Wireless and RF basics</div> <h3>Q241. During a jail CCTV network audit, which Wi-Fi band generally has better wall penetration?</h3> <ol class="options"><li><strong>A.</strong> 2.4 GHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> 6 GHz</li><li><strong>D.</strong> 60 GHz</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>2.4 GHz usually penetrates walls better, but has more interference and fewer non-overlapping channels.</p> </details> </article> <article class="card" data-week="10" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Thursday • Card 2 • Wireless and RF basics</div> <h3>Q242. For an access control panel network, which Wi-Fi band usually offers more channels and higher throughput than 2.4 GHz?</h3> <ol class="options"><li><strong>A.</strong> 900 MHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> AM radio</li><li><strong>D.</strong> Bluetooth only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>5 GHz usually has more available channels and higher throughput, but shorter range.</p> </details> </article> <article class="card" data-week="10" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Thursday • Card 3 • Wireless and RF basics</div> <h3>Q243. When reviewing a county security electronics network, what is SSID?</h3> <ol class="options"><li><strong>A.</strong> A wireless network name</li><li><strong>B.</strong> A routing protocol</li><li><strong>C.</strong> A PoE class</li><li><strong>D.</strong> A firewall action</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SSID is the advertised or configured wireless network name.</p> </details> </article> <article class="card" data-week="10" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Thursday • Card 4 • Wireless and RF basics</div> <h3>Q244. During commissioning of Axis cameras into Genetec, which security mode is stronger than WPA2-Personal when available?</h3> <ol class="options"><li><strong>A.</strong> WEP</li><li><strong>B.</strong> Open</li><li><strong>C.</strong> WPA3</li><li><strong>D.</strong> TKIP only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>WPA3 improves authentication and cryptographic protections over older modes.</p> </details> </article> <article class="card" data-week="10" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Thursday • Card 5 • Wireless and RF basics</div> <h3>Q245. For a remote video monitoring site, what is roaming in Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Moving a client between access points</li><li><strong>B.</strong> Changing IP subnets manually</li><li><strong>C.</strong> Replacing antennas</li><li><strong>D.</strong> Turning off encryption</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Roaming occurs when a wireless client moves between APs while maintaining connectivity.</p> </details> </article> <article class="card" data-week="10" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Friday • Card 1 • Wireless and RF basics</div> <h3>Q246. When separating CCTV from the corporate LAN, what does RSSI indicate?</h3> <ol class="options"><li><strong>A.</strong> Received signal strength</li><li><strong>B.</strong> Routing table size</li><li><strong>C.</strong> Camera frame rate</li><li><strong>D.</strong> Switch buffer size</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RSSI is a measure of received signal strength.</p> </details> </article> <article class="card" data-week="10" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Friday • Card 2 • Wireless and RF basics</div> <h3>Q247. During network cutover testing, why are wireless cameras often avoided for critical CCTV?</h3> <ol class="options"><li><strong>A.</strong> They cannot use IP</li><li><strong>B.</strong> Wireless links may be less predictable than wired links</li><li><strong>C.</strong> They cannot use DNS</li><li><strong>D.</strong> They require IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Wireless is vulnerable to interference, capacity limits, and RF design issues.</p> </details> </article> <article class="card" data-week="10" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Friday • Card 3 • Wireless and RF basics</div> <h3>Q248. For a recorder-to-camera traffic path, which issue is caused by too many APs on the same channel?</h3> <ol class="options"><li><strong>A.</strong> Co-channel interference</li><li><strong>B.</strong> DNS recursion</li><li><strong>C.</strong> DHCP starvation only</li><li><strong>D.</strong> NTP drift</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Co-channel interference occurs when too many devices contend on the same channel.</p> </details> </article> <article class="card" data-week="10" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Friday • Card 4 • Wireless and RF basics</div> <h3>Q249. For a Genetec camera VLAN deployment, what does a captive portal typically provide?</h3> <ol class="options"><li><strong>A.</strong> Web-based authentication or acceptance</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> OSPF adjacency</li><li><strong>D.</strong> Camera lens focus</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Captive portals intercept web traffic for login or terms acceptance.</p> </details> </article> <article class="card" data-week="10" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 10 • Friday • Card 5 • Wireless and RF basics</div> <h3>Q250. While troubleshooting a Security Center client connection, which design best supports mobile Genetec client devices over Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Strong coverage, capacity planning, and secure authentication</li><li><strong>B.</strong> One AP at maximum power</li><li><strong>C.</strong> Open Wi-Fi only</li><li><strong>D.</strong> Disable roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Mobile video clients need reliable coverage, adequate capacity, secure authentication, and controlled roaming.</p> </details> </article> <article class="card" data-week="11" data-day="Monday" data-topic="IP services"> <div class="meta">Week 11 • Monday • Card 1 • IP services</div> <h3>Q251. During a jail CCTV network audit, which protocol dynamically assigns IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DHCP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> SNMP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DHCP leases IP configuration such as address, mask, gateway, and DNS.</p> </details> </article> <article class="card" data-week="11" data-day="Monday" data-topic="IP services"> <div class="meta">Week 11 • Monday • Card 2 • IP services</div> <h3>Q252. For an access control panel network, which DHCP message does a client send first?</h3> <ol class="options"><li><strong>A.</strong> DISCOVER</li><li><strong>B.</strong> OFFER</li><li><strong>C.</strong> REQUEST</li><li><strong>D.</strong> ACK</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A DHCP client starts by broadcasting DHCPDISCOVER.</p> </details> </article> <article class="card" data-week="11" data-day="Monday" data-topic="IP services"> <div class="meta">Week 11 • Monday • Card 3 • IP services</div> <h3>Q253. When reviewing a county security electronics network, what is the purpose of DHCP reservation?</h3> <ol class="options"><li><strong>A.</strong> Assigning a consistent IP to a known MAC address</li><li><strong>B.</strong> Encrypting DHCP</li><li><strong>C.</strong> Creating VLANs</li><li><strong>D.</strong> Blocking DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Reservations help keep devices such as cameras or servers at predictable addresses.</p> </details> </article> <article class="card" data-week="11" data-day="Monday" data-topic="IP services"> <div class="meta">Week 11 • Monday • Card 4 • IP services</div> <h3>Q254. During commissioning of Axis cameras into Genetec, which service synchronizes time across network devices?</h3> <ol class="options"><li><strong>A.</strong> NTP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> FTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>NTP synchronizes clocks, which is critical for video evidence timelines and logs.</p> </details> </article> <article class="card" data-week="11" data-day="Monday" data-topic="IP services"> <div class="meta">Week 11 • Monday • Card 5 • IP services</div> <h3>Q255. For a remote video monitoring site, which protocol is commonly used for device monitoring?</h3> <ol class="options"><li><strong>A.</strong> SNMP</li><li><strong>B.</strong> SMTP</li><li><strong>C.</strong> RDP</li><li><strong>D.</strong> RTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SNMP can monitor device status, interfaces, and alerts.</p> </details> </article> <article class="card" data-week="11" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 11 • Tuesday • Card 1 • IP services</div> <h3>Q256. When separating CCTV from the corporate LAN, what does Syslog provide?</h3> <ol class="options"><li><strong>A.</strong> Centralized log messages</li><li><strong>B.</strong> IP address assignment</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Power delivery</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Syslog sends event messages to a centralized logging system.</p> </details> </article> <article class="card" data-week="11" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 11 • Tuesday • Card 2 • IP services</div> <h3>Q257. During network cutover testing, which protocol securely administers network devices by CLI?</h3> <ol class="options"><li><strong>A.</strong> Telnet</li><li><strong>B.</strong> SSH</li><li><strong>C.</strong> TFTP</li><li><strong>D.</strong> HTTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>SSH encrypts remote CLI access. Telnet is unencrypted.</p> </details> </article> <article class="card" data-week="11" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 11 • Tuesday • Card 3 • IP services</div> <h3>Q258. For a recorder-to-camera traffic path, which protocol is commonly used to transfer configuration files but is not secure?</h3> <ol class="options"><li><strong>A.</strong> TFTP</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> SSH</li><li><strong>D.</strong> SCP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>TFTP is simple and unencrypted.</p> </details> </article> <article class="card" data-week="11" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 11 • Tuesday • Card 4 • IP services</div> <h3>Q259. For a Genetec camera VLAN deployment, what is DNS A record used for?</h3> <ol class="options"><li><strong>A.</strong> Mapping a hostname to IPv4</li><li><strong>B.</strong> Mapping IP to MAC</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Setting PoE class</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An A record maps a hostname to an IPv4 address.</p> </details> </article> <article class="card" data-week="11" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 11 • Tuesday • Card 5 • IP services</div> <h3>Q260. While troubleshooting a Security Center client connection, why is accurate NTP important for Genetec systems?</h3> <ol class="options"><li><strong>A.</strong> It improves lens zoom</li><li><strong>B.</strong> It keeps video, access events, and audit logs aligned</li><li><strong>C.</strong> It increases PoE wattage</li><li><strong>D.</strong> It prevents all packet loss</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Accurate time keeps camera video, access control events, and audit logs correlated.</p> </details> </article> <article class="card" data-week="11" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Wednesday • Card 1 • Security fundamentals</div> <h3>Q261. During a jail CCTV network audit, what does AAA stand for?</h3> <ol class="options"><li><strong>A.</strong> Authentication, Authorization, Accounting</li><li><strong>B.</strong> Access, Allow, Audit</li><li><strong>C.</strong> Address, ARP, ACL</li><li><strong>D.</strong> Analyze, Alert, Archive</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>AAA identifies users, determines permissions, and records activity.</p> </details> </article> <article class="card" data-week="11" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Wednesday • Card 2 • Security fundamentals</div> <h3>Q262. For an access control panel network, which protocol provides centralized AAA for network devices?</h3> <ol class="options"><li><strong>A.</strong> RADIUS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RADIUS is commonly used for centralized authentication and authorization.</p> </details> </article> <article class="card" data-week="11" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Wednesday • Card 3 • Security fundamentals</div> <h3>Q263. When reviewing a county security electronics network, what is the purpose of an ACL?</h3> <ol class="options"><li><strong>A.</strong> Filter traffic based on rules</li><li><strong>B.</strong> Assign DHCP leases</li><li><strong>C.</strong> Increase PoE</li><li><strong>D.</strong> Store video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Access control lists permit or deny traffic based on criteria such as IPs, ports, and protocols.</p> </details> </article> <article class="card" data-week="11" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Wednesday • Card 4 • Security fundamentals</div> <h3>Q264. During commissioning of Axis cameras into Genetec, which management method is least secure?</h3> <ol class="options"><li><strong>A.</strong> SSH</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> Telnet</li><li><strong>D.</strong> SNMPv3</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Telnet sends credentials and traffic in clear text.</p> </details> </article> <article class="card" data-week="11" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Wednesday • Card 5 • Security fundamentals</div> <h3>Q265. For a remote video monitoring site, which SNMP version supports authentication and encryption?</h3> <ol class="options"><li><strong>A.</strong> SNMPv1</li><li><strong>B.</strong> SNMPv2c</li><li><strong>C.</strong> SNMPv3</li><li><strong>D.</strong> All versions equally</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>SNMPv3 supports stronger authentication and privacy features.</p> </details> </article> <article class="card" data-week="11" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Thursday • Card 1 • Security fundamentals</div> <h3>Q266. When separating CCTV from the corporate LAN, what is 802.1X used for?</h3> <ol class="options"><li><strong>A.</strong> Port-based network access control</li><li><strong>B.</strong> DNS forwarding</li><li><strong>C.</strong> Static routing</li><li><strong>D.</strong> PoE measurement</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>802.1X authenticates devices or users before granting network access.</p> </details> </article> <article class="card" data-week="11" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Thursday • Card 2 • Security fundamentals</div> <h3>Q267. During network cutover testing, what is a firewall zone?</h3> <ol class="options"><li><strong>A.</strong> A logical security area with policy controls</li><li><strong>B.</strong> A switch backplane</li><li><strong>C.</strong> A DHCP scope</li><li><strong>D.</strong> A Wi-Fi antenna pattern</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Zones group interfaces or networks so policies can control traffic between them.</p> </details> </article> <article class="card" data-week="11" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Thursday • Card 3 • Security fundamentals</div> <h3>Q268. For a recorder-to-camera traffic path, why should camera default passwords be changed?</h3> <ol class="options"><li><strong>A.</strong> To improve image quality</li><li><strong>B.</strong> To prevent unauthorized access</li><li><strong>C.</strong> To increase FPS</li><li><strong>D.</strong> To enable ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Default credentials are widely known and create serious security risk.</p> </details> </article> <article class="card" data-week="11" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Thursday • Card 4 • Security fundamentals</div> <h3>Q269. For a Genetec camera VLAN deployment, what is least privilege?</h3> <ol class="options"><li><strong>A.</strong> Giving only the permissions required</li><li><strong>B.</strong> Giving all users admin rights</li><li><strong>C.</strong> Disabling all logging</li><li><strong>D.</strong> Using only one password</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Least privilege reduces risk by limiting access to required functions only.</p> </details> </article> <article class="card" data-week="11" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 11 • Thursday • Card 5 • Security fundamentals</div> <h3>Q270. While troubleshooting a Security Center client connection, why segment access control panels from general user PCs?</h3> <ol class="options"><li><strong>A.</strong> To reduce security exposure and limit lateral movement</li><li><strong>B.</strong> To increase monitor resolution</li><li><strong>C.</strong> To eliminate DHCP</li><li><strong>D.</strong> To disable routing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Segmentation helps protect physical security systems from compromise on less trusted networks.</p> </details> </article> <article class="card" data-week="11" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 11 • Friday • Card 1 • NAT and WAN</div> <h3>Q271. During a jail CCTV network audit, what does NAT do?</h3> <ol class="options"><li><strong>A.</strong> Translates IP addresses</li><li><strong>B.</strong> Encrypts wireless</li><li><strong>C.</strong> Assigns VLANs</li><li><strong>D.</strong> Learns MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Network Address Translation changes source or destination IP information.</p> </details> </article> <article class="card" data-week="11" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 11 • Friday • Card 2 • NAT and WAN</div> <h3>Q272. For an access control panel network, what is PAT also called?</h3> <ol class="options"><li><strong>A.</strong> NAT overload</li><li><strong>B.</strong> Static routing</li><li><strong>C.</strong> DNS relay</li><li><strong>D.</strong> ARP proxy</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>PAT maps many internal hosts to one public IP using port numbers.</p> </details> </article> <article class="card" data-week="11" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 11 • Friday • Card 3 • NAT and WAN</div> <h3>Q273. When reviewing a county security electronics network, which private address is commonly translated before Internet access?</h3> <ol class="options"><li><strong>A.</strong> 10.1.1.10</li><li><strong>B.</strong> 8.8.8.8</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 203.0.113.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>10.0.0.0/8 is private and typically translated for Internet access.</p> </details> </article> <article class="card" data-week="11" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 11 • Friday • Card 4 • NAT and WAN</div> <h3>Q274. During commissioning of Axis cameras into Genetec, what is a site-to-site VPN commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Securely connecting two networks</li><li><strong>B.</strong> Powering cameras</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Replacing DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A site-to-site VPN securely connects networks across an untrusted transport.</p> </details> </article> <article class="card" data-week="11" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 11 • Friday • Card 5 • NAT and WAN</div> <h3>Q275. For a remote video monitoring site, which protocol helps verify reachability across WAN links?</h3> <ol class="options"><li><strong>A.</strong> ICMP</li><li><strong>B.</strong> PoE</li><li><strong>C.</strong> LLDP</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>ICMP echo requests/replies are commonly used with ping.</p> </details> </article> <article class="card" data-week="12" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 12 • Monday • Card 1 • NAT and WAN</div> <h3>Q276. When separating CCTV from the corporate LAN, what is split tunneling?</h3> <ol class="options"><li><strong>A.</strong> Sending some traffic through VPN and some directly</li><li><strong>B.</strong> Dividing a VLAN tag</li><li><strong>C.</strong> Splitting fiber strands</li><li><strong>D.</strong> Using two DHCP servers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Split tunneling routes selected traffic through a VPN while other traffic goes directly.</p> </details> </article> <article class="card" data-week="12" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 12 • Monday • Card 2 • NAT and WAN</div> <h3>Q277. During network cutover testing, why avoid exposing camera web interfaces directly to the Internet?</h3> <ol class="options"><li><strong>A.</strong> It increases attack surface</li><li><strong>B.</strong> It disables DNS</li><li><strong>C.</strong> It prevents recording</li><li><strong>D.</strong> It changes MTU</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Direct exposure increases risk from credential attacks and vulnerabilities.</p> </details> </article> <article class="card" data-week="12" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 12 • Monday • Card 3 • NAT and WAN</div> <h3>Q278. For a recorder-to-camera traffic path, what is port forwarding?</h3> <ol class="options"><li><strong>A.</strong> Mapping an external port to an internal host/service</li><li><strong>B.</strong> Creating a VLAN</li><li><strong>C.</strong> Blocking ARP</li><li><strong>D.</strong> Learning MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port forwarding directs traffic received on a public IP/port to an internal IP/port.</p> </details> </article> <article class="card" data-week="12" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 12 • Monday • Card 4 • NAT and WAN</div> <h3>Q279. For a Genetec camera VLAN deployment, which WAN issue most affects live video smoothness?</h3> <ol class="options"><li><strong>A.</strong> Latency, jitter, and packet loss</li><li><strong>B.</strong> Hostnames only</li><li><strong>C.</strong> Keyboard layout</li><li><strong>D.</strong> Cable color</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Video performance is affected by latency, jitter, packet loss, and available bandwidth.</p> </details> </article> <article class="card" data-week="12" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 12 • Monday • Card 5 • NAT and WAN</div> <h3>Q280. While troubleshooting a Security Center client connection, what is QoS used for over constrained WAN links?</h3> <ol class="options"><li><strong>A.</strong> Prioritizing important traffic</li><li><strong>B.</strong> Creating IP addresses</li><li><strong>C.</strong> Replacing firewalls</li><li><strong>D.</strong> Changing camera lens angle</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>QoS classifies and prioritizes traffic when bandwidth is limited.</p> </details> </article> <article class="card" data-week="12" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Tuesday • Card 1 • QoS and multicast video</div> <h3>Q281. During a jail CCTV network audit, what is multicast designed for?</h3> <ol class="options"><li><strong>A.</strong> One-to-many efficient traffic delivery</li><li><strong>B.</strong> Only one-to-one delivery</li><li><strong>C.</strong> Encrypting packets</li><li><strong>D.</strong> Assigning DHCP addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast efficiently sends one stream to multiple receivers.</p> </details> </article> <article class="card" data-week="12" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Tuesday • Card 2 • QoS and multicast video</div> <h3>Q282. For an access control panel network, which protocol lets hosts join IPv4 multicast groups?</h3> <ol class="options"><li><strong>A.</strong> IGMP</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DNS</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP is used by hosts and switches/routers for IPv4 multicast group membership.</p> </details> </article> <article class="card" data-week="12" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Tuesday • Card 3 • QoS and multicast video</div> <h3>Q283. When reviewing a county security electronics network, what does IGMP snooping do on a switch?</h3> <ol class="options"><li><strong>A.</strong> Limits multicast flooding by tracking group membership</li><li><strong>B.</strong> Encrypts multicast</li><li><strong>C.</strong> Assigns multicast IPs</li><li><strong>D.</strong> Blocks all video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping helps switches forward multicast only to interested ports.</p> </details> </article> <article class="card" data-week="12" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Tuesday • Card 4 • QoS and multicast video</div> <h3>Q284. During commissioning of Axis cameras into Genetec, which IPv4 range is multicast?</h3> <ol class="options"><li><strong>A.</strong> 224.0.0.0/4</li><li><strong>B.</strong> 10.0.0.0/8</li><li><strong>C.</strong> 172.16.0.0/12</li><li><strong>D.</strong> 192.168.0.0/16</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IPv4 multicast uses 224.0.0.0 through 239.255.255.255.</p> </details> </article> <article class="card" data-week="12" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Tuesday • Card 5 • QoS and multicast video</div> <h3>Q285. For a remote video monitoring site, what does QoS classification do?</h3> <ol class="options"><li><strong>A.</strong> Identifies traffic for policy treatment</li><li><strong>B.</strong> Creates a subnet</li><li><strong>C.</strong> Changes MAC addresses</li><li><strong>D.</strong> Erases logs</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Classification identifies traffic types so QoS policies can mark, queue, or police them.</p> </details> </article> <article class="card" data-week="12" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Wednesday • Card 1 • QoS and multicast video</div> <h3>Q286. When separating CCTV from the corporate LAN, what is DSCP?</h3> <ol class="options"><li><strong>A.</strong> A Layer 3 QoS marking field</li><li><strong>B.</strong> A switch port mode</li><li><strong>C.</strong> A wireless SSID</li><li><strong>D.</strong> A DHCP option</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DSCP marks packets for differentiated QoS treatment.</p> </details> </article> <article class="card" data-week="12" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Wednesday • Card 2 • QoS and multicast video</div> <h3>Q287. During network cutover testing, why can video surveillance traffic need QoS?</h3> <ol class="options"><li><strong>A.</strong> Video can be bandwidth-intensive and delay-sensitive</li><li><strong>B.</strong> Video cannot use IP</li><li><strong>C.</strong> Video disables VLANs</li><li><strong>D.</strong> Video requires Telnet</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Live viewing and control traffic may need priority when links are congested.</p> </details> </article> <article class="card" data-week="12" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Wednesday • Card 3 • QoS and multicast video</div> <h3>Q288. For a recorder-to-camera traffic path, what is jitter?</h3> <ol class="options"><li><strong>A.</strong> Variation in packet delay</li><li><strong>B.</strong> Static IP assignment</li><li><strong>C.</strong> MAC address aging</li><li><strong>D.</strong> A VLAN mismatch</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Jitter is inconsistent packet delay, which can affect real-time video and audio.</p> </details> </article> <article class="card" data-week="12" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Wednesday • Card 4 • QoS and multicast video</div> <h3>Q289. For a Genetec camera VLAN deployment, what should be enabled to prevent multicast flooding in a camera VLAN?</h3> <ol class="options"><li><strong>A.</strong> IGMP snooping</li><li><strong>B.</strong> Telnet</li><li><strong>C.</strong> PortFast disablement</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping reduces unnecessary multicast flooding within a VLAN.</p> </details> </article> <article class="card" data-week="12" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 12 • Wednesday • Card 5 • QoS and multicast video</div> <h3>Q290. While troubleshooting a Security Center client connection, which traffic is often best kept unicast unless multicast is designed properly?</h3> <ol class="options"><li><strong>A.</strong> Camera video streams</li><li><strong>B.</strong> NTP queries</li><li><strong>C.</strong> ARP replies</li><li><strong>D.</strong> DHCP offers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast video needs proper IGMP and routing design. Without it, unicast is often simpler and safer.</p> </details> </article> <article class="card" data-week="12" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Thursday • Card 1 • Automation and programmability</div> <h3>Q291. During a jail CCTV network audit, which data format is commonly used by REST APIs?</h3> <ol class="options"><li><strong>A.</strong> JSON</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>JSON is widely used to exchange structured data in REST APIs.</p> </details> </article> <article class="card" data-week="12" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Thursday • Card 2 • Automation and programmability</div> <h3>Q292. For an access control panel network, what does REST commonly use as its transport/application protocol?</h3> <ol class="options"><li><strong>A.</strong> HTTP/HTTPS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP only</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RESTful APIs commonly use HTTP or HTTPS methods.</p> </details> </article> <article class="card" data-week="12" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Thursday • Card 3 • Automation and programmability</div> <h3>Q293. When reviewing a county security electronics network, which HTTP method is commonly used to retrieve information?</h3> <ol class="options"><li><strong>A.</strong> GET</li><li><strong>B.</strong> POST</li><li><strong>C.</strong> PUT</li><li><strong>D.</strong> DELETE</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>GET retrieves a resource without changing it.</p> </details> </article> <article class="card" data-week="12" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Thursday • Card 4 • Automation and programmability</div> <h3>Q294. During commissioning of Axis cameras into Genetec, which HTTP method is commonly used to create a new object?</h3> <ol class="options"><li><strong>A.</strong> POST</li><li><strong>B.</strong> GET</li><li><strong>C.</strong> PING</li><li><strong>D.</strong> TRACEPATH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>POST is commonly used to submit data or create resources.</p> </details> </article> <article class="card" data-week="12" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Thursday • Card 5 • Automation and programmability</div> <h3>Q295. For a remote video monitoring site, what is an API token used for?</h3> <ol class="options"><li><strong>A.</strong> Authentication/authorization to an API</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Fiber splicing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>API tokens are used to authenticate and authorize API requests.</p> </details> </article> <article class="card" data-week="12" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Friday • Card 1 • Automation and programmability</div> <h3>Q296. When separating CCTV from the corporate LAN, which tool is often used for API testing from a workstation?</h3> <ol class="options"><li><strong>A.</strong> Postman</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> DHCP relay</li><li><strong>D.</strong> LLDP-MED</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Postman is commonly used for testing REST APIs.</p> </details> </article> <article class="card" data-week="12" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Friday • Card 2 • Automation and programmability</div> <h3>Q297. During network cutover testing, what is idempotency?</h3> <ol class="options"><li><strong>A.</strong> Repeating an operation gives the same result</li><li><strong>B.</strong> Traffic is encrypted</li><li><strong>C.</strong> A port is trunking</li><li><strong>D.</strong> A camera is recording</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An idempotent operation can be repeated without changing the result beyond the first application.</p> </details> </article> <article class="card" data-week="12" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Friday • Card 3 • Automation and programmability</div> <h3>Q298. For a recorder-to-camera traffic path, why is network automation useful for security systems?</h3> <ol class="options"><li><strong>A.</strong> It reduces repetitive configuration errors</li><li><strong>B.</strong> It removes need for IP addresses</li><li><strong>C.</strong> It prevents all outages</li><li><strong>D.</strong> It replaces physical cabling</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Automation improves consistency, speeds changes, and reduces manual mistakes.</p> </details> </article> <article class="card" data-week="12" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Friday • Card 4 • Automation and programmability</div> <h3>Q299. For a Genetec camera VLAN deployment, which file format is commonly used for network automation variables?</h3> <ol class="options"><li><strong>A.</strong> YAML</li><li><strong>B.</strong> JPEG</li><li><strong>C.</strong> MP3</li><li><strong>D.</strong> BMP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>YAML is frequently used for human-readable configuration data.</p> </details> </article> <article class="card" data-week="12" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 12 • Friday • Card 5 • Automation and programmability</div> <h3>Q300. While troubleshooting a Security Center client connection, what is Git used for?</h3> <ol class="options"><li><strong>A.</strong> Version control</li><li><strong>B.</strong> Packet switching</li><li><strong>C.</strong> PoE delivery</li><li><strong>D.</strong> Wireless roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Git tracks changes to files such as scripts, templates, and configurations.</p> </details> </article> <article class="card" data-week="13" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Monday • Card 1 • Networking fundamentals</div> <h3>Q301. For an access control panel network, which OSI layer is responsible for logical IP addressing?</h3> <ol class="options"><li><strong>A.</strong> Layer 2</li><li><strong>B.</strong> Layer 3</li><li><strong>C.</strong> Layer 4</li><li><strong>D.</strong> Layer 7</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Layer 3, the Network layer, provides logical addressing and routing using IP. This is where video clients, cameras, and servers are routed between subnets.</p> </details> </article> <article class="card" data-week="13" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Monday • Card 2 • Networking fundamentals</div> <h3>Q302. When reviewing a county security electronics network, which device primarily separates broadcast domains?</h3> <ol class="options"><li><strong>A.</strong> Switch</li><li><strong>B.</strong> Hub</li><li><strong>C.</strong> Router</li><li><strong>D.</strong> Patch panel</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Routers and Layer 3 switches separate broadcast domains. This matters when separating camera VLANs, access control VLANs, and corporate LANs.</p> </details> </article> <article class="card" data-week="13" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Monday • Card 3 • Networking fundamentals</div> <h3>Q303. During commissioning of Axis cameras into Genetec, what is the purpose of a default gateway?</h3> <ol class="options"><li><strong>A.</strong> Encrypt traffic</li><li><strong>B.</strong> Forward traffic outside the local subnet</li><li><strong>C.</strong> Assign VLAN IDs</li><li><strong>D.</strong> Convert fiber to copper</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A host sends traffic to its default gateway when the destination is outside the local subnet.</p> </details> </article> <article class="card" data-week="13" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Monday • Card 4 • Networking fundamentals</div> <h3>Q304. For a remote video monitoring site, which protocol resolves an IPv4 address to a MAC address?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>ARP maps IPv4 addresses to MAC addresses on the local network.</p> </details> </article> <article class="card" data-week="13" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Monday • Card 5 • Networking fundamentals</div> <h3>Q305. When separating CCTV from the corporate LAN, which value identifies a VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> DSCP</li><li><strong>B.</strong> VLAN ID</li><li><strong>C.</strong> MAC address</li><li><strong>D.</strong> TCP port</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>802.1Q inserts a VLAN tag that includes the VLAN ID.</p> </details> </article> <article class="card" data-week="13" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Tuesday • Card 1 • Networking fundamentals</div> <h3>Q306. During network cutover testing, what does MTU define?</h3> <ol class="options"><li><strong>A.</strong> Maximum frame count per second</li><li><strong>B.</strong> Maximum transmission unit size</li><li><strong>C.</strong> Minimum trunk utilization</li><li><strong>D.</strong> MAC table update time</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>MTU is the largest packet/frame payload size supported without fragmentation.</p> </details> </article> <article class="card" data-week="13" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Tuesday • Card 2 • Networking fundamentals</div> <h3>Q307. For a recorder-to-camera traffic path, which address is a private IPv4 address?</h3> <ol class="options"><li><strong>A.</strong> 8.8.8.8</li><li><strong>B.</strong> 172.16.5.10</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 224.0.0.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>172.16.0.0/12 is private IPv4 space.</p> </details> </article> <article class="card" data-week="13" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Tuesday • Card 3 • Networking fundamentals</div> <h3>Q308. For a Genetec camera VLAN deployment, which address is link-local IPv4?</h3> <ol class="options"><li><strong>A.</strong> 169.254.10.20</li><li><strong>B.</strong> 10.10.10.20</li><li><strong>C.</strong> 192.168.1.20</li><li><strong>D.</strong> 172.20.1.20</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>169.254.0.0/16 is APIPA/link-local addressing used when DHCP fails.</p> </details> </article> <article class="card" data-week="13" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Tuesday • Card 4 • Networking fundamentals</div> <h3>Q309. While troubleshooting a Security Center client connection, which protocol translates hostnames to IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> SNMP</li><li><strong>C.</strong> RTP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DNS resolves names such as servers or cloud services to IP addresses.</p> </details> </article> <article class="card" data-week="13" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 13 • Tuesday • Card 5 • Networking fundamentals</div> <h3>Q310. During a jail CCTV network audit, which transport protocol is connection-oriented?</h3> <ol class="options"><li><strong>A.</strong> UDP</li><li><strong>B.</strong> TCP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>TCP uses sessions, acknowledgements, and retransmission.</p> </details> </article> <article class="card" data-week="13" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Wednesday • Card 1 • Subnetting and addressing</div> <h3>Q311. For an access control panel network, how many usable IPv4 host addresses are in a /24 subnet?</h3> <ol class="options"><li><strong>A.</strong> 254</li><li><strong>B.</strong> 255</li><li><strong>C.</strong> 256</li><li><strong>D.</strong> 510</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /24 has 256 total addresses; network and broadcast are not usable for hosts.</p> </details> </article> <article class="card" data-week="13" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Wednesday • Card 2 • Subnetting and addressing</div> <h3>Q312. When reviewing a county security electronics network, what subnet mask matches /26?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.255.128</li><li><strong>C.</strong> 255.255.255.192</li><li><strong>D.</strong> 255.255.255.224</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>/26 equals 255.255.255.192 and provides 62 usable host addresses.</p> </details> </article> <article class="card" data-week="13" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Wednesday • Card 3 • Subnetting and addressing</div> <h3>Q313. During commissioning of Axis cameras into Genetec, which subnet contains host 10.10.5.77/26?</h3> <ol class="options"><li><strong>A.</strong> 10.10.5.0/26</li><li><strong>B.</strong> 10.10.5.64/26</li><li><strong>C.</strong> 10.10.5.128/26</li><li><strong>D.</strong> 10.10.5.192/26</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/26 subnets increment by 64. Address .77 belongs to 10.10.5.64/26.</p> </details> </article> <article class="card" data-week="13" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Wednesday • Card 4 • Subnetting and addressing</div> <h3>Q314. For a remote video monitoring site, what is the broadcast address for 192.168.20.32/27?</h3> <ol class="options"><li><strong>A.</strong> 192.168.20.31</li><li><strong>B.</strong> 192.168.20.63</li><li><strong>C.</strong> 192.168.20.64</li><li><strong>D.</strong> 192.168.20.95</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/27 increments by 32. The .32 subnet ends at .63.</p> </details> </article> <article class="card" data-week="13" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Wednesday • Card 5 • Subnetting and addressing</div> <h3>Q315. When separating CCTV from the corporate LAN, how many usable hosts are available in a /30?</h3> <ol class="options"><li><strong>A.</strong> 2</li><li><strong>B.</strong> 4</li><li><strong>C.</strong> 6</li><li><strong>D.</strong> 14</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /30 has four total addresses and two usable host addresses, common for point-to-point links.</p> </details> </article> <article class="card" data-week="13" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Thursday • Card 1 • Subnetting and addressing</div> <h3>Q316. During network cutover testing, which prefix gives approximately 14 usable host addresses?</h3> <ol class="options"><li><strong>A.</strong> /28</li><li><strong>B.</strong> /27</li><li><strong>C.</strong> /26</li><li><strong>D.</strong> /25</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>/28 provides 16 total addresses and 14 usable host addresses.</p> </details> </article> <article class="card" data-week="13" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Thursday • Card 2 • Subnetting and addressing</div> <h3>Q317. For a recorder-to-camera traffic path, what does CIDR notation /23 represent?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.254.0</li><li><strong>C.</strong> 255.255.252.0</li><li><strong>D.</strong> 255.255.248.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/23 corresponds to 255.255.254.0.</p> </details> </article> <article class="card" data-week="13" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Thursday • Card 3 • Subnetting and addressing</div> <h3>Q318. For a Genetec camera VLAN deployment, which range is private IPv4?</h3> <ol class="options"><li><strong>A.</strong> 192.0.2.0/24</li><li><strong>B.</strong> 192.168.0.0/16</li><li><strong>C.</strong> 198.51.100.0/24</li><li><strong>D.</strong> 203.0.113.0/24</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>192.168.0.0/16 is private. The other ranges are documentation/test networks.</p> </details> </article> <article class="card" data-week="13" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Thursday • Card 4 • Subnetting and addressing</div> <h3>Q319. While troubleshooting a Security Center client connection, what is the network address of 172.20.14.199/24?</h3> <ol class="options"><li><strong>A.</strong> 172.20.14.0</li><li><strong>B.</strong> 172.20.14.199</li><li><strong>C.</strong> 172.20.14.255</li><li><strong>D.</strong> 172.20.0.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>With /24, the first three octets define the network.</p> </details> </article> <article class="card" data-week="13" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 13 • Thursday • Card 5 • Subnetting and addressing</div> <h3>Q320. During a jail CCTV network audit, why should camera IP plans avoid overlapping subnets?</h3> <ol class="options"><li><strong>A.</strong> It disables PoE</li><li><strong>B.</strong> Routing becomes ambiguous</li><li><strong>C.</strong> DNS stops working</li><li><strong>D.</strong> NTP cannot synchronize</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Overlapping subnets can cause routing ambiguity and difficult troubleshooting between camera, server, and client networks.</p> </details> </article> <article class="card" data-week="13" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 13 • Friday • Card 1 • Switching and VLANs</div> <h3>Q321. For an access control panel network, which switch port mode carries multiple VLANs?</h3> <ol class="options"><li><strong>A.</strong> Access</li><li><strong>B.</strong> Trunk</li><li><strong>C.</strong> Shutdown</li><li><strong>D.</strong> Loopback</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A trunk carries traffic for multiple VLANs using tagging, usually 802.1Q.</p> </details> </article> <article class="card" data-week="13" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 13 • Friday • Card 2 • Switching and VLANs</div> <h3>Q322. When reviewing a county security electronics network, which switch port mode should normally be used for a single IP camera?</h3> <ol class="options"><li><strong>A.</strong> Trunk</li><li><strong>B.</strong> Access</li><li><strong>C.</strong> Routed</li><li><strong>D.</strong> Monitor</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A single camera usually belongs to one VLAN, so an access port is appropriate.</p> </details> </article> <article class="card" data-week="13" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 13 • Friday • Card 3 • Switching and VLANs</div> <h3>Q323. During commissioning of Axis cameras into Genetec, what is the native VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> The VLAN carried untagged</li><li><strong>B.</strong> The voice VLAN only</li><li><strong>C.</strong> The management VLAN only</li><li><strong>D.</strong> The disabled VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>The native VLAN is sent untagged across an 802.1Q trunk.</p> </details> </article> <article class="card" data-week="13" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 13 • Friday • Card 4 • Switching and VLANs</div> <h3>Q324. For a remote video monitoring site, what problem does STP help prevent?</h3> <ol class="options"><li><strong>A.</strong> IP address exhaustion</li><li><strong>B.</strong> Layer 2 loops</li><li><strong>C.</strong> DNS poisoning</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Spanning Tree Protocol blocks redundant paths to prevent Layer 2 loops.</p> </details> </article> <article class="card" data-week="13" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 13 • Friday • Card 5 • Switching and VLANs</div> <h3>Q325. When separating CCTV from the corporate LAN, what does a switch use to forward frames?</h3> <ol class="options"><li><strong>A.</strong> ARP table</li><li><strong>B.</strong> MAC address table</li><li><strong>C.</strong> Routing table</li><li><strong>D.</strong> DNS cache</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Switches forward frames based on destination MAC addresses learned in the MAC table.</p> </details> </article> <article class="card" data-week="14" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 14 • Monday • Card 1 • Switching and VLANs</div> <h3>Q326. During network cutover testing, which command commonly verifies VLAN membership on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show vlan brief</li><li><strong>B.</strong> show ip route</li><li><strong>C.</strong> show clock</li><li><strong>D.</strong> show arp vrf</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show vlan brief displays VLANs and assigned access ports.</p> </details> </article> <article class="card" data-week="14" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 14 • Monday • Card 2 • Switching and VLANs</div> <h3>Q327. For a recorder-to-camera traffic path, what happens when a switch receives an unknown unicast frame?</h3> <ol class="options"><li><strong>A.</strong> It drops it always</li><li><strong>B.</strong> It floods within the VLAN</li><li><strong>C.</strong> It sends it to the router only</li><li><strong>D.</strong> It converts it to multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Unknown unicast frames are flooded within the same VLAN.</p> </details> </article> <article class="card" data-week="14" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 14 • Monday • Card 3 • Switching and VLANs</div> <h3>Q328. For a Genetec camera VLAN deployment, why place cameras in a dedicated VLAN?</h3> <ol class="options"><li><strong>A.</strong> To increase pixel resolution</li><li><strong>B.</strong> To reduce broadcast scope and improve security</li><li><strong>C.</strong> To remove the need for DNS</li><li><strong>D.</strong> To disable multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A camera VLAN limits broadcast traffic and improves segmentation and security.</p> </details> </article> <article class="card" data-week="14" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 14 • Monday • Card 4 • Switching and VLANs</div> <h3>Q329. While troubleshooting a Security Center client connection, what is port security commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Limiting MAC addresses on a switch port</li><li><strong>B.</strong> Encrypting routing updates</li><li><strong>C.</strong> Creating VLAN trunks</li><li><strong>D.</strong> Assigning IPv6 addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port security can restrict which MAC addresses are allowed on an access port.</p> </details> </article> <article class="card" data-week="14" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 14 • Monday • Card 5 • Switching and VLANs</div> <h3>Q330. During a jail CCTV network audit, what is a switched virtual interface, or SVI?</h3> <ol class="options"><li><strong>A.</strong> A logical Layer 3 interface for a VLAN</li><li><strong>B.</strong> A physical fiber port</li><li><strong>C.</strong> A DNS record</li><li><strong>D.</strong> A PoE injector</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An SVI provides Layer 3 gateway functionality for a VLAN on a multilayer switch.</p> </details> </article> <article class="card" data-week="14" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 14 • Tuesday • Card 1 • Routing</div> <h3>Q331. For an access control panel network, which route is used when no more specific route matches?</h3> <ol class="options"><li><strong>A.</strong> Connected route</li><li><strong>B.</strong> Default route</li><li><strong>C.</strong> Host route</li><li><strong>D.</strong> Summary route</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A default route, often 0.0.0.0/0, is used when no better match exists.</p> </details> </article> <article class="card" data-week="14" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 14 • Tuesday • Card 2 • Routing</div> <h3>Q332. When reviewing a county security electronics network, what is administrative distance used for?</h3> <ol class="options"><li><strong>A.</strong> Choosing between routing sources</li><li><strong>B.</strong> Setting switch speed</li><li><strong>C.</strong> Assigning VLAN numbers</li><li><strong>D.</strong> Encrypting packets</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Administrative distance ranks route sources when multiple protocols advertise the same destination.</p> </details> </article> <article class="card" data-week="14" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 14 • Tuesday • Card 3 • Routing</div> <h3>Q333. During commissioning of Axis cameras into Genetec, which route type is automatically created when an interface has an IP address and is up?</h3> <ol class="options"><li><strong>A.</strong> Static</li><li><strong>B.</strong> Connected</li><li><strong>C.</strong> BGP</li><li><strong>D.</strong> Default</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Connected routes appear automatically for active interfaces with IP addressing.</p> </details> </article> <article class="card" data-week="14" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 14 • Tuesday • Card 4 • Routing</div> <h3>Q334. For a remote video monitoring site, what does longest prefix match mean?</h3> <ol class="options"><li><strong>A.</strong> The route with the largest metric wins</li><li><strong>B.</strong> The most specific matching route is chosen</li><li><strong>C.</strong> The oldest route is chosen</li><li><strong>D.</strong> The default route always wins</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Routers choose the most specific route that matches the destination IP.</p> </details> </article> <article class="card" data-week="14" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 14 • Tuesday • Card 5 • Routing</div> <h3>Q335. When separating CCTV from the corporate LAN, which command commonly displays the IPv4 routing table on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show ip route</li><li><strong>B.</strong> show vlan</li><li><strong>C.</strong> show mac address-table</li><li><strong>D.</strong> show power inline</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show ip route displays learned and configured IPv4 routes.</p> </details> </article> <article class="card" data-week="14" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 14 • Wednesday • Card 1 • Routing</div> <h3>Q336. During network cutover testing, which protocol is an interior gateway protocol?</h3> <ol class="options"><li><strong>A.</strong> OSPF</li><li><strong>B.</strong> HTTP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>OSPF is an IGP used for dynamic routing inside an organization.</p> </details> </article> <article class="card" data-week="14" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 14 • Wednesday • Card 2 • Routing</div> <h3>Q337. For a recorder-to-camera traffic path, what is a static route?</h3> <ol class="options"><li><strong>A.</strong> A manually configured route</li><li><strong>B.</strong> A DHCP lease</li><li><strong>C.</strong> A VLAN tag</li><li><strong>D.</strong> A DNS alias</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Static routes are manually entered and do not dynamically adapt unless tracking is configured.</p> </details> </article> <article class="card" data-week="14" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 14 • Wednesday • Card 3 • Routing</div> <h3>Q338. For a Genetec camera VLAN deployment, what is a next-hop IP address?</h3> <ol class="options"><li><strong>A.</strong> The destination host</li><li><strong>B.</strong> The neighboring router to forward traffic to</li><li><strong>C.</strong> The DNS server</li><li><strong>D.</strong> The DHCP server</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>The next hop is the router address used to reach a destination network.</p> </details> </article> <article class="card" data-week="14" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 14 • Wednesday • Card 4 • Routing</div> <h3>Q339. While troubleshooting a Security Center client connection, what is route summarization?</h3> <ol class="options"><li><strong>A.</strong> Combining multiple networks into a shorter prefix</li><li><strong>B.</strong> Encrypting routes</li><li><strong>C.</strong> Removing VLAN tags</li><li><strong>D.</strong> Converting IPv4 to IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Summarization advertises multiple contiguous networks as one route to reduce table size.</p> </details> </article> <article class="card" data-week="14" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 14 • Wednesday • Card 5 • Routing</div> <h3>Q340. During a jail CCTV network audit, why is asymmetric routing sometimes a problem for security systems?</h3> <ol class="options"><li><strong>A.</strong> It changes camera resolution</li><li><strong>B.</strong> Firewalls may see only one side of a session</li><li><strong>C.</strong> It disables PoE</li><li><strong>D.</strong> It prevents ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Stateful firewalls may drop traffic if return traffic follows a different path and session state is not seen.</p> </details> </article> <article class="card" data-week="14" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Thursday • Card 1 • Wireless and RF basics</div> <h3>Q341. For an access control panel network, which Wi-Fi band generally has better wall penetration?</h3> <ol class="options"><li><strong>A.</strong> 2.4 GHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> 6 GHz</li><li><strong>D.</strong> 60 GHz</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>2.4 GHz usually penetrates walls better, but has more interference and fewer non-overlapping channels.</p> </details> </article> <article class="card" data-week="14" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Thursday • Card 2 • Wireless and RF basics</div> <h3>Q342. When reviewing a county security electronics network, which Wi-Fi band usually offers more channels and higher throughput than 2.4 GHz?</h3> <ol class="options"><li><strong>A.</strong> 900 MHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> AM radio</li><li><strong>D.</strong> Bluetooth only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>5 GHz usually has more available channels and higher throughput, but shorter range.</p> </details> </article> <article class="card" data-week="14" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Thursday • Card 3 • Wireless and RF basics</div> <h3>Q343. During commissioning of Axis cameras into Genetec, what is SSID?</h3> <ol class="options"><li><strong>A.</strong> A wireless network name</li><li><strong>B.</strong> A routing protocol</li><li><strong>C.</strong> A PoE class</li><li><strong>D.</strong> A firewall action</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SSID is the advertised or configured wireless network name.</p> </details> </article> <article class="card" data-week="14" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Thursday • Card 4 • Wireless and RF basics</div> <h3>Q344. For a remote video monitoring site, which security mode is stronger than WPA2-Personal when available?</h3> <ol class="options"><li><strong>A.</strong> WEP</li><li><strong>B.</strong> Open</li><li><strong>C.</strong> WPA3</li><li><strong>D.</strong> TKIP only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>WPA3 improves authentication and cryptographic protections over older modes.</p> </details> </article> <article class="card" data-week="14" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Thursday • Card 5 • Wireless and RF basics</div> <h3>Q345. When separating CCTV from the corporate LAN, what is roaming in Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Moving a client between access points</li><li><strong>B.</strong> Changing IP subnets manually</li><li><strong>C.</strong> Replacing antennas</li><li><strong>D.</strong> Turning off encryption</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Roaming occurs when a wireless client moves between APs while maintaining connectivity.</p> </details> </article> <article class="card" data-week="14" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Friday • Card 1 • Wireless and RF basics</div> <h3>Q346. During network cutover testing, what does RSSI indicate?</h3> <ol class="options"><li><strong>A.</strong> Received signal strength</li><li><strong>B.</strong> Routing table size</li><li><strong>C.</strong> Camera frame rate</li><li><strong>D.</strong> Switch buffer size</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RSSI is a measure of received signal strength.</p> </details> </article> <article class="card" data-week="14" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Friday • Card 2 • Wireless and RF basics</div> <h3>Q347. For a recorder-to-camera traffic path, why are wireless cameras often avoided for critical CCTV?</h3> <ol class="options"><li><strong>A.</strong> They cannot use IP</li><li><strong>B.</strong> Wireless links may be less predictable than wired links</li><li><strong>C.</strong> They cannot use DNS</li><li><strong>D.</strong> They require IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Wireless is vulnerable to interference, capacity limits, and RF design issues.</p> </details> </article> <article class="card" data-week="14" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Friday • Card 3 • Wireless and RF basics</div> <h3>Q348. For a Genetec camera VLAN deployment, which issue is caused by too many APs on the same channel?</h3> <ol class="options"><li><strong>A.</strong> Co-channel interference</li><li><strong>B.</strong> DNS recursion</li><li><strong>C.</strong> DHCP starvation only</li><li><strong>D.</strong> NTP drift</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Co-channel interference occurs when too many devices contend on the same channel.</p> </details> </article> <article class="card" data-week="14" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Friday • Card 4 • Wireless and RF basics</div> <h3>Q349. While troubleshooting a Security Center client connection, what does a captive portal typically provide?</h3> <ol class="options"><li><strong>A.</strong> Web-based authentication or acceptance</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> OSPF adjacency</li><li><strong>D.</strong> Camera lens focus</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Captive portals intercept web traffic for login or terms acceptance.</p> </details> </article> <article class="card" data-week="14" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 14 • Friday • Card 5 • Wireless and RF basics</div> <h3>Q350. During a jail CCTV network audit, which design best supports mobile Genetec client devices over Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Strong coverage, capacity planning, and secure authentication</li><li><strong>B.</strong> One AP at maximum power</li><li><strong>C.</strong> Open Wi-Fi only</li><li><strong>D.</strong> Disable roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Mobile video clients need reliable coverage, adequate capacity, secure authentication, and controlled roaming.</p> </details> </article> <article class="card" data-week="15" data-day="Monday" data-topic="IP services"> <div class="meta">Week 15 • Monday • Card 1 • IP services</div> <h3>Q351. For an access control panel network, which protocol dynamically assigns IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DHCP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> SNMP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DHCP leases IP configuration such as address, mask, gateway, and DNS.</p> </details> </article> <article class="card" data-week="15" data-day="Monday" data-topic="IP services"> <div class="meta">Week 15 • Monday • Card 2 • IP services</div> <h3>Q352. When reviewing a county security electronics network, which DHCP message does a client send first?</h3> <ol class="options"><li><strong>A.</strong> DISCOVER</li><li><strong>B.</strong> OFFER</li><li><strong>C.</strong> REQUEST</li><li><strong>D.</strong> ACK</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A DHCP client starts by broadcasting DHCPDISCOVER.</p> </details> </article> <article class="card" data-week="15" data-day="Monday" data-topic="IP services"> <div class="meta">Week 15 • Monday • Card 3 • IP services</div> <h3>Q353. During commissioning of Axis cameras into Genetec, what is the purpose of DHCP reservation?</h3> <ol class="options"><li><strong>A.</strong> Assigning a consistent IP to a known MAC address</li><li><strong>B.</strong> Encrypting DHCP</li><li><strong>C.</strong> Creating VLANs</li><li><strong>D.</strong> Blocking DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Reservations help keep devices such as cameras or servers at predictable addresses.</p> </details> </article> <article class="card" data-week="15" data-day="Monday" data-topic="IP services"> <div class="meta">Week 15 • Monday • Card 4 • IP services</div> <h3>Q354. For a remote video monitoring site, which service synchronizes time across network devices?</h3> <ol class="options"><li><strong>A.</strong> NTP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> FTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>NTP synchronizes clocks, which is critical for video evidence timelines and logs.</p> </details> </article> <article class="card" data-week="15" data-day="Monday" data-topic="IP services"> <div class="meta">Week 15 • Monday • Card 5 • IP services</div> <h3>Q355. When separating CCTV from the corporate LAN, which protocol is commonly used for device monitoring?</h3> <ol class="options"><li><strong>A.</strong> SNMP</li><li><strong>B.</strong> SMTP</li><li><strong>C.</strong> RDP</li><li><strong>D.</strong> RTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SNMP can monitor device status, interfaces, and alerts.</p> </details> </article> <article class="card" data-week="15" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 15 • Tuesday • Card 1 • IP services</div> <h3>Q356. During network cutover testing, what does Syslog provide?</h3> <ol class="options"><li><strong>A.</strong> Centralized log messages</li><li><strong>B.</strong> IP address assignment</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Power delivery</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Syslog sends event messages to a centralized logging system.</p> </details> </article> <article class="card" data-week="15" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 15 • Tuesday • Card 2 • IP services</div> <h3>Q357. For a recorder-to-camera traffic path, which protocol securely administers network devices by CLI?</h3> <ol class="options"><li><strong>A.</strong> Telnet</li><li><strong>B.</strong> SSH</li><li><strong>C.</strong> TFTP</li><li><strong>D.</strong> HTTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>SSH encrypts remote CLI access. Telnet is unencrypted.</p> </details> </article> <article class="card" data-week="15" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 15 • Tuesday • Card 3 • IP services</div> <h3>Q358. For a Genetec camera VLAN deployment, which protocol is commonly used to transfer configuration files but is not secure?</h3> <ol class="options"><li><strong>A.</strong> TFTP</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> SSH</li><li><strong>D.</strong> SCP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>TFTP is simple and unencrypted.</p> </details> </article> <article class="card" data-week="15" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 15 • Tuesday • Card 4 • IP services</div> <h3>Q359. While troubleshooting a Security Center client connection, what is DNS A record used for?</h3> <ol class="options"><li><strong>A.</strong> Mapping a hostname to IPv4</li><li><strong>B.</strong> Mapping IP to MAC</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Setting PoE class</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An A record maps a hostname to an IPv4 address.</p> </details> </article> <article class="card" data-week="15" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 15 • Tuesday • Card 5 • IP services</div> <h3>Q360. During a jail CCTV network audit, why is accurate NTP important for Genetec systems?</h3> <ol class="options"><li><strong>A.</strong> It improves lens zoom</li><li><strong>B.</strong> It keeps video, access events, and audit logs aligned</li><li><strong>C.</strong> It increases PoE wattage</li><li><strong>D.</strong> It prevents all packet loss</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Accurate time keeps camera video, access control events, and audit logs correlated.</p> </details> </article> <article class="card" data-week="15" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Wednesday • Card 1 • Security fundamentals</div> <h3>Q361. For an access control panel network, what does AAA stand for?</h3> <ol class="options"><li><strong>A.</strong> Authentication, Authorization, Accounting</li><li><strong>B.</strong> Access, Allow, Audit</li><li><strong>C.</strong> Address, ARP, ACL</li><li><strong>D.</strong> Analyze, Alert, Archive</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>AAA identifies users, determines permissions, and records activity.</p> </details> </article> <article class="card" data-week="15" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Wednesday • Card 2 • Security fundamentals</div> <h3>Q362. When reviewing a county security electronics network, which protocol provides centralized AAA for network devices?</h3> <ol class="options"><li><strong>A.</strong> RADIUS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RADIUS is commonly used for centralized authentication and authorization.</p> </details> </article> <article class="card" data-week="15" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Wednesday • Card 3 • Security fundamentals</div> <h3>Q363. During commissioning of Axis cameras into Genetec, what is the purpose of an ACL?</h3> <ol class="options"><li><strong>A.</strong> Filter traffic based on rules</li><li><strong>B.</strong> Assign DHCP leases</li><li><strong>C.</strong> Increase PoE</li><li><strong>D.</strong> Store video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Access control lists permit or deny traffic based on criteria such as IPs, ports, and protocols.</p> </details> </article> <article class="card" data-week="15" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Wednesday • Card 4 • Security fundamentals</div> <h3>Q364. For a remote video monitoring site, which management method is least secure?</h3> <ol class="options"><li><strong>A.</strong> SSH</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> Telnet</li><li><strong>D.</strong> SNMPv3</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Telnet sends credentials and traffic in clear text.</p> </details> </article> <article class="card" data-week="15" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Wednesday • Card 5 • Security fundamentals</div> <h3>Q365. When separating CCTV from the corporate LAN, which SNMP version supports authentication and encryption?</h3> <ol class="options"><li><strong>A.</strong> SNMPv1</li><li><strong>B.</strong> SNMPv2c</li><li><strong>C.</strong> SNMPv3</li><li><strong>D.</strong> All versions equally</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>SNMPv3 supports stronger authentication and privacy features.</p> </details> </article> <article class="card" data-week="15" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Thursday • Card 1 • Security fundamentals</div> <h3>Q366. During network cutover testing, what is 802.1X used for?</h3> <ol class="options"><li><strong>A.</strong> Port-based network access control</li><li><strong>B.</strong> DNS forwarding</li><li><strong>C.</strong> Static routing</li><li><strong>D.</strong> PoE measurement</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>802.1X authenticates devices or users before granting network access.</p> </details> </article> <article class="card" data-week="15" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Thursday • Card 2 • Security fundamentals</div> <h3>Q367. For a recorder-to-camera traffic path, what is a firewall zone?</h3> <ol class="options"><li><strong>A.</strong> A logical security area with policy controls</li><li><strong>B.</strong> A switch backplane</li><li><strong>C.</strong> A DHCP scope</li><li><strong>D.</strong> A Wi-Fi antenna pattern</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Zones group interfaces or networks so policies can control traffic between them.</p> </details> </article> <article class="card" data-week="15" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Thursday • Card 3 • Security fundamentals</div> <h3>Q368. For a Genetec camera VLAN deployment, why should camera default passwords be changed?</h3> <ol class="options"><li><strong>A.</strong> To improve image quality</li><li><strong>B.</strong> To prevent unauthorized access</li><li><strong>C.</strong> To increase FPS</li><li><strong>D.</strong> To enable ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Default credentials are widely known and create serious security risk.</p> </details> </article> <article class="card" data-week="15" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Thursday • Card 4 • Security fundamentals</div> <h3>Q369. While troubleshooting a Security Center client connection, what is least privilege?</h3> <ol class="options"><li><strong>A.</strong> Giving only the permissions required</li><li><strong>B.</strong> Giving all users admin rights</li><li><strong>C.</strong> Disabling all logging</li><li><strong>D.</strong> Using only one password</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Least privilege reduces risk by limiting access to required functions only.</p> </details> </article> <article class="card" data-week="15" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 15 • Thursday • Card 5 • Security fundamentals</div> <h3>Q370. During a jail CCTV network audit, why segment access control panels from general user PCs?</h3> <ol class="options"><li><strong>A.</strong> To reduce security exposure and limit lateral movement</li><li><strong>B.</strong> To increase monitor resolution</li><li><strong>C.</strong> To eliminate DHCP</li><li><strong>D.</strong> To disable routing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Segmentation helps protect physical security systems from compromise on less trusted networks.</p> </details> </article> <article class="card" data-week="15" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 15 • Friday • Card 1 • NAT and WAN</div> <h3>Q371. For an access control panel network, what does NAT do?</h3> <ol class="options"><li><strong>A.</strong> Translates IP addresses</li><li><strong>B.</strong> Encrypts wireless</li><li><strong>C.</strong> Assigns VLANs</li><li><strong>D.</strong> Learns MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Network Address Translation changes source or destination IP information.</p> </details> </article> <article class="card" data-week="15" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 15 • Friday • Card 2 • NAT and WAN</div> <h3>Q372. When reviewing a county security electronics network, what is PAT also called?</h3> <ol class="options"><li><strong>A.</strong> NAT overload</li><li><strong>B.</strong> Static routing</li><li><strong>C.</strong> DNS relay</li><li><strong>D.</strong> ARP proxy</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>PAT maps many internal hosts to one public IP using port numbers.</p> </details> </article> <article class="card" data-week="15" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 15 • Friday • Card 3 • NAT and WAN</div> <h3>Q373. During commissioning of Axis cameras into Genetec, which private address is commonly translated before Internet access?</h3> <ol class="options"><li><strong>A.</strong> 10.1.1.10</li><li><strong>B.</strong> 8.8.8.8</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 203.0.113.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>10.0.0.0/8 is private and typically translated for Internet access.</p> </details> </article> <article class="card" data-week="15" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 15 • Friday • Card 4 • NAT and WAN</div> <h3>Q374. For a remote video monitoring site, what is a site-to-site VPN commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Securely connecting two networks</li><li><strong>B.</strong> Powering cameras</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Replacing DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A site-to-site VPN securely connects networks across an untrusted transport.</p> </details> </article> <article class="card" data-week="15" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 15 • Friday • Card 5 • NAT and WAN</div> <h3>Q375. When separating CCTV from the corporate LAN, which protocol helps verify reachability across WAN links?</h3> <ol class="options"><li><strong>A.</strong> ICMP</li><li><strong>B.</strong> PoE</li><li><strong>C.</strong> LLDP</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>ICMP echo requests/replies are commonly used with ping.</p> </details> </article> <article class="card" data-week="16" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 16 • Monday • Card 1 • NAT and WAN</div> <h3>Q376. During network cutover testing, what is split tunneling?</h3> <ol class="options"><li><strong>A.</strong> Sending some traffic through VPN and some directly</li><li><strong>B.</strong> Dividing a VLAN tag</li><li><strong>C.</strong> Splitting fiber strands</li><li><strong>D.</strong> Using two DHCP servers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Split tunneling routes selected traffic through a VPN while other traffic goes directly.</p> </details> </article> <article class="card" data-week="16" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 16 • Monday • Card 2 • NAT and WAN</div> <h3>Q377. For a recorder-to-camera traffic path, why avoid exposing camera web interfaces directly to the Internet?</h3> <ol class="options"><li><strong>A.</strong> It increases attack surface</li><li><strong>B.</strong> It disables DNS</li><li><strong>C.</strong> It prevents recording</li><li><strong>D.</strong> It changes MTU</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Direct exposure increases risk from credential attacks and vulnerabilities.</p> </details> </article> <article class="card" data-week="16" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 16 • Monday • Card 3 • NAT and WAN</div> <h3>Q378. For a Genetec camera VLAN deployment, what is port forwarding?</h3> <ol class="options"><li><strong>A.</strong> Mapping an external port to an internal host/service</li><li><strong>B.</strong> Creating a VLAN</li><li><strong>C.</strong> Blocking ARP</li><li><strong>D.</strong> Learning MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port forwarding directs traffic received on a public IP/port to an internal IP/port.</p> </details> </article> <article class="card" data-week="16" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 16 • Monday • Card 4 • NAT and WAN</div> <h3>Q379. While troubleshooting a Security Center client connection, which WAN issue most affects live video smoothness?</h3> <ol class="options"><li><strong>A.</strong> Latency, jitter, and packet loss</li><li><strong>B.</strong> Hostnames only</li><li><strong>C.</strong> Keyboard layout</li><li><strong>D.</strong> Cable color</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Video performance is affected by latency, jitter, packet loss, and available bandwidth.</p> </details> </article> <article class="card" data-week="16" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 16 • Monday • Card 5 • NAT and WAN</div> <h3>Q380. During a jail CCTV network audit, what is QoS used for over constrained WAN links?</h3> <ol class="options"><li><strong>A.</strong> Prioritizing important traffic</li><li><strong>B.</strong> Creating IP addresses</li><li><strong>C.</strong> Replacing firewalls</li><li><strong>D.</strong> Changing camera lens angle</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>QoS classifies and prioritizes traffic when bandwidth is limited.</p> </details> </article> <article class="card" data-week="16" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Tuesday • Card 1 • QoS and multicast video</div> <h3>Q381. For an access control panel network, what is multicast designed for?</h3> <ol class="options"><li><strong>A.</strong> One-to-many efficient traffic delivery</li><li><strong>B.</strong> Only one-to-one delivery</li><li><strong>C.</strong> Encrypting packets</li><li><strong>D.</strong> Assigning DHCP addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast efficiently sends one stream to multiple receivers.</p> </details> </article> <article class="card" data-week="16" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Tuesday • Card 2 • QoS and multicast video</div> <h3>Q382. When reviewing a county security electronics network, which protocol lets hosts join IPv4 multicast groups?</h3> <ol class="options"><li><strong>A.</strong> IGMP</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DNS</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP is used by hosts and switches/routers for IPv4 multicast group membership.</p> </details> </article> <article class="card" data-week="16" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Tuesday • Card 3 • QoS and multicast video</div> <h3>Q383. During commissioning of Axis cameras into Genetec, what does IGMP snooping do on a switch?</h3> <ol class="options"><li><strong>A.</strong> Limits multicast flooding by tracking group membership</li><li><strong>B.</strong> Encrypts multicast</li><li><strong>C.</strong> Assigns multicast IPs</li><li><strong>D.</strong> Blocks all video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping helps switches forward multicast only to interested ports.</p> </details> </article> <article class="card" data-week="16" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Tuesday • Card 4 • QoS and multicast video</div> <h3>Q384. For a remote video monitoring site, which IPv4 range is multicast?</h3> <ol class="options"><li><strong>A.</strong> 224.0.0.0/4</li><li><strong>B.</strong> 10.0.0.0/8</li><li><strong>C.</strong> 172.16.0.0/12</li><li><strong>D.</strong> 192.168.0.0/16</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IPv4 multicast uses 224.0.0.0 through 239.255.255.255.</p> </details> </article> <article class="card" data-week="16" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Tuesday • Card 5 • QoS and multicast video</div> <h3>Q385. When separating CCTV from the corporate LAN, what does QoS classification do?</h3> <ol class="options"><li><strong>A.</strong> Identifies traffic for policy treatment</li><li><strong>B.</strong> Creates a subnet</li><li><strong>C.</strong> Changes MAC addresses</li><li><strong>D.</strong> Erases logs</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Classification identifies traffic types so QoS policies can mark, queue, or police them.</p> </details> </article> <article class="card" data-week="16" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Wednesday • Card 1 • QoS and multicast video</div> <h3>Q386. During network cutover testing, what is DSCP?</h3> <ol class="options"><li><strong>A.</strong> A Layer 3 QoS marking field</li><li><strong>B.</strong> A switch port mode</li><li><strong>C.</strong> A wireless SSID</li><li><strong>D.</strong> A DHCP option</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DSCP marks packets for differentiated QoS treatment.</p> </details> </article> <article class="card" data-week="16" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Wednesday • Card 2 • QoS and multicast video</div> <h3>Q387. For a recorder-to-camera traffic path, why can video surveillance traffic need QoS?</h3> <ol class="options"><li><strong>A.</strong> Video can be bandwidth-intensive and delay-sensitive</li><li><strong>B.</strong> Video cannot use IP</li><li><strong>C.</strong> Video disables VLANs</li><li><strong>D.</strong> Video requires Telnet</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Live viewing and control traffic may need priority when links are congested.</p> </details> </article> <article class="card" data-week="16" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Wednesday • Card 3 • QoS and multicast video</div> <h3>Q388. For a Genetec camera VLAN deployment, what is jitter?</h3> <ol class="options"><li><strong>A.</strong> Variation in packet delay</li><li><strong>B.</strong> Static IP assignment</li><li><strong>C.</strong> MAC address aging</li><li><strong>D.</strong> A VLAN mismatch</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Jitter is inconsistent packet delay, which can affect real-time video and audio.</p> </details> </article> <article class="card" data-week="16" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Wednesday • Card 4 • QoS and multicast video</div> <h3>Q389. While troubleshooting a Security Center client connection, what should be enabled to prevent multicast flooding in a camera VLAN?</h3> <ol class="options"><li><strong>A.</strong> IGMP snooping</li><li><strong>B.</strong> Telnet</li><li><strong>C.</strong> PortFast disablement</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping reduces unnecessary multicast flooding within a VLAN.</p> </details> </article> <article class="card" data-week="16" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 16 • Wednesday • Card 5 • QoS and multicast video</div> <h3>Q390. During a jail CCTV network audit, which traffic is often best kept unicast unless multicast is designed properly?</h3> <ol class="options"><li><strong>A.</strong> Camera video streams</li><li><strong>B.</strong> NTP queries</li><li><strong>C.</strong> ARP replies</li><li><strong>D.</strong> DHCP offers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast video needs proper IGMP and routing design. Without it, unicast is often simpler and safer.</p> </details> </article> <article class="card" data-week="16" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Thursday • Card 1 • Automation and programmability</div> <h3>Q391. For an access control panel network, which data format is commonly used by REST APIs?</h3> <ol class="options"><li><strong>A.</strong> JSON</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>JSON is widely used to exchange structured data in REST APIs.</p> </details> </article> <article class="card" data-week="16" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Thursday • Card 2 • Automation and programmability</div> <h3>Q392. When reviewing a county security electronics network, what does REST commonly use as its transport/application protocol?</h3> <ol class="options"><li><strong>A.</strong> HTTP/HTTPS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP only</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RESTful APIs commonly use HTTP or HTTPS methods.</p> </details> </article> <article class="card" data-week="16" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Thursday • Card 3 • Automation and programmability</div> <h3>Q393. During commissioning of Axis cameras into Genetec, which HTTP method is commonly used to retrieve information?</h3> <ol class="options"><li><strong>A.</strong> GET</li><li><strong>B.</strong> POST</li><li><strong>C.</strong> PUT</li><li><strong>D.</strong> DELETE</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>GET retrieves a resource without changing it.</p> </details> </article> <article class="card" data-week="16" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Thursday • Card 4 • Automation and programmability</div> <h3>Q394. For a remote video monitoring site, which HTTP method is commonly used to create a new object?</h3> <ol class="options"><li><strong>A.</strong> POST</li><li><strong>B.</strong> GET</li><li><strong>C.</strong> PING</li><li><strong>D.</strong> TRACEPATH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>POST is commonly used to submit data or create resources.</p> </details> </article> <article class="card" data-week="16" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Thursday • Card 5 • Automation and programmability</div> <h3>Q395. When separating CCTV from the corporate LAN, what is an API token used for?</h3> <ol class="options"><li><strong>A.</strong> Authentication/authorization to an API</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Fiber splicing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>API tokens are used to authenticate and authorize API requests.</p> </details> </article> <article class="card" data-week="16" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Friday • Card 1 • Automation and programmability</div> <h3>Q396. During network cutover testing, which tool is often used for API testing from a workstation?</h3> <ol class="options"><li><strong>A.</strong> Postman</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> DHCP relay</li><li><strong>D.</strong> LLDP-MED</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Postman is commonly used for testing REST APIs.</p> </details> </article> <article class="card" data-week="16" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Friday • Card 2 • Automation and programmability</div> <h3>Q397. For a recorder-to-camera traffic path, what is idempotency?</h3> <ol class="options"><li><strong>A.</strong> Repeating an operation gives the same result</li><li><strong>B.</strong> Traffic is encrypted</li><li><strong>C.</strong> A port is trunking</li><li><strong>D.</strong> A camera is recording</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An idempotent operation can be repeated without changing the result beyond the first application.</p> </details> </article> <article class="card" data-week="16" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Friday • Card 3 • Automation and programmability</div> <h3>Q398. For a Genetec camera VLAN deployment, why is network automation useful for security systems?</h3> <ol class="options"><li><strong>A.</strong> It reduces repetitive configuration errors</li><li><strong>B.</strong> It removes need for IP addresses</li><li><strong>C.</strong> It prevents all outages</li><li><strong>D.</strong> It replaces physical cabling</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Automation improves consistency, speeds changes, and reduces manual mistakes.</p> </details> </article> <article class="card" data-week="16" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Friday • Card 4 • Automation and programmability</div> <h3>Q399. While troubleshooting a Security Center client connection, which file format is commonly used for network automation variables?</h3> <ol class="options"><li><strong>A.</strong> YAML</li><li><strong>B.</strong> JPEG</li><li><strong>C.</strong> MP3</li><li><strong>D.</strong> BMP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>YAML is frequently used for human-readable configuration data.</p> </details> </article> <article class="card" data-week="16" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 16 • Friday • Card 5 • Automation and programmability</div> <h3>Q400. During a jail CCTV network audit, what is Git used for?</h3> <ol class="options"><li><strong>A.</strong> Version control</li><li><strong>B.</strong> Packet switching</li><li><strong>C.</strong> PoE delivery</li><li><strong>D.</strong> Wireless roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Git tracks changes to files such as scripts, templates, and configurations.</p> </details> </article> <article class="card" data-week="17" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Monday • Card 1 • Networking fundamentals</div> <h3>Q401. When reviewing a county security electronics network, which OSI layer is responsible for logical IP addressing?</h3> <ol class="options"><li><strong>A.</strong> Layer 2</li><li><strong>B.</strong> Layer 3</li><li><strong>C.</strong> Layer 4</li><li><strong>D.</strong> Layer 7</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Layer 3, the Network layer, provides logical addressing and routing using IP. This is where video clients, cameras, and servers are routed between subnets.</p> </details> </article> <article class="card" data-week="17" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Monday • Card 2 • Networking fundamentals</div> <h3>Q402. During commissioning of Axis cameras into Genetec, which device primarily separates broadcast domains?</h3> <ol class="options"><li><strong>A.</strong> Switch</li><li><strong>B.</strong> Hub</li><li><strong>C.</strong> Router</li><li><strong>D.</strong> Patch panel</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Routers and Layer 3 switches separate broadcast domains. This matters when separating camera VLANs, access control VLANs, and corporate LANs.</p> </details> </article> <article class="card" data-week="17" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Monday • Card 3 • Networking fundamentals</div> <h3>Q403. For a remote video monitoring site, what is the purpose of a default gateway?</h3> <ol class="options"><li><strong>A.</strong> Encrypt traffic</li><li><strong>B.</strong> Forward traffic outside the local subnet</li><li><strong>C.</strong> Assign VLAN IDs</li><li><strong>D.</strong> Convert fiber to copper</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A host sends traffic to its default gateway when the destination is outside the local subnet.</p> </details> </article> <article class="card" data-week="17" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Monday • Card 4 • Networking fundamentals</div> <h3>Q404. When separating CCTV from the corporate LAN, which protocol resolves an IPv4 address to a MAC address?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>ARP maps IPv4 addresses to MAC addresses on the local network.</p> </details> </article> <article class="card" data-week="17" data-day="Monday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Monday • Card 5 • Networking fundamentals</div> <h3>Q405. During network cutover testing, which value identifies a VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> DSCP</li><li><strong>B.</strong> VLAN ID</li><li><strong>C.</strong> MAC address</li><li><strong>D.</strong> TCP port</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>802.1Q inserts a VLAN tag that includes the VLAN ID.</p> </details> </article> <article class="card" data-week="17" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Tuesday • Card 1 • Networking fundamentals</div> <h3>Q406. For a recorder-to-camera traffic path, what does MTU define?</h3> <ol class="options"><li><strong>A.</strong> Maximum frame count per second</li><li><strong>B.</strong> Maximum transmission unit size</li><li><strong>C.</strong> Minimum trunk utilization</li><li><strong>D.</strong> MAC table update time</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>MTU is the largest packet/frame payload size supported without fragmentation.</p> </details> </article> <article class="card" data-week="17" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Tuesday • Card 2 • Networking fundamentals</div> <h3>Q407. For a Genetec camera VLAN deployment, which address is a private IPv4 address?</h3> <ol class="options"><li><strong>A.</strong> 8.8.8.8</li><li><strong>B.</strong> 172.16.5.10</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 224.0.0.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>172.16.0.0/12 is private IPv4 space.</p> </details> </article> <article class="card" data-week="17" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Tuesday • Card 3 • Networking fundamentals</div> <h3>Q408. While troubleshooting a Security Center client connection, which address is link-local IPv4?</h3> <ol class="options"><li><strong>A.</strong> 169.254.10.20</li><li><strong>B.</strong> 10.10.10.20</li><li><strong>C.</strong> 192.168.1.20</li><li><strong>D.</strong> 172.20.1.20</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>169.254.0.0/16 is APIPA/link-local addressing used when DHCP fails.</p> </details> </article> <article class="card" data-week="17" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Tuesday • Card 4 • Networking fundamentals</div> <h3>Q409. During a jail CCTV network audit, which protocol translates hostnames to IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DNS</li><li><strong>B.</strong> SNMP</li><li><strong>C.</strong> RTP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DNS resolves names such as servers or cloud services to IP addresses.</p> </details> </article> <article class="card" data-week="17" data-day="Tuesday" data-topic="Networking fundamentals"> <div class="meta">Week 17 • Tuesday • Card 5 • Networking fundamentals</div> <h3>Q410. For an access control panel network, which transport protocol is connection-oriented?</h3> <ol class="options"><li><strong>A.</strong> UDP</li><li><strong>B.</strong> TCP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>TCP uses sessions, acknowledgements, and retransmission.</p> </details> </article> <article class="card" data-week="17" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Wednesday • Card 1 • Subnetting and addressing</div> <h3>Q411. When reviewing a county security electronics network, how many usable IPv4 host addresses are in a /24 subnet?</h3> <ol class="options"><li><strong>A.</strong> 254</li><li><strong>B.</strong> 255</li><li><strong>C.</strong> 256</li><li><strong>D.</strong> 510</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /24 has 256 total addresses; network and broadcast are not usable for hosts.</p> </details> </article> <article class="card" data-week="17" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Wednesday • Card 2 • Subnetting and addressing</div> <h3>Q412. During commissioning of Axis cameras into Genetec, what subnet mask matches /26?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.255.128</li><li><strong>C.</strong> 255.255.255.192</li><li><strong>D.</strong> 255.255.255.224</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>/26 equals 255.255.255.192 and provides 62 usable host addresses.</p> </details> </article> <article class="card" data-week="17" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Wednesday • Card 3 • Subnetting and addressing</div> <h3>Q413. For a remote video monitoring site, which subnet contains host 10.10.5.77/26?</h3> <ol class="options"><li><strong>A.</strong> 10.10.5.0/26</li><li><strong>B.</strong> 10.10.5.64/26</li><li><strong>C.</strong> 10.10.5.128/26</li><li><strong>D.</strong> 10.10.5.192/26</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/26 subnets increment by 64. Address .77 belongs to 10.10.5.64/26.</p> </details> </article> <article class="card" data-week="17" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Wednesday • Card 4 • Subnetting and addressing</div> <h3>Q414. When separating CCTV from the corporate LAN, what is the broadcast address for 192.168.20.32/27?</h3> <ol class="options"><li><strong>A.</strong> 192.168.20.31</li><li><strong>B.</strong> 192.168.20.63</li><li><strong>C.</strong> 192.168.20.64</li><li><strong>D.</strong> 192.168.20.95</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/27 increments by 32. The .32 subnet ends at .63.</p> </details> </article> <article class="card" data-week="17" data-day="Wednesday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Wednesday • Card 5 • Subnetting and addressing</div> <h3>Q415. During network cutover testing, how many usable hosts are available in a /30?</h3> <ol class="options"><li><strong>A.</strong> 2</li><li><strong>B.</strong> 4</li><li><strong>C.</strong> 6</li><li><strong>D.</strong> 14</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A /30 has four total addresses and two usable host addresses, common for point-to-point links.</p> </details> </article> <article class="card" data-week="17" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Thursday • Card 1 • Subnetting and addressing</div> <h3>Q416. For a recorder-to-camera traffic path, which prefix gives approximately 14 usable host addresses?</h3> <ol class="options"><li><strong>A.</strong> /28</li><li><strong>B.</strong> /27</li><li><strong>C.</strong> /26</li><li><strong>D.</strong> /25</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>/28 provides 16 total addresses and 14 usable host addresses.</p> </details> </article> <article class="card" data-week="17" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Thursday • Card 2 • Subnetting and addressing</div> <h3>Q417. For a Genetec camera VLAN deployment, what does CIDR notation /23 represent?</h3> <ol class="options"><li><strong>A.</strong> 255.255.255.0</li><li><strong>B.</strong> 255.255.254.0</li><li><strong>C.</strong> 255.255.252.0</li><li><strong>D.</strong> 255.255.248.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>/23 corresponds to 255.255.254.0.</p> </details> </article> <article class="card" data-week="17" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Thursday • Card 3 • Subnetting and addressing</div> <h3>Q418. While troubleshooting a Security Center client connection, which range is private IPv4?</h3> <ol class="options"><li><strong>A.</strong> 192.0.2.0/24</li><li><strong>B.</strong> 192.168.0.0/16</li><li><strong>C.</strong> 198.51.100.0/24</li><li><strong>D.</strong> 203.0.113.0/24</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>192.168.0.0/16 is private. The other ranges are documentation/test networks.</p> </details> </article> <article class="card" data-week="17" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Thursday • Card 4 • Subnetting and addressing</div> <h3>Q419. During a jail CCTV network audit, what is the network address of 172.20.14.199/24?</h3> <ol class="options"><li><strong>A.</strong> 172.20.14.0</li><li><strong>B.</strong> 172.20.14.199</li><li><strong>C.</strong> 172.20.14.255</li><li><strong>D.</strong> 172.20.0.0</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>With /24, the first three octets define the network.</p> </details> </article> <article class="card" data-week="17" data-day="Thursday" data-topic="Subnetting and addressing"> <div class="meta">Week 17 • Thursday • Card 5 • Subnetting and addressing</div> <h3>Q420. For an access control panel network, why should camera IP plans avoid overlapping subnets?</h3> <ol class="options"><li><strong>A.</strong> It disables PoE</li><li><strong>B.</strong> Routing becomes ambiguous</li><li><strong>C.</strong> DNS stops working</li><li><strong>D.</strong> NTP cannot synchronize</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Overlapping subnets can cause routing ambiguity and difficult troubleshooting between camera, server, and client networks.</p> </details> </article> <article class="card" data-week="17" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 17 • Friday • Card 1 • Switching and VLANs</div> <h3>Q421. When reviewing a county security electronics network, which switch port mode carries multiple VLANs?</h3> <ol class="options"><li><strong>A.</strong> Access</li><li><strong>B.</strong> Trunk</li><li><strong>C.</strong> Shutdown</li><li><strong>D.</strong> Loopback</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A trunk carries traffic for multiple VLANs using tagging, usually 802.1Q.</p> </details> </article> <article class="card" data-week="17" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 17 • Friday • Card 2 • Switching and VLANs</div> <h3>Q422. During commissioning of Axis cameras into Genetec, which switch port mode should normally be used for a single IP camera?</h3> <ol class="options"><li><strong>A.</strong> Trunk</li><li><strong>B.</strong> Access</li><li><strong>C.</strong> Routed</li><li><strong>D.</strong> Monitor</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A single camera usually belongs to one VLAN, so an access port is appropriate.</p> </details> </article> <article class="card" data-week="17" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 17 • Friday • Card 3 • Switching and VLANs</div> <h3>Q423. For a remote video monitoring site, what is the native VLAN on an 802.1Q trunk?</h3> <ol class="options"><li><strong>A.</strong> The VLAN carried untagged</li><li><strong>B.</strong> The voice VLAN only</li><li><strong>C.</strong> The management VLAN only</li><li><strong>D.</strong> The disabled VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>The native VLAN is sent untagged across an 802.1Q trunk.</p> </details> </article> <article class="card" data-week="17" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 17 • Friday • Card 4 • Switching and VLANs</div> <h3>Q424. When separating CCTV from the corporate LAN, what problem does STP help prevent?</h3> <ol class="options"><li><strong>A.</strong> IP address exhaustion</li><li><strong>B.</strong> Layer 2 loops</li><li><strong>C.</strong> DNS poisoning</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Spanning Tree Protocol blocks redundant paths to prevent Layer 2 loops.</p> </details> </article> <article class="card" data-week="17" data-day="Friday" data-topic="Switching and VLANs"> <div class="meta">Week 17 • Friday • Card 5 • Switching and VLANs</div> <h3>Q425. During network cutover testing, what does a switch use to forward frames?</h3> <ol class="options"><li><strong>A.</strong> ARP table</li><li><strong>B.</strong> MAC address table</li><li><strong>C.</strong> Routing table</li><li><strong>D.</strong> DNS cache</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Switches forward frames based on destination MAC addresses learned in the MAC table.</p> </details> </article> <article class="card" data-week="18" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 18 • Monday • Card 1 • Switching and VLANs</div> <h3>Q426. For a recorder-to-camera traffic path, which command commonly verifies VLAN membership on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show vlan brief</li><li><strong>B.</strong> show ip route</li><li><strong>C.</strong> show clock</li><li><strong>D.</strong> show arp vrf</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show vlan brief displays VLANs and assigned access ports.</p> </details> </article> <article class="card" data-week="18" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 18 • Monday • Card 2 • Switching and VLANs</div> <h3>Q427. For a Genetec camera VLAN deployment, what happens when a switch receives an unknown unicast frame?</h3> <ol class="options"><li><strong>A.</strong> It drops it always</li><li><strong>B.</strong> It floods within the VLAN</li><li><strong>C.</strong> It sends it to the router only</li><li><strong>D.</strong> It converts it to multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Unknown unicast frames are flooded within the same VLAN.</p> </details> </article> <article class="card" data-week="18" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 18 • Monday • Card 3 • Switching and VLANs</div> <h3>Q428. While troubleshooting a Security Center client connection, why place cameras in a dedicated VLAN?</h3> <ol class="options"><li><strong>A.</strong> To increase pixel resolution</li><li><strong>B.</strong> To reduce broadcast scope and improve security</li><li><strong>C.</strong> To remove the need for DNS</li><li><strong>D.</strong> To disable multicast</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A camera VLAN limits broadcast traffic and improves segmentation and security.</p> </details> </article> <article class="card" data-week="18" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 18 • Monday • Card 4 • Switching and VLANs</div> <h3>Q429. During a jail CCTV network audit, what is port security commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Limiting MAC addresses on a switch port</li><li><strong>B.</strong> Encrypting routing updates</li><li><strong>C.</strong> Creating VLAN trunks</li><li><strong>D.</strong> Assigning IPv6 addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port security can restrict which MAC addresses are allowed on an access port.</p> </details> </article> <article class="card" data-week="18" data-day="Monday" data-topic="Switching and VLANs"> <div class="meta">Week 18 • Monday • Card 5 • Switching and VLANs</div> <h3>Q430. For an access control panel network, what is a switched virtual interface, or SVI?</h3> <ol class="options"><li><strong>A.</strong> A logical Layer 3 interface for a VLAN</li><li><strong>B.</strong> A physical fiber port</li><li><strong>C.</strong> A DNS record</li><li><strong>D.</strong> A PoE injector</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An SVI provides Layer 3 gateway functionality for a VLAN on a multilayer switch.</p> </details> </article> <article class="card" data-week="18" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 18 • Tuesday • Card 1 • Routing</div> <h3>Q431. When reviewing a county security electronics network, which route is used when no more specific route matches?</h3> <ol class="options"><li><strong>A.</strong> Connected route</li><li><strong>B.</strong> Default route</li><li><strong>C.</strong> Host route</li><li><strong>D.</strong> Summary route</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>A default route, often 0.0.0.0/0, is used when no better match exists.</p> </details> </article> <article class="card" data-week="18" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 18 • Tuesday • Card 2 • Routing</div> <h3>Q432. During commissioning of Axis cameras into Genetec, what is administrative distance used for?</h3> <ol class="options"><li><strong>A.</strong> Choosing between routing sources</li><li><strong>B.</strong> Setting switch speed</li><li><strong>C.</strong> Assigning VLAN numbers</li><li><strong>D.</strong> Encrypting packets</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Administrative distance ranks route sources when multiple protocols advertise the same destination.</p> </details> </article> <article class="card" data-week="18" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 18 • Tuesday • Card 3 • Routing</div> <h3>Q433. For a remote video monitoring site, which route type is automatically created when an interface has an IP address and is up?</h3> <ol class="options"><li><strong>A.</strong> Static</li><li><strong>B.</strong> Connected</li><li><strong>C.</strong> BGP</li><li><strong>D.</strong> Default</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Connected routes appear automatically for active interfaces with IP addressing.</p> </details> </article> <article class="card" data-week="18" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 18 • Tuesday • Card 4 • Routing</div> <h3>Q434. When separating CCTV from the corporate LAN, what does longest prefix match mean?</h3> <ol class="options"><li><strong>A.</strong> The route with the largest metric wins</li><li><strong>B.</strong> The most specific matching route is chosen</li><li><strong>C.</strong> The oldest route is chosen</li><li><strong>D.</strong> The default route always wins</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Routers choose the most specific route that matches the destination IP.</p> </details> </article> <article class="card" data-week="18" data-day="Tuesday" data-topic="Routing"> <div class="meta">Week 18 • Tuesday • Card 5 • Routing</div> <h3>Q435. During network cutover testing, which command commonly displays the IPv4 routing table on Cisco IOS?</h3> <ol class="options"><li><strong>A.</strong> show ip route</li><li><strong>B.</strong> show vlan</li><li><strong>C.</strong> show mac address-table</li><li><strong>D.</strong> show power inline</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>show ip route displays learned and configured IPv4 routes.</p> </details> </article> <article class="card" data-week="18" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 18 • Wednesday • Card 1 • Routing</div> <h3>Q436. For a recorder-to-camera traffic path, which protocol is an interior gateway protocol?</h3> <ol class="options"><li><strong>A.</strong> OSPF</li><li><strong>B.</strong> HTTP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>OSPF is an IGP used for dynamic routing inside an organization.</p> </details> </article> <article class="card" data-week="18" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 18 • Wednesday • Card 2 • Routing</div> <h3>Q437. For a Genetec camera VLAN deployment, what is a static route?</h3> <ol class="options"><li><strong>A.</strong> A manually configured route</li><li><strong>B.</strong> A DHCP lease</li><li><strong>C.</strong> A VLAN tag</li><li><strong>D.</strong> A DNS alias</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Static routes are manually entered and do not dynamically adapt unless tracking is configured.</p> </details> </article> <article class="card" data-week="18" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 18 • Wednesday • Card 3 • Routing</div> <h3>Q438. While troubleshooting a Security Center client connection, what is a next-hop IP address?</h3> <ol class="options"><li><strong>A.</strong> The destination host</li><li><strong>B.</strong> The neighboring router to forward traffic to</li><li><strong>C.</strong> The DNS server</li><li><strong>D.</strong> The DHCP server</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>The next hop is the router address used to reach a destination network.</p> </details> </article> <article class="card" data-week="18" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 18 • Wednesday • Card 4 • Routing</div> <h3>Q439. During a jail CCTV network audit, what is route summarization?</h3> <ol class="options"><li><strong>A.</strong> Combining multiple networks into a shorter prefix</li><li><strong>B.</strong> Encrypting routes</li><li><strong>C.</strong> Removing VLAN tags</li><li><strong>D.</strong> Converting IPv4 to IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Summarization advertises multiple contiguous networks as one route to reduce table size.</p> </details> </article> <article class="card" data-week="18" data-day="Wednesday" data-topic="Routing"> <div class="meta">Week 18 • Wednesday • Card 5 • Routing</div> <h3>Q440. For an access control panel network, why is asymmetric routing sometimes a problem for security systems?</h3> <ol class="options"><li><strong>A.</strong> It changes camera resolution</li><li><strong>B.</strong> Firewalls may see only one side of a session</li><li><strong>C.</strong> It disables PoE</li><li><strong>D.</strong> It prevents ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Stateful firewalls may drop traffic if return traffic follows a different path and session state is not seen.</p> </details> </article> <article class="card" data-week="18" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Thursday • Card 1 • Wireless and RF basics</div> <h3>Q441. When reviewing a county security electronics network, which Wi-Fi band generally has better wall penetration?</h3> <ol class="options"><li><strong>A.</strong> 2.4 GHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> 6 GHz</li><li><strong>D.</strong> 60 GHz</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>2.4 GHz usually penetrates walls better, but has more interference and fewer non-overlapping channels.</p> </details> </article> <article class="card" data-week="18" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Thursday • Card 2 • Wireless and RF basics</div> <h3>Q442. During commissioning of Axis cameras into Genetec, which Wi-Fi band usually offers more channels and higher throughput than 2.4 GHz?</h3> <ol class="options"><li><strong>A.</strong> 900 MHz</li><li><strong>B.</strong> 5 GHz</li><li><strong>C.</strong> AM radio</li><li><strong>D.</strong> Bluetooth only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>5 GHz usually has more available channels and higher throughput, but shorter range.</p> </details> </article> <article class="card" data-week="18" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Thursday • Card 3 • Wireless and RF basics</div> <h3>Q443. For a remote video monitoring site, what is SSID?</h3> <ol class="options"><li><strong>A.</strong> A wireless network name</li><li><strong>B.</strong> A routing protocol</li><li><strong>C.</strong> A PoE class</li><li><strong>D.</strong> A firewall action</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SSID is the advertised or configured wireless network name.</p> </details> </article> <article class="card" data-week="18" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Thursday • Card 4 • Wireless and RF basics</div> <h3>Q444. When separating CCTV from the corporate LAN, which security mode is stronger than WPA2-Personal when available?</h3> <ol class="options"><li><strong>A.</strong> WEP</li><li><strong>B.</strong> Open</li><li><strong>C.</strong> WPA3</li><li><strong>D.</strong> TKIP only</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>WPA3 improves authentication and cryptographic protections over older modes.</p> </details> </article> <article class="card" data-week="18" data-day="Thursday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Thursday • Card 5 • Wireless and RF basics</div> <h3>Q445. During network cutover testing, what is roaming in Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Moving a client between access points</li><li><strong>B.</strong> Changing IP subnets manually</li><li><strong>C.</strong> Replacing antennas</li><li><strong>D.</strong> Turning off encryption</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Roaming occurs when a wireless client moves between APs while maintaining connectivity.</p> </details> </article> <article class="card" data-week="18" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Friday • Card 1 • Wireless and RF basics</div> <h3>Q446. For a recorder-to-camera traffic path, what does RSSI indicate?</h3> <ol class="options"><li><strong>A.</strong> Received signal strength</li><li><strong>B.</strong> Routing table size</li><li><strong>C.</strong> Camera frame rate</li><li><strong>D.</strong> Switch buffer size</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RSSI is a measure of received signal strength.</p> </details> </article> <article class="card" data-week="18" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Friday • Card 2 • Wireless and RF basics</div> <h3>Q447. For a Genetec camera VLAN deployment, why are wireless cameras often avoided for critical CCTV?</h3> <ol class="options"><li><strong>A.</strong> They cannot use IP</li><li><strong>B.</strong> Wireless links may be less predictable than wired links</li><li><strong>C.</strong> They cannot use DNS</li><li><strong>D.</strong> They require IPv6</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Wireless is vulnerable to interference, capacity limits, and RF design issues.</p> </details> </article> <article class="card" data-week="18" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Friday • Card 3 • Wireless and RF basics</div> <h3>Q448. While troubleshooting a Security Center client connection, which issue is caused by too many APs on the same channel?</h3> <ol class="options"><li><strong>A.</strong> Co-channel interference</li><li><strong>B.</strong> DNS recursion</li><li><strong>C.</strong> DHCP starvation only</li><li><strong>D.</strong> NTP drift</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Co-channel interference occurs when too many devices contend on the same channel.</p> </details> </article> <article class="card" data-week="18" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Friday • Card 4 • Wireless and RF basics</div> <h3>Q449. During a jail CCTV network audit, what does a captive portal typically provide?</h3> <ol class="options"><li><strong>A.</strong> Web-based authentication or acceptance</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> OSPF adjacency</li><li><strong>D.</strong> Camera lens focus</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Captive portals intercept web traffic for login or terms acceptance.</p> </details> </article> <article class="card" data-week="18" data-day="Friday" data-topic="Wireless and RF basics"> <div class="meta">Week 18 • Friday • Card 5 • Wireless and RF basics</div> <h3>Q450. For an access control panel network, which design best supports mobile Genetec client devices over Wi-Fi?</h3> <ol class="options"><li><strong>A.</strong> Strong coverage, capacity planning, and secure authentication</li><li><strong>B.</strong> One AP at maximum power</li><li><strong>C.</strong> Open Wi-Fi only</li><li><strong>D.</strong> Disable roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Mobile video clients need reliable coverage, adequate capacity, secure authentication, and controlled roaming.</p> </details> </article> <article class="card" data-week="19" data-day="Monday" data-topic="IP services"> <div class="meta">Week 19 • Monday • Card 1 • IP services</div> <h3>Q451. When reviewing a county security electronics network, which protocol dynamically assigns IP addresses?</h3> <ol class="options"><li><strong>A.</strong> DHCP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> SNMP</li><li><strong>D.</strong> SSH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DHCP leases IP configuration such as address, mask, gateway, and DNS.</p> </details> </article> <article class="card" data-week="19" data-day="Monday" data-topic="IP services"> <div class="meta">Week 19 • Monday • Card 2 • IP services</div> <h3>Q452. During commissioning of Axis cameras into Genetec, which DHCP message does a client send first?</h3> <ol class="options"><li><strong>A.</strong> DISCOVER</li><li><strong>B.</strong> OFFER</li><li><strong>C.</strong> REQUEST</li><li><strong>D.</strong> ACK</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A DHCP client starts by broadcasting DHCPDISCOVER.</p> </details> </article> <article class="card" data-week="19" data-day="Monday" data-topic="IP services"> <div class="meta">Week 19 • Monday • Card 3 • IP services</div> <h3>Q453. For a remote video monitoring site, what is the purpose of DHCP reservation?</h3> <ol class="options"><li><strong>A.</strong> Assigning a consistent IP to a known MAC address</li><li><strong>B.</strong> Encrypting DHCP</li><li><strong>C.</strong> Creating VLANs</li><li><strong>D.</strong> Blocking DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Reservations help keep devices such as cameras or servers at predictable addresses.</p> </details> </article> <article class="card" data-week="19" data-day="Monday" data-topic="IP services"> <div class="meta">Week 19 • Monday • Card 4 • IP services</div> <h3>Q454. When separating CCTV from the corporate LAN, which service synchronizes time across network devices?</h3> <ol class="options"><li><strong>A.</strong> NTP</li><li><strong>B.</strong> DNS</li><li><strong>C.</strong> DHCP</li><li><strong>D.</strong> FTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>NTP synchronizes clocks, which is critical for video evidence timelines and logs.</p> </details> </article> <article class="card" data-week="19" data-day="Monday" data-topic="IP services"> <div class="meta">Week 19 • Monday • Card 5 • IP services</div> <h3>Q455. During network cutover testing, which protocol is commonly used for device monitoring?</h3> <ol class="options"><li><strong>A.</strong> SNMP</li><li><strong>B.</strong> SMTP</li><li><strong>C.</strong> RDP</li><li><strong>D.</strong> RTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>SNMP can monitor device status, interfaces, and alerts.</p> </details> </article> <article class="card" data-week="19" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 19 • Tuesday • Card 1 • IP services</div> <h3>Q456. For a recorder-to-camera traffic path, what does Syslog provide?</h3> <ol class="options"><li><strong>A.</strong> Centralized log messages</li><li><strong>B.</strong> IP address assignment</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Power delivery</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Syslog sends event messages to a centralized logging system.</p> </details> </article> <article class="card" data-week="19" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 19 • Tuesday • Card 2 • IP services</div> <h3>Q457. For a Genetec camera VLAN deployment, which protocol securely administers network devices by CLI?</h3> <ol class="options"><li><strong>A.</strong> Telnet</li><li><strong>B.</strong> SSH</li><li><strong>C.</strong> TFTP</li><li><strong>D.</strong> HTTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>SSH encrypts remote CLI access. Telnet is unencrypted.</p> </details> </article> <article class="card" data-week="19" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 19 • Tuesday • Card 3 • IP services</div> <h3>Q458. While troubleshooting a Security Center client connection, which protocol is commonly used to transfer configuration files but is not secure?</h3> <ol class="options"><li><strong>A.</strong> TFTP</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> SSH</li><li><strong>D.</strong> SCP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>TFTP is simple and unencrypted.</p> </details> </article> <article class="card" data-week="19" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 19 • Tuesday • Card 4 • IP services</div> <h3>Q459. During a jail CCTV network audit, what is DNS A record used for?</h3> <ol class="options"><li><strong>A.</strong> Mapping a hostname to IPv4</li><li><strong>B.</strong> Mapping IP to MAC</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Setting PoE class</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An A record maps a hostname to an IPv4 address.</p> </details> </article> <article class="card" data-week="19" data-day="Tuesday" data-topic="IP services"> <div class="meta">Week 19 • Tuesday • Card 5 • IP services</div> <h3>Q460. For an access control panel network, why is accurate NTP important for Genetec systems?</h3> <ol class="options"><li><strong>A.</strong> It improves lens zoom</li><li><strong>B.</strong> It keeps video, access events, and audit logs aligned</li><li><strong>C.</strong> It increases PoE wattage</li><li><strong>D.</strong> It prevents all packet loss</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Accurate time keeps camera video, access control events, and audit logs correlated.</p> </details> </article> <article class="card" data-week="19" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Wednesday • Card 1 • Security fundamentals</div> <h3>Q461. When reviewing a county security electronics network, what does AAA stand for?</h3> <ol class="options"><li><strong>A.</strong> Authentication, Authorization, Accounting</li><li><strong>B.</strong> Access, Allow, Audit</li><li><strong>C.</strong> Address, ARP, ACL</li><li><strong>D.</strong> Analyze, Alert, Archive</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>AAA identifies users, determines permissions, and records activity.</p> </details> </article> <article class="card" data-week="19" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Wednesday • Card 2 • Security fundamentals</div> <h3>Q462. During commissioning of Axis cameras into Genetec, which protocol provides centralized AAA for network devices?</h3> <ol class="options"><li><strong>A.</strong> RADIUS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RADIUS is commonly used for centralized authentication and authorization.</p> </details> </article> <article class="card" data-week="19" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Wednesday • Card 3 • Security fundamentals</div> <h3>Q463. For a remote video monitoring site, what is the purpose of an ACL?</h3> <ol class="options"><li><strong>A.</strong> Filter traffic based on rules</li><li><strong>B.</strong> Assign DHCP leases</li><li><strong>C.</strong> Increase PoE</li><li><strong>D.</strong> Store video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Access control lists permit or deny traffic based on criteria such as IPs, ports, and protocols.</p> </details> </article> <article class="card" data-week="19" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Wednesday • Card 4 • Security fundamentals</div> <h3>Q464. When separating CCTV from the corporate LAN, which management method is least secure?</h3> <ol class="options"><li><strong>A.</strong> SSH</li><li><strong>B.</strong> HTTPS</li><li><strong>C.</strong> Telnet</li><li><strong>D.</strong> SNMPv3</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>Telnet sends credentials and traffic in clear text.</p> </details> </article> <article class="card" data-week="19" data-day="Wednesday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Wednesday • Card 5 • Security fundamentals</div> <h3>Q465. During network cutover testing, which SNMP version supports authentication and encryption?</h3> <ol class="options"><li><strong>A.</strong> SNMPv1</li><li><strong>B.</strong> SNMPv2c</li><li><strong>C.</strong> SNMPv3</li><li><strong>D.</strong> All versions equally</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: C</strong></p> <p>SNMPv3 supports stronger authentication and privacy features.</p> </details> </article> <article class="card" data-week="19" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Thursday • Card 1 • Security fundamentals</div> <h3>Q466. For a recorder-to-camera traffic path, what is 802.1X used for?</h3> <ol class="options"><li><strong>A.</strong> Port-based network access control</li><li><strong>B.</strong> DNS forwarding</li><li><strong>C.</strong> Static routing</li><li><strong>D.</strong> PoE measurement</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>802.1X authenticates devices or users before granting network access.</p> </details> </article> <article class="card" data-week="19" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Thursday • Card 2 • Security fundamentals</div> <h3>Q467. For a Genetec camera VLAN deployment, what is a firewall zone?</h3> <ol class="options"><li><strong>A.</strong> A logical security area with policy controls</li><li><strong>B.</strong> A switch backplane</li><li><strong>C.</strong> A DHCP scope</li><li><strong>D.</strong> A Wi-Fi antenna pattern</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Zones group interfaces or networks so policies can control traffic between them.</p> </details> </article> <article class="card" data-week="19" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Thursday • Card 3 • Security fundamentals</div> <h3>Q468. While troubleshooting a Security Center client connection, why should camera default passwords be changed?</h3> <ol class="options"><li><strong>A.</strong> To improve image quality</li><li><strong>B.</strong> To prevent unauthorized access</li><li><strong>C.</strong> To increase FPS</li><li><strong>D.</strong> To enable ARP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: B</strong></p> <p>Default credentials are widely known and create serious security risk.</p> </details> </article> <article class="card" data-week="19" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Thursday • Card 4 • Security fundamentals</div> <h3>Q469. During a jail CCTV network audit, what is least privilege?</h3> <ol class="options"><li><strong>A.</strong> Giving only the permissions required</li><li><strong>B.</strong> Giving all users admin rights</li><li><strong>C.</strong> Disabling all logging</li><li><strong>D.</strong> Using only one password</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Least privilege reduces risk by limiting access to required functions only.</p> </details> </article> <article class="card" data-week="19" data-day="Thursday" data-topic="Security fundamentals"> <div class="meta">Week 19 • Thursday • Card 5 • Security fundamentals</div> <h3>Q470. For an access control panel network, why segment access control panels from general user PCs?</h3> <ol class="options"><li><strong>A.</strong> To reduce security exposure and limit lateral movement</li><li><strong>B.</strong> To increase monitor resolution</li><li><strong>C.</strong> To eliminate DHCP</li><li><strong>D.</strong> To disable routing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Segmentation helps protect physical security systems from compromise on less trusted networks.</p> </details> </article> <article class="card" data-week="19" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 19 • Friday • Card 1 • NAT and WAN</div> <h3>Q471. When reviewing a county security electronics network, what does NAT do?</h3> <ol class="options"><li><strong>A.</strong> Translates IP addresses</li><li><strong>B.</strong> Encrypts wireless</li><li><strong>C.</strong> Assigns VLANs</li><li><strong>D.</strong> Learns MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Network Address Translation changes source or destination IP information.</p> </details> </article> <article class="card" data-week="19" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 19 • Friday • Card 2 • NAT and WAN</div> <h3>Q472. During commissioning of Axis cameras into Genetec, what is PAT also called?</h3> <ol class="options"><li><strong>A.</strong> NAT overload</li><li><strong>B.</strong> Static routing</li><li><strong>C.</strong> DNS relay</li><li><strong>D.</strong> ARP proxy</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>PAT maps many internal hosts to one public IP using port numbers.</p> </details> </article> <article class="card" data-week="19" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 19 • Friday • Card 3 • NAT and WAN</div> <h3>Q473. For a remote video monitoring site, which private address is commonly translated before Internet access?</h3> <ol class="options"><li><strong>A.</strong> 10.1.1.10</li><li><strong>B.</strong> 8.8.8.8</li><li><strong>C.</strong> 1.1.1.1</li><li><strong>D.</strong> 203.0.113.1</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>10.0.0.0/8 is private and typically translated for Internet access.</p> </details> </article> <article class="card" data-week="19" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 19 • Friday • Card 4 • NAT and WAN</div> <h3>Q474. When separating CCTV from the corporate LAN, what is a site-to-site VPN commonly used for?</h3> <ol class="options"><li><strong>A.</strong> Securely connecting two networks</li><li><strong>B.</strong> Powering cameras</li><li><strong>C.</strong> Assigning VLANs</li><li><strong>D.</strong> Replacing DNS</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>A site-to-site VPN securely connects networks across an untrusted transport.</p> </details> </article> <article class="card" data-week="19" data-day="Friday" data-topic="NAT and WAN"> <div class="meta">Week 19 • Friday • Card 5 • NAT and WAN</div> <h3>Q475. During network cutover testing, which protocol helps verify reachability across WAN links?</h3> <ol class="options"><li><strong>A.</strong> ICMP</li><li><strong>B.</strong> PoE</li><li><strong>C.</strong> LLDP</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>ICMP echo requests/replies are commonly used with ping.</p> </details> </article> <article class="card" data-week="20" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 20 • Monday • Card 1 • NAT and WAN</div> <h3>Q476. For a recorder-to-camera traffic path, what is split tunneling?</h3> <ol class="options"><li><strong>A.</strong> Sending some traffic through VPN and some directly</li><li><strong>B.</strong> Dividing a VLAN tag</li><li><strong>C.</strong> Splitting fiber strands</li><li><strong>D.</strong> Using two DHCP servers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Split tunneling routes selected traffic through a VPN while other traffic goes directly.</p> </details> </article> <article class="card" data-week="20" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 20 • Monday • Card 2 • NAT and WAN</div> <h3>Q477. For a Genetec camera VLAN deployment, why avoid exposing camera web interfaces directly to the Internet?</h3> <ol class="options"><li><strong>A.</strong> It increases attack surface</li><li><strong>B.</strong> It disables DNS</li><li><strong>C.</strong> It prevents recording</li><li><strong>D.</strong> It changes MTU</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Direct exposure increases risk from credential attacks and vulnerabilities.</p> </details> </article> <article class="card" data-week="20" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 20 • Monday • Card 3 • NAT and WAN</div> <h3>Q478. While troubleshooting a Security Center client connection, what is port forwarding?</h3> <ol class="options"><li><strong>A.</strong> Mapping an external port to an internal host/service</li><li><strong>B.</strong> Creating a VLAN</li><li><strong>C.</strong> Blocking ARP</li><li><strong>D.</strong> Learning MAC addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Port forwarding directs traffic received on a public IP/port to an internal IP/port.</p> </details> </article> <article class="card" data-week="20" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 20 • Monday • Card 4 • NAT and WAN</div> <h3>Q479. During a jail CCTV network audit, which WAN issue most affects live video smoothness?</h3> <ol class="options"><li><strong>A.</strong> Latency, jitter, and packet loss</li><li><strong>B.</strong> Hostnames only</li><li><strong>C.</strong> Keyboard layout</li><li><strong>D.</strong> Cable color</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Video performance is affected by latency, jitter, packet loss, and available bandwidth.</p> </details> </article> <article class="card" data-week="20" data-day="Monday" data-topic="NAT and WAN"> <div class="meta">Week 20 • Monday • Card 5 • NAT and WAN</div> <h3>Q480. For an access control panel network, what is QoS used for over constrained WAN links?</h3> <ol class="options"><li><strong>A.</strong> Prioritizing important traffic</li><li><strong>B.</strong> Creating IP addresses</li><li><strong>C.</strong> Replacing firewalls</li><li><strong>D.</strong> Changing camera lens angle</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>QoS classifies and prioritizes traffic when bandwidth is limited.</p> </details> </article> <article class="card" data-week="20" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Tuesday • Card 1 • QoS and multicast video</div> <h3>Q481. When reviewing a county security electronics network, what is multicast designed for?</h3> <ol class="options"><li><strong>A.</strong> One-to-many efficient traffic delivery</li><li><strong>B.</strong> Only one-to-one delivery</li><li><strong>C.</strong> Encrypting packets</li><li><strong>D.</strong> Assigning DHCP addresses</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast efficiently sends one stream to multiple receivers.</p> </details> </article> <article class="card" data-week="20" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Tuesday • Card 2 • QoS and multicast video</div> <h3>Q482. During commissioning of Axis cameras into Genetec, which protocol lets hosts join IPv4 multicast groups?</h3> <ol class="options"><li><strong>A.</strong> IGMP</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> DNS</li><li><strong>D.</strong> NTP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP is used by hosts and switches/routers for IPv4 multicast group membership.</p> </details> </article> <article class="card" data-week="20" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Tuesday • Card 3 • QoS and multicast video</div> <h3>Q483. For a remote video monitoring site, what does IGMP snooping do on a switch?</h3> <ol class="options"><li><strong>A.</strong> Limits multicast flooding by tracking group membership</li><li><strong>B.</strong> Encrypts multicast</li><li><strong>C.</strong> Assigns multicast IPs</li><li><strong>D.</strong> Blocks all video</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping helps switches forward multicast only to interested ports.</p> </details> </article> <article class="card" data-week="20" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Tuesday • Card 4 • QoS and multicast video</div> <h3>Q484. When separating CCTV from the corporate LAN, which IPv4 range is multicast?</h3> <ol class="options"><li><strong>A.</strong> 224.0.0.0/4</li><li><strong>B.</strong> 10.0.0.0/8</li><li><strong>C.</strong> 172.16.0.0/12</li><li><strong>D.</strong> 192.168.0.0/16</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IPv4 multicast uses 224.0.0.0 through 239.255.255.255.</p> </details> </article> <article class="card" data-week="20" data-day="Tuesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Tuesday • Card 5 • QoS and multicast video</div> <h3>Q485. During network cutover testing, what does QoS classification do?</h3> <ol class="options"><li><strong>A.</strong> Identifies traffic for policy treatment</li><li><strong>B.</strong> Creates a subnet</li><li><strong>C.</strong> Changes MAC addresses</li><li><strong>D.</strong> Erases logs</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Classification identifies traffic types so QoS policies can mark, queue, or police them.</p> </details> </article> <article class="card" data-week="20" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Wednesday • Card 1 • QoS and multicast video</div> <h3>Q486. For a recorder-to-camera traffic path, what is DSCP?</h3> <ol class="options"><li><strong>A.</strong> A Layer 3 QoS marking field</li><li><strong>B.</strong> A switch port mode</li><li><strong>C.</strong> A wireless SSID</li><li><strong>D.</strong> A DHCP option</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>DSCP marks packets for differentiated QoS treatment.</p> </details> </article> <article class="card" data-week="20" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Wednesday • Card 2 • QoS and multicast video</div> <h3>Q487. For a Genetec camera VLAN deployment, why can video surveillance traffic need QoS?</h3> <ol class="options"><li><strong>A.</strong> Video can be bandwidth-intensive and delay-sensitive</li><li><strong>B.</strong> Video cannot use IP</li><li><strong>C.</strong> Video disables VLANs</li><li><strong>D.</strong> Video requires Telnet</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Live viewing and control traffic may need priority when links are congested.</p> </details> </article> <article class="card" data-week="20" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Wednesday • Card 3 • QoS and multicast video</div> <h3>Q488. While troubleshooting a Security Center client connection, what is jitter?</h3> <ol class="options"><li><strong>A.</strong> Variation in packet delay</li><li><strong>B.</strong> Static IP assignment</li><li><strong>C.</strong> MAC address aging</li><li><strong>D.</strong> A VLAN mismatch</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Jitter is inconsistent packet delay, which can affect real-time video and audio.</p> </details> </article> <article class="card" data-week="20" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Wednesday • Card 4 • QoS and multicast video</div> <h3>Q489. During a jail CCTV network audit, what should be enabled to prevent multicast flooding in a camera VLAN?</h3> <ol class="options"><li><strong>A.</strong> IGMP snooping</li><li><strong>B.</strong> Telnet</li><li><strong>C.</strong> PortFast disablement</li><li><strong>D.</strong> NAT overload</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>IGMP snooping reduces unnecessary multicast flooding within a VLAN.</p> </details> </article> <article class="card" data-week="20" data-day="Wednesday" data-topic="QoS and multicast video"> <div class="meta">Week 20 • Wednesday • Card 5 • QoS and multicast video</div> <h3>Q490. For an access control panel network, which traffic is often best kept unicast unless multicast is designed properly?</h3> <ol class="options"><li><strong>A.</strong> Camera video streams</li><li><strong>B.</strong> NTP queries</li><li><strong>C.</strong> ARP replies</li><li><strong>D.</strong> DHCP offers</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Multicast video needs proper IGMP and routing design. Without it, unicast is often simpler and safer.</p> </details> </article> <article class="card" data-week="20" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Thursday • Card 1 • Automation and programmability</div> <h3>Q491. When reviewing a county security electronics network, which data format is commonly used by REST APIs?</h3> <ol class="options"><li><strong>A.</strong> JSON</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> ARP</li><li><strong>D.</strong> VLAN</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>JSON is widely used to exchange structured data in REST APIs.</p> </details> </article> <article class="card" data-week="20" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Thursday • Card 2 • Automation and programmability</div> <h3>Q492. During commissioning of Axis cameras into Genetec, what does REST commonly use as its transport/application protocol?</h3> <ol class="options"><li><strong>A.</strong> HTTP/HTTPS</li><li><strong>B.</strong> ARP</li><li><strong>C.</strong> ICMP only</li><li><strong>D.</strong> STP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>RESTful APIs commonly use HTTP or HTTPS methods.</p> </details> </article> <article class="card" data-week="20" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Thursday • Card 3 • Automation and programmability</div> <h3>Q493. For a remote video monitoring site, which HTTP method is commonly used to retrieve information?</h3> <ol class="options"><li><strong>A.</strong> GET</li><li><strong>B.</strong> POST</li><li><strong>C.</strong> PUT</li><li><strong>D.</strong> DELETE</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>GET retrieves a resource without changing it.</p> </details> </article> <article class="card" data-week="20" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Thursday • Card 4 • Automation and programmability</div> <h3>Q494. When separating CCTV from the corporate LAN, which HTTP method is commonly used to create a new object?</h3> <ol class="options"><li><strong>A.</strong> POST</li><li><strong>B.</strong> GET</li><li><strong>C.</strong> PING</li><li><strong>D.</strong> TRACEPATH</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>POST is commonly used to submit data or create resources.</p> </details> </article> <article class="card" data-week="20" data-day="Thursday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Thursday • Card 5 • Automation and programmability</div> <h3>Q495. During network cutover testing, what is an API token used for?</h3> <ol class="options"><li><strong>A.</strong> Authentication/authorization to an API</li><li><strong>B.</strong> PoE negotiation</li><li><strong>C.</strong> MAC learning</li><li><strong>D.</strong> Fiber splicing</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>API tokens are used to authenticate and authorize API requests.</p> </details> </article> <article class="card" data-week="20" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Friday • Card 1 • Automation and programmability</div> <h3>Q496. For a recorder-to-camera traffic path, which tool is often used for API testing from a workstation?</h3> <ol class="options"><li><strong>A.</strong> Postman</li><li><strong>B.</strong> STP</li><li><strong>C.</strong> DHCP relay</li><li><strong>D.</strong> LLDP-MED</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Postman is commonly used for testing REST APIs.</p> </details> </article> <article class="card" data-week="20" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Friday • Card 2 • Automation and programmability</div> <h3>Q497. For a Genetec camera VLAN deployment, what is idempotency?</h3> <ol class="options"><li><strong>A.</strong> Repeating an operation gives the same result</li><li><strong>B.</strong> Traffic is encrypted</li><li><strong>C.</strong> A port is trunking</li><li><strong>D.</strong> A camera is recording</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>An idempotent operation can be repeated without changing the result beyond the first application.</p> </details> </article> <article class="card" data-week="20" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Friday • Card 3 • Automation and programmability</div> <h3>Q498. While troubleshooting a Security Center client connection, why is network automation useful for security systems?</h3> <ol class="options"><li><strong>A.</strong> It reduces repetitive configuration errors</li><li><strong>B.</strong> It removes need for IP addresses</li><li><strong>C.</strong> It prevents all outages</li><li><strong>D.</strong> It replaces physical cabling</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Automation improves consistency, speeds changes, and reduces manual mistakes.</p> </details> </article> <article class="card" data-week="20" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Friday • Card 4 • Automation and programmability</div> <h3>Q499. During a jail CCTV network audit, which file format is commonly used for network automation variables?</h3> <ol class="options"><li><strong>A.</strong> YAML</li><li><strong>B.</strong> JPEG</li><li><strong>C.</strong> MP3</li><li><strong>D.</strong> BMP</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>YAML is frequently used for human-readable configuration data.</p> </details> </article> <article class="card" data-week="20" data-day="Friday" data-topic="Automation and programmability"> <div class="meta">Week 20 • Friday • Card 5 • Automation and programmability</div> <h3>Q500. For an access control panel network, what is Git used for?</h3> <ol class="options"><li><strong>A.</strong> Version control</li><li><strong>B.</strong> Packet switching</li><li><strong>C.</strong> PoE delivery</li><li><strong>D.</strong> Wireless roaming</li></ol> <details> <summary>Show answer and explanation</summary> <p><strong>Answer: A</strong></p> <p>Git tracks changes to files such as scripts, templates, and configurations.</p> </details> </article> </section> </main> <script> const weekFilter = document.getElementById('weekFilter'); const dayFilter = document.getElementById('dayFilter'); const topicFilter = document.getElementById('topicFilter'); const searchBox = document.getElementById('searchBox'); const cards = Array.from(document.querySelectorAll('.card')); function applyFilters() { const w = weekFilter.value; const d = dayFilter.value; const t = topicFilter.value; const s = searchBox.value.toLowerCase(); cards.forEach(card => { const okWeek = !w || card.dataset.week === w; const okDay = !d || card.dataset.day === d; const okTopic = !t || card.dataset.topic === t; const okSearch = !s || card.innerText.toLowerCase().includes(s); card.style.display = (okWeek && okDay && okTopic && okSearch) ? 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margin: 0 2rem; } @media (max-width: 640px) { nav { padding: 0 1rem; } .nav-links { display: none; } section { padding: 3.5rem 1rem; } .hero { padding: 5rem 1rem 3rem; } .hero-dna { display: none; } } </style> </head> <body> <!-- NAV --> <nav> <div class="nav-logo">PBS 5455 · Nathan</div> <ul class="nav-links"> <li><a href="#units">Units</a></li> <li><a href="#resources">Resources</a></li> <li><a href="#flashcards">Flashcards</a></li> <li><a href="#exams">Exams</a></li> <li><a href="#final">Final</a></li> </ul> </nav> <!-- HERO --> <div class="hero"> <div class="hero-dna">🧬</div> <p class="hero-eyebrow">Pathway Elective · Biomedical · Course 5455</p> <h1 class="hero-title">Principles of <em>Biomedical Science</em></h1> <p class="hero-sub"> Your complete digital study companion, Nathan. Five body systems, four unit exams, a final modeled on the real PLTW PBS assessment, interactive flashcards, and curated resources all in one place. </p> <div class="hero-tags"> <span class="tag tag-blue">5 Systems</span> <span class="tag tag-purple">Flashcards</span> <span class="tag tag-green">4 Unit Exams</span> <span class="tag tag-orange">Final Exam</span> </div> </div> <hr class="divider"> <!-- UNITS --> <section id="units"> <p class="section-label reveal">Curriculum Map</p> <h2 class="section-title reveal">Body Systems & Units</h2> <div class="unit-grid"> <div class="unit-card u1 reveal"> <div class="unit-num">UNIT 01</div> <div class="unit-name">🩺 Cardiovascular System</div> <div class="unit-desc">Heart anatomy, blood flow pathways, cardiac output, ECG basics, and common diseases.</div> <div class="unit-topics"> <span class="unit-topic">Heart chambers</span> <span class="unit-topic">Blood pressure</span> <span class="unit-topic">Pulse rate</span> <span class="unit-topic">Cholesterol</span> <span class="unit-topic">Atherosclerosis</span> </div> </div> <div class="unit-card u2 reveal"> <div class="unit-num">UNIT 02</div> <div class="unit-name">🔬 Cellular Biology & Genetics</div> <div class="unit-desc">Cell organelles, DNA replication, Mendelian genetics, mutations, and genetic disorders.</div> <div class="unit-topics"> <span class="unit-topic">Mitosis / Meiosis</span> <span class="unit-topic">DNA structure</span> <span class="unit-topic">Punnett squares</span> <span class="unit-topic">Cancer biology</span> <span class="unit-topic">Karyotypes</span> </div> </div> <div class="unit-card u3 reveal"> <div class="unit-num">UNIT 03</div> <div class="unit-name">🛡️ Immune & Lymphatic System</div> <div class="unit-desc">Innate vs. adaptive immunity, lymphocytes, vaccines, autoimmune disorders, and HIV/AIDS.</div> <div class="unit-topics"> <span class="unit-topic">T-cells / B-cells</span> <span class="unit-topic">Antibodies</span> <span class="unit-topic">Pathogens</span> <span class="unit-topic">Vaccine mechanism</span> <span class="unit-topic">Allergies</span> </div> </div> <div class="unit-card u4 reveal"> <div class="unit-num">UNIT 04</div> <div class="unit-name">🧠 Nervous & Endocrine Systems</div> <div class="unit-desc">Neuron anatomy, action potentials, reflexes, hormones, feedback loops, and diabetes.</div> <div class="unit-topics"> <span class="unit-topic">Neurons</span> <span class="unit-topic">Synapse</span> <span class="unit-topic">Hormones</span> <span class="unit-topic">Feedback loops</span> <span class="unit-topic">Diabetes</span> </div> </div> <div class="unit-card u5 reveal"> <div class="unit-num">UNIT 05</div> <div class="unit-name">🦴 Skeletal & Muscular System</div> <div class="unit-desc">Bone structure, joints, muscle fiber types, contraction mechanism, and musculoskeletal disease.</div> <div class="unit-topics"> <span class="unit-topic">Bone anatomy</span> <span class="unit-topic">Joint types</span> <span class="unit-topic">Sliding filament</span> <span class="unit-topic">Muscle types</span> <span class="unit-topic">Fractures</span> </div> </div> </div> </section> <hr class="divider"> <!-- RESOURCES --> <section id="resources"> <p class="section-label reveal">Curated Links</p> <h2 class="section-title reveal">Khan Academy, YouTube & Online Resources</h2> <h3 style="font-family:'Crimson Pro',serif;font-weight:300;color:var(--muted);font-size:1.1rem;margin-bottom:1rem;margin-top:0;">🎓 Khan Academy</h3> <div class="resource-grid" style="margin-bottom:2rem;"> <div class="resource-card res-kh reveal"> <div class="resource-platform">Khan Academy</div> <div class="resource-title">Circulatory System — Heart & Blood Vessels</div> <div class="resource-desc">Full walkthrough of heart anatomy, circulation loops, and blood pressure regulation.</div> <a class="resource-link" href="https://www.khanacademy.org/science/ap-biology/human-biology/circulatory-system/v/circulatory-system-and-the-heart" target="_blank">Open on Khan Academy</a> </div> <div class="resource-card res-kh reveal"> <div class="resource-platform">Khan Academy</div> <div class="resource-title">Cell Biology & Organelles</div> <div class="resource-desc">Detailed breakdowns of eukaryotic organelles, the cell cycle, mitosis and meiosis.</div> <a class="resource-link" href="https://www.khanacademy.org/science/ap-biology/cell-structure-and-function" target="_blank">Open on Khan Academy</a> </div> <div class="resource-card res-kh reveal"> <div class="resource-platform">Khan Academy</div> <div class="resource-title">Genetics — DNA, Heredity & Mutations</div> <div class="resource-desc">Punnett squares, chromosomal inheritance, DNA replication, and genetic disorders.</div> <a class="resource-link" href="https://www.khanacademy.org/science/ap-biology/gene-expression-and-regulation" target="_blank">Open on Khan Academy</a> </div> <div class="resource-card res-kh reveal"> <div class="resource-platform">Khan Academy</div> <div class="resource-title">Immune System</div> <div class="resource-desc">Innate vs. adaptive immunity, lymphocytes, antigens, antibodies, and how vaccines work.</div> <a class="resource-link" href="https://www.khanacademy.org/science/ap-biology/natural-selection/immune-system/v/immune-system" target="_blank">Open on Khan Academy</a> </div> <div class="resource-card res-kh reveal"> <div class="resource-platform">Khan Academy</div> <div class="resource-title">Nervous System — Neurons & Action Potentials</div> <div class="resource-desc">Resting potential, action potentials, synaptic transmission, and the central nervous system.</div> <a class="resource-link" href="https://www.khanacademy.org/science/ap-biology/cell-communication-and-cell-cycle/signal-transduction/v/signal-transduction-pathways" target="_blank">Open on Khan Academy</a> </div> <div class="resource-card res-kh reveal"> <div class="resource-platform">Khan Academy</div> <div class="resource-title">Endocrine System & Hormones</div> <div class="resource-desc">Hormone types, glands, feedback loops, insulin/glucagon, and diabetes pathophysiology.</div> <a class="resource-link" href="https://www.khanacademy.org/science/ap-biology/cell-communication-and-cell-cycle" target="_blank">Open on Khan Academy</a> </div> </div> <h3 style="font-family:'Crimson Pro',serif;font-weight:300;color:var(--muted);font-size:1.1rem;margin-bottom:1rem;">📺 YouTube Videos</h3> <div class="resource-grid" style="margin-bottom:2rem;"> <div class="resource-card res-yt reveal"> <div class="resource-platform">YouTube · CrashCourse</div> <div class="resource-title">Circulatory System — CrashCourse</div> <div class="resource-desc">Fast-paced, entertaining overview of the heart, blood vessels, and blood composition.</div> <a class="resource-link" href="https://www.youtube.com/watch?v=X9ZZ6tcxArI" target="_blank">Watch on YouTube</a> </div> <div class="resource-card res-yt reveal"> <div class="resource-platform">YouTube · CrashCourse</div> <div class="resource-title">Immune System — CrashCourse</div> <div class="resource-desc">Covers innate immunity, adaptive immunity, B & T cells, and memory cells.</div> <a class="resource-link" href="https://www.youtube.com/watch?v=4WwnBVEVHCg" target="_blank">Watch on YouTube</a> </div> <div class="resource-card res-yt reveal"> <div class="resource-platform">YouTube · CrashCourse</div> <div class="resource-title">Nervous System — CrashCourse</div> <div class="resource-desc">Neurons, action potentials, CNS vs. PNS, and major brain structures.</div> <a class="resource-link" href="https://www.youtube.com/watch?v=qPix_X-9t7E" target="_blank">Watch on YouTube</a> </div> <div class="resource-card res-yt reveal"> <div class="resource-platform">YouTube · Amoeba Sisters</div> <div class="resource-title">DNA Replication & Mitosis</div> <div class="resource-desc">Clear animated explanations of the cell cycle, DNA replication, and cell division.</div> <a class="resource-link" href="https://www.youtube.com/c/AmoebaSisters" target="_blank">Watch on YouTube</a> </div> <div class="resource-card res-yt reveal"> <div class="resource-platform">YouTube · Ninja Nerd</div> <div class="resource-title">Cardiac Physiology Deep Dive</div> <div class="resource-desc">Medical-level detail on ECG, cardiac output, and heart failure — great for PBS depth.</div> <a class="resource-link" href="https://www.youtube.com/c/NinjaNerdScience" target="_blank">Watch on YouTube</a> </div> <div class="resource-card res-yt reveal"> <div class="resource-platform">YouTube · PLTW</div> <div class="resource-title">Official PLTW PBS Walkthroughs</div> <div class="resource-desc">Official Project Lead The Way channel with course-specific walkthroughs and labs.</div> <a class="resource-link" href="https://www.youtube.com/@pltw" target="_blank">Watch on YouTube</a> </div> </div> <h3 style="font-family:'Crimson Pro',serif;font-weight:300;color:var(--muted);font-size:1.1rem;margin-bottom:1rem;">🌐 Other Online Resources</h3> <div class="resource-grid"> <div class="resource-card res-nm reveal"> <div class="resource-platform">NIH — National Library of Medicine</div> <div class="resource-title">MedlinePlus — Body Systems Encyclopedia</div> <div class="resource-desc">Authoritative, readable articles on every body system, disease, and medical term.</div> <a class="resource-link" href="https://medlineplus.gov" target="_blank">Open MedlinePlus</a> </div> <div class="resource-card res-nm reveal"> <div class="resource-platform">Visible Body</div> <div class="resource-title">3D Anatomy & Physiology Atlas</div> <div class="resource-desc">Interactive 3D models of every body system. Rotate, dissect, and explore structures.</div> <a class="resource-link" href="https://www.visiblebody.com/learn" target="_blank">Open Visible Body</a> </div> <div class="resource-card res-gen reveal"> <div class="resource-platform">Quizlet</div> <div class="resource-title">PBS 5455 Community Study Sets</div> <div class="resource-desc">Search "Principles of Biomedical Science PLTW" for thousands of peer-made flashcard sets.</div> <a class="resource-link" href="https://quizlet.com/search?query=principles+of+biomedical+science+PLTW&type=sets" target="_blank">Search Quizlet</a> </div> <div class="resource-card res-gen reveal"> <div class="resource-platform">PhET Simulations — CU Boulder</div> <div class="resource-title">Biology & Physics Simulations</div> <div class="resource-desc">Free simulations for genes, natural selection, and molecular concepts relevant to PBS.</div> <a class="resource-link" href="https://phet.colorado.edu/en/simulations/category/biology" target="_blank">Open PhET</a> </div> <div class="resource-card res-nm reveal"> <div class="resource-platform">CDC — Centers for Disease Control</div> <div class="resource-title">Disease & Pathogen Resource Library</div> <div class="resource-desc">Real-world data on infectious diseases, immunization schedules, and outbreak reports.</div> <a class="resource-link" href="https://www.cdc.gov/az/index.html" target="_blank">Open CDC A-Z</a> </div> <div class="resource-card res-gen reveal"> <div class="resource-platform">PLTW — Official</div> <div class="resource-title">PLTW Student Portal & Resources</div> <div class="resource-desc">Log in to access official PBS activity sheets, journals, and teacher-released materials.</div> <a class="resource-link" href="https://my.pltw.org" target="_blank">Open PLTW Portal</a> </div> </div> </section> <hr class="divider"> <!-- FLASHCARDS --> <section id="flashcards"> <p class="section-label reveal">Interactive Review</p> <h2 class="section-title reveal">Flashcards — Tap to Flip</h2> <div class="flashcard-controls reveal" id="fcFilters"> <button class="fc-btn active" onclick="filterCards('all')">All Systems</button> <button class="fc-btn" onclick="filterCards('cardio')">❤️ Cardio</button> <button class="fc-btn" onclick="filterCards('cell')">🔬 Cell/Genetics</button> <button class="fc-btn" onclick="filterCards('immune')">🛡️ Immune</button> <button class="fc-btn" onclick="filterCards('neuro')">🧠 Neuro/Endo</button> <button class="fc-btn" onclick="filterCards('skeletal')">🦴 Skeletal/Muscular</button> <button class="fc-btn" onclick="shuffleCards()">🔀 Shuffle</button> </div> <div class="flashcard-wrapper reveal" onclick="flipCard()"> <div class="flashcard-inner" id="fcInner"> <div class="flashcard-face flashcard-front"> <div class="fc-system-badge" id="fcSystem">CARDIOVASCULAR</div> <div class="fc-question" id="fcQuestion">Loading...</div> <div class="fc-hint">tap to reveal answer</div> </div> <div class="flashcard-face flashcard-back"> <div class="fc-system-badge" id="fcSystemBack">CARDIOVASCULAR</div> <div class="fc-answer" id="fcAnswer">Loading...</div> </div> </div> </div> <div class="fc-progress reveal"><div class="fc-progress-bar" id="fcBar"></div></div> <div class="fc-nav reveal"> <button onclick="prevCard()">← Prev</button> <div class="fc-counter" id="fcCounter">1 / 40</div> <button onclick="nextCard()">Next →</button> </div> </section> <hr class="divider"> <!-- EXAMS --> <section id="exams"> <p class="section-label reveal">Unit Assessments</p> <h2 class="section-title reveal">Four Unit Exams</h2> <div class="exam-grid"> <div class="exam-card active reveal" onclick="showExam(0)"> <div class="exam-num">EXAM 01</div> <div class="exam-title">Cardiovascular System</div> <div class="exam-meta">15 questions · Multiple choice</div> </div> <div class="exam-card reveal" onclick="showExam(1)"> <div class="exam-num">EXAM 02</div> <div class="exam-title">Cellular Biology & Genetics</div> <div class="exam-meta">15 questions · Multiple choice</div> </div> <div class="exam-card reveal" onclick="showExam(2)"> <div class="exam-num">EXAM 03</div> <div class="exam-title">Immune & Lymphatic System</div> <div class="exam-meta">15 questions · Multiple choice</div> </div> <div class="exam-card reveal" onclick="showExam(3)"> <div class="exam-num">EXAM 04</div> <div class="exam-title">Nervous & Endocrine Systems</div> <div class="exam-meta">15 questions · Multiple choice</div> </div> </div> <div id="examArea"></div> </section> <hr class="divider"> <!-- FINAL --> <section id="final"> <p class="section-label reveal">Cumulative Assessment</p> <h2 class="section-title reveal">Final Exam — PBS 5455 Style</h2> <p style="color:var(--muted);font-size:.9rem;line-height:1.65;margin-bottom:2rem;" class="reveal"> This 30-question exam is modeled on the real PLTW Principles of Biomedical Science end-of-course assessment. It covers all five body systems with scenario-based questions, data interpretation, and applied clinical reasoning. </p> <div id="finalArea"></div> </section> <footer> Built for <span>Nathan</span> · PBS 5455 · Biomedical Pathway · PLTW </footer> <script> // ═══════════════════════════════════════════ // FLASHCARD DATA // ═══════════════════════════════════════════ const allCards = [ // CARDIO {sys:'cardio', q:'What are the four chambers of the heart?', a:'Right atrium, right ventricle, left atrium, left ventricle. The right side pumps deoxygenated blood to the lungs; the left pumps oxygenated blood to the body.'}, {sys:'cardio', q:'What is the function of the atrioventricular (AV) node?', a:'It delays the electrical impulse from the SA node, giving the atria time to fill the ventricles before they contract.'}, {sys:'cardio', q:'Define systolic vs. diastolic blood pressure.', a:'Systolic (top number) is pressure when the heart contracts; diastolic (bottom number) is pressure when the heart rests. Normal is 120/80 mmHg.'}, {sys:'cardio', q:'What is atherosclerosis?', a:'Hardening and narrowing of arteries due to plaque buildup (cholesterol, fatty deposits) inside artery walls, increasing heart attack and stroke risk.'}, {sys:'cardio', q:'What do red blood cells carry and why?', a:'They carry hemoglobin, an iron-containing protein that binds oxygen in the lungs and releases it to body tissues.'}, {sys:'cardio', q:'Trace blood through the pulmonary circuit.', a:'Right ventricle → pulmonary artery → lungs (gas exchange) → pulmonary veins → left atrium.'}, {sys:'cardio', q:'What is cardiac output?', a:'Cardiac output = Heart rate × Stroke volume. It measures how much blood the heart pumps per minute (average ~5 L/min at rest).'}, {sys:'cardio', q:'What is LDL vs. HDL cholesterol?', a:'LDL ("bad") deposits cholesterol in artery walls causing plaque; HDL ("good") carries cholesterol back to the liver for removal.'}, // CELL/GENETICS {sys:'cell', q:'What is the function of mitochondria?', a:'The "powerhouse of the cell" — produces ATP through cellular respiration (oxidative phosphorylation).'}, {sys:'cell', q:'Describe the structure of DNA.', a:'Double helix composed of nucleotides (sugar + phosphate + nitrogenous base). Bases pair: A-T and G-C (Chargaff\'s rules).'}, {sys:'cell', q:'What is the difference between mitosis and meiosis?', a:'Mitosis produces 2 identical diploid (2n) cells for growth/repair. Meiosis produces 4 genetically unique haploid (n) cells for sexual reproduction.'}, {sys:'cell', q:'What is a mutation?', a:'A change in the DNA nucleotide sequence. Can be point mutation (single base change) or chromosomal mutation. May cause disease or be harmless.'}, {sys:'cell', q:'What causes Down syndrome?', a:'Trisomy 21 — an extra copy of chromosome 21, usually due to nondisjunction during meiosis.'}, {sys:'cell', q:'What is dominant vs. recessive inheritance?', a:'Dominant alleles express their trait when one copy is present (Aa or AA). Recessive alleles only express when both copies are present (aa).'}, {sys:'cell', q:'What is cancer at the cellular level?', a:'Uncontrolled cell division due to mutations in proto-oncogenes or tumor suppressor genes, bypassing normal cell cycle checkpoints.'}, {sys:'cell', q:'What does the endoplasmic reticulum do?', a:'Rough ER (with ribosomes) synthesizes and processes proteins. Smooth ER synthesizes lipids and detoxifies chemicals.'}, // IMMUNE {sys:'immune', q:'What is the difference between innate and adaptive immunity?', a:'Innate immunity is non-specific, immediate (skin, fever, phagocytes). Adaptive immunity is specific, slower, involves T-cells and B-cells with memory.'}, {sys:'immune', q:'What do B-cells do?', a:'B-cells produce antibodies (immunoglobulins) that bind specifically to antigens on pathogens, marking them for destruction.'}, {sys:'immune', q:'What do cytotoxic T-cells do?', a:'They directly kill infected cells or cancer cells by recognizing specific antigens presented on MHC class I molecules.'}, {sys:'immune', q:'How do vaccines work?', a:'Vaccines introduce a weakened/dead pathogen or antigen, training the immune system to produce memory B and T cells without causing disease.'}, {sys:'immune', q:'What is an autoimmune disease?', a:'The immune system mistakenly attacks the body\'s own healthy cells. Examples: Type 1 diabetes (attacks pancreatic beta cells), lupus, rheumatoid arthritis.'}, {sys:'immune', q:'What is an antigen?', a:'A molecule (usually a protein) on a pathogen\'s surface that triggers an immune response and is recognized by antibodies and T-cell receptors.'}, {sys:'immune', q:'What is the role of helper T-cells (CD4+)?', a:'They activate B-cells and cytotoxic T-cells and coordinate the adaptive immune response. HIV destroys these cells, crippling immunity.'}, {sys:'immune', q:'What is herd immunity?', a:'When a sufficient proportion of a population is immune (via vaccination or prior infection), pathogen spread is blocked, protecting unimmunized individuals.'}, // NEURO/ENDO {sys:'neuro', q:'What are the parts of a neuron?', a:'Dendrites (receive signals), cell body/soma (processes signals), axon (transmits signals), axon terminal (releases neurotransmitters).'}, {sys:'neuro', q:'Describe how an action potential works.', a:'A stimulus depolarizes the membrane (Na⁺ rushes in), the signal travels down the axon, then repolarizes (K⁺ exits) before returning to resting potential.'}, {sys:'neuro', q:'What is a synapse?', a:'The junction between two neurons (or neuron and muscle). Neurotransmitters are released into the synaptic cleft and bind receptors on the postsynaptic cell.'}, {sys:'neuro', q:'What is the role of insulin vs. glucagon?', a:'Insulin (beta cells) lowers blood glucose by promoting uptake into cells. Glucagon (alpha cells) raises blood glucose by triggering glycogen breakdown in the liver.'}, {sys:'neuro', q:'What is the difference between Type 1 and Type 2 diabetes?', a:'Type 1: autoimmune destruction of beta cells → no insulin production. Type 2: cells become insulin-resistant; pancreas may still produce insulin but it is ineffective.'}, {sys:'neuro', q:'What is a negative feedback loop?', a:'A homeostatic mechanism where the effect of a change opposes the original stimulus, returning the body to normal range (e.g., body temperature, blood glucose).'}, // SKELETAL {sys:'skeletal', q:'What is the function of compact bone vs. spongy bone?', a:'Compact bone provides strength and rigidity (outer layer). Spongy (cancellous) bone contains red bone marrow for blood cell production and is lighter.'}, {sys:'skeletal', q:'Explain the sliding filament theory of muscle contraction.', a:'Myosin heads pull actin filaments toward the center of the sarcomere, shortening it. ATP provides energy; calcium triggers tropomyosin to expose actin binding sites.'}, {sys:'skeletal', q:'What is the difference between tendons and ligaments?', a:'Tendons connect muscle to bone. Ligaments connect bone to bone at joints. Both are made of collagen.'}, {sys:'skeletal', q:'What are the three types of muscle tissue?', a:'Skeletal (voluntary, striated), cardiac (involuntary, striated, heart only), smooth (involuntary, non-striated, organs and blood vessels).'}, {sys:'skeletal', q:'What is osteoporosis?', a:'Decreased bone mineral density, making bones porous and brittle. Common in postmenopausal women; linked to low calcium/vitamin D and reduced estrogen.'}, {sys:'skeletal', q:'What is the role of osteoblasts vs. osteoclasts?', a:'Osteoblasts build new bone tissue (bone deposition). Osteoclasts break down old bone tissue (bone resorption). Balance maintains bone density.'}, {sys:'skeletal', q:'What is a synovial joint?', a:'A freely movable joint surrounded by a joint capsule filled with synovial fluid that lubricates and cushions the joint (e.g., knee, hip, shoulder).'}, {sys:'skeletal', q:'What produces blood cells in adult bones?', a:'Red bone marrow, found in spongy bone of flat bones (skull, sternum, pelvis, ribs) produces red blood cells, white blood cells, and platelets.'}, ]; let currentDeck = [...allCards]; let currentIdx = 0; let isFlipped = false; function filterCards(sys) { document.querySelectorAll('.fc-btn').forEach(b => b.classList.remove('active')); event.target.classList.add('active'); currentDeck = sys === 'all' ? [...allCards] : allCards.filter(c => c.sys === sys); currentIdx = 0; isFlipped = false; renderCard(); } function shuffleCards() { for(let i = currentDeck.length-1; i>0; i--){ const j = Math.floor(Math.random()*(i+1)); [currentDeck[i], currentDeck[j]] = [currentDeck[j], currentDeck[i]]; } currentIdx = 0; isFlipped = false; renderCard(); } function renderCard() { const c = currentDeck[currentIdx]; const sysNames = {cardio:'CARDIOVASCULAR',cell:'CELL BIOLOGY & GENETICS',immune:'IMMUNE SYSTEM',neuro:'NERVOUS & ENDOCRINE',skeletal:'SKELETAL & MUSCULAR'}; document.getElementById('fcSystem').textContent = sysNames[c.sys] || c.sys.toUpperCase(); document.getElementById('fcSystemBack').textContent = sysNames[c.sys] || c.sys.toUpperCase(); document.getElementById('fcQuestion').textContent = c.q; document.getElementById('fcAnswer').textContent = c.a; document.getElementById('fcCounter').textContent = `${currentIdx+1} / ${currentDeck.length}`; document.getElementById('fcBar').style.width = `${((currentIdx+1)/currentDeck.length)*100}%`; document.getElementById('fcInner').classList.remove('flipped'); isFlipped = false; } function flipCard() { isFlipped = !isFlipped; document.getElementById('fcInner').classList.toggle('flipped', isFlipped); } function nextCard() { currentIdx = (currentIdx+1)%currentDeck.length; renderCard(); } function prevCard() { currentIdx = (currentIdx-1+currentDeck.length)%currentDeck.length; renderCard(); } renderCard(); // ═══════════════════════════════════════════ // EXAM DATA // ═══════════════════════════════════════════ const exams = [ // EXAM 1: CARDIO { title:'Unit 1 — Cardiovascular System', questions:[ {q:'Which chamber of the heart pumps oxygenated blood to the entire body?',options:['Right atrium','Right ventricle','Left atrium','Left ventricle'],ans:3,exp:'The left ventricle has thick walls to generate the high pressure needed to pump blood through the entire systemic circulation.'}, {q:'What is the normal resting blood pressure for a healthy adult?',options:['80/120 mmHg','120/80 mmHg','140/90 mmHg','100/60 mmHg'],ans:1,exp:'120/80 mmHg is the standard normal BP. 140/90+ is classified as hypertension.'}, {q:'Which vessel carries deoxygenated blood FROM the heart TO the lungs?',options:['Aorta','Pulmonary vein','Pulmonary artery','Superior vena cava'],ans:2,exp:'The pulmonary artery is unique: it carries deoxygenated blood away from the right ventricle to the lungs.'}, {q:'LDL cholesterol is associated with:',options:['Removing plaque from arteries','Depositing plaque in artery walls','Producing red blood cells','Regulating heart rate'],ans:1,exp:'LDL is "bad" cholesterol because it deposits cholesterol in artery walls, forming plaque that can narrow or block arteries.'}, {q:'The SA node is called the heart\'s natural pacemaker because it:',options:['Controls blood pressure','Initiates the electrical impulse for each heartbeat','Pumps blood into the aorta','Filters blood before it enters the heart'],ans:1,exp:'The sinoatrial (SA) node generates spontaneous electrical impulses that set the rhythm of the heart, typically 60–100 bpm at rest.'}, {q:'A patient has a heart rate of 70 bpm and a stroke volume of 70 mL. What is the cardiac output?',options:['140 mL/min','490 mL/min','4,900 mL/min','7,000 mL/min'],ans:2,exp:'Cardiac output = HR × SV = 70 × 70 = 4,900 mL/min = 4.9 L/min, which is within the normal resting range.'}, {q:'Which blood cells are primarily responsible for carrying oxygen?',options:['Platelets','White blood cells','Red blood cells','Plasma proteins'],ans:2,exp:'Red blood cells contain hemoglobin, which binds to oxygen in the lungs and releases it to tissues throughout the body.'}, {q:'Atherosclerosis increases risk of heart attack by:',options:['Decreasing heart rate','Narrowing arteries and reducing blood flow to the heart','Producing excess red blood cells','Dilating blood vessels'],ans:1,exp:'Plaque buildup narrows the coronary arteries. If a plaque ruptures and a clot forms, it can completely block the artery, causing a myocardial infarction.'}, {q:'What is the function of capillaries?',options:['Transport blood at high pressure','Exchange gases, nutrients, and wastes between blood and tissues','Return blood to the heart','Produce white blood cells'],ans:1,exp:'Capillaries have walls only one cell thick, allowing efficient diffusion of oxygen, CO₂, glucose, and wastes with surrounding tissues.'}, {q:'During diastole:',options:['Ventricles contract forcefully','Heart rate doubles','Heart muscle relaxes and chambers fill with blood','Blood pressure is at its highest'],ans:2,exp:'Diastole is the relaxation phase. Chambers refill with blood; the diastolic pressure reading represents the minimum pressure in the arteries.'}, {q:'A person with a blood type A can safely receive blood from:',options:['Type A and O only','Type A and B only','Type O and AB','Any blood type'],ans:0,exp:'Type A individuals have anti-B antibodies. They can receive type A (same) or type O (universal donor, no A or B antigens) blood.'}, {q:'What is the role of platelets in the body?',options:['Carry oxygen','Fight infection','Form blood clots to stop bleeding','Produce antibodies'],ans:2,exp:'Platelets (thrombocytes) aggregate at sites of blood vessel injury and release clotting factors that form a fibrin clot to stop hemorrhage.'}, {q:'Which condition is characterized by insufficient blood supply to the heart muscle?',options:['Anemia','Myocardial ischemia','Pulmonary embolism','Bradycardia'],ans:1,exp:'Myocardial ischemia occurs when coronary artery blockage reduces oxygen delivery to heart muscle. If prolonged, it causes a heart attack (myocardial infarction).'}, {q:'The aorta is classified as a(n):',options:['Vein','Capillary','Artery','Lymphatic vessel'],ans:2,exp:'The aorta is the largest artery in the body, carrying oxygenated blood from the left ventricle to the systemic circulation.'}, {q:'What does an ECG/EKG measure?',options:['Blood pressure throughout the cardiac cycle','Oxygen saturation of red blood cells','The electrical activity of the heart','The volume of blood pumped per beat'],ans:2,exp:'An electrocardiogram records the electrical impulses that trigger each heartbeat, helping diagnose arrhythmias, heart attacks, and conduction disorders.'}, ] }, // EXAM 2: CELL/GENETICS { title:'Unit 2 — Cellular Biology & Genetics', questions:[ {q:'Which organelle is responsible for producing ATP through cellular respiration?',options:['Ribosome','Golgi apparatus','Mitochondria','Lysosome'],ans:2,exp:'Mitochondria house the enzymes for the Krebs cycle and oxidative phosphorylation, producing the majority of a cell\'s ATP.'}, {q:'DNA base pairing rules state that adenine pairs with:',options:['Cytosine','Guanine','Thymine','Uracil'],ans:2,exp:'In DNA: A pairs with T (two hydrogen bonds) and G pairs with C (three hydrogen bonds). Uracil replaces thymine only in RNA.'}, {q:'What is the end result of meiosis in males?',options:['2 identical diploid cells','4 identical haploid cells','4 genetically unique haploid cells','2 genetically unique diploid cells'],ans:2,exp:'Meiosis in males produces 4 haploid spermatids, each genetically unique due to crossing-over during prophase I and independent assortment.'}, {q:'A couple who are both carriers (Aa) for a recessive disease have a child. The probability the child is affected (aa) is:',options:['0%','25%','50%','100%'],ans:1,exp:'Punnett square: AA, Aa, Aa, aa. The aa genotype (affected) has a 1/4 = 25% probability.'}, {q:'A mutation that changes one amino acid in a protein is called a:',options:['Frameshift mutation','Nonsense mutation','Missense (point) mutation','Chromosomal deletion'],ans:2,exp:'A missense mutation changes a single nucleotide, causing a different amino acid to be incorporated into the protein. The effect depends on where it occurs.'}, {q:'Down syndrome results from:',options:['A deletion of chromosome 21','An extra copy of chromosome 21','A mutation in a single gene on chromosome 21','A translocation involving chromosome 7'],ans:1,exp:'Trisomy 21 (Down syndrome) occurs when nondisjunction during meiosis produces an egg or sperm with two copies of chromosome 21.'}, {q:'Which phase of the cell cycle does DNA replication occur?',options:['G1 phase','S phase','G2 phase','M phase'],ans:1,exp:'DNA replication occurs during the S (synthesis) phase of interphase, before mitosis begins.'}, {q:'Cancer is fundamentally a disease of:',options:['Immune deficiency','Uncontrolled cell division due to genetic mutations','Excessive apoptosis','Viral infection only'],ans:1,exp:'Mutations in proto-oncogenes (become oncogenes) and tumor suppressor genes (e.g., p53, BRCA1) allow cells to bypass normal growth controls.'}, {q:'A karyotype showing 45 chromosomes (missing one sex chromosome) indicates:',options:['Down syndrome','Klinefelter syndrome (47,XXY)','Turner syndrome (45,X)','Patau syndrome'],ans:2,exp:'Turner syndrome (45,X) occurs when females have only one X chromosome. Characteristics include short stature and infertility.'}, {q:'Ribosomes are responsible for:',options:['Packaging proteins for export','Synthesizing proteins from mRNA','Producing energy from glucose','Digesting damaged organelles'],ans:1,exp:'Ribosomes translate mRNA sequences into proteins by linking amino acids in the order specified by the codons.'}, {q:'Which type of RNA carries the genetic code from the nucleus to the ribosome?',options:['tRNA','rRNA','mRNA','siRNA'],ans:2,exp:'Messenger RNA (mRNA) is transcribed from DNA in the nucleus and carries the codon sequence to ribosomes for translation.'}, {q:'A person who is Aa for a trait is said to be:',options:['Homozygous dominant','Homozygous recessive','Heterozygous','Hemizygous'],ans:2,exp:'Heterozygous means having two different alleles for a gene. If the trait is dominant, the person will show it despite carrying one recessive allele.'}, {q:'What is the role of the cell membrane?',options:['Produce energy','Selectively control what enters and exits the cell','Store genetic information','Produce ribosomes'],ans:1,exp:'The phospholipid bilayer of the cell membrane acts as a selective barrier, regulating transport of substances via diffusion, osmosis, and active transport.'}, {q:'Hemophilia is an X-linked recessive disorder. A carrier mother and unaffected father have a son. What is the probability he has hemophilia?',options:['0%','25%','50%','100%'],ans:2,exp:'Sons receive their X from the mother. The carrier mother is X^H X^h, so there\'s a 50% chance the son receives the X^h allele and is affected.'}, {q:'What happens during apoptosis?',options:['Uncontrolled cell division','Programmed cell death that removes damaged cells','A cell swells and bursts','DNA is replicated before division'],ans:1,exp:'Apoptosis is orderly, programmed cell death — critical for development and eliminating cells with irreparable DNA damage. Failure of apoptosis contributes to cancer.'}, ] }, // EXAM 3: IMMUNE { title:'Unit 3 — Immune & Lymphatic System', questions:[ {q:'Which type of immunity provides the FIRST line of defense against pathogens?',options:['Adaptive immunity','Innate immunity','Humoral immunity','Cell-mediated immunity'],ans:1,exp:'Innate immunity (skin, mucous membranes, fever, phagocytes) responds immediately and non-specifically to any foreign invader.'}, {q:'Which cells produce antibodies?',options:['Cytotoxic T-cells','Helper T-cells','B-cells / plasma cells','Natural killer cells'],ans:2,exp:'B-cells differentiate into plasma cells that secrete large quantities of antigen-specific antibodies (immunoglobulins).'}, {q:'HIV primarily destroys:',options:['Red blood cells','Helper T-cells (CD4+)','B-cells','Platelets'],ans:1,exp:'HIV infects and destroys CD4+ helper T-cells. When their count drops below 200/μL, the immune system cannot coordinate responses, leading to AIDS.'}, {q:'Memory cells produced after a vaccine cause:',options:['An immediate allergic reaction','A faster, stronger response if the real pathogen is encountered later','Reduced fever production','Destruction of the vaccine antigens immediately'],ans:1,exp:'Memory B and T cells persist long-term after vaccination. On re-exposure, they mount a rapid secondary immune response that prevents disease.'}, {q:'An allergic reaction involves an excessive immune response to:',options:['A pathogen that causes disease','A harmless antigen (allergen)','A self antigen','A cancer cell'],ans:1,exp:'Allergies occur when IgE antibodies bind allergens (pollen, peanuts, etc.), triggering mast cells to release histamine and cause allergic symptoms.'}, {q:'What is the function of the lymph nodes?',options:['Produce red blood cells','Filter lymph fluid and activate immune responses','Store excess glucose','Regulate blood pressure'],ans:1,exp:'Lymph nodes filter lymph, trap pathogens and debris, and are sites where lymphocytes encounter antigens and become activated.'}, {q:'A cytotoxic T-cell recognizes infected cells via:',options:['IgG antibodies on the cell surface','MHC class I molecules presenting viral peptides','Free antigens in blood plasma','Chemokine gradients'],ans:1,exp:'Infected cells display viral protein fragments on MHC class I molecules. Cytotoxic T-cells bind these and induce apoptosis in the infected cell.'}, {q:'Which is an example of passive immunity?',options:['Getting a flu vaccine','Recovering from chickenpox','Receiving antibodies through breast milk','Being exposed to a pathogen and fighting it off'],ans:2,exp:'Passive immunity involves receiving pre-formed antibodies (from mother\'s milk, injections). No memory cells are formed; protection is temporary.'}, {q:'In an autoimmune disease, the immune system:',options:['Fails to respond to any antigens','Attacks the body\'s own healthy tissues','Produces too many red blood cells','Only targets extracellular bacteria'],ans:1,exp:'Autoimmunity occurs when self-tolerance breaks down and lymphocytes attack self-antigens. Examples: Type 1 diabetes, MS, lupus, rheumatoid arthritis.'}, {q:'Antibodies are also called:',options:['Antigens','Immunoglobulins','Cytokines','Lymphokines'],ans:1,exp:'Antibodies = immunoglobulins (Ig). They are Y-shaped proteins with variable regions that bind specific antigens with high specificity.'}, {q:'The spleen\'s primary immune function is:',options:['Produce helper T-cells','Filter blood and remove old red blood cells and pathogens','Produce B-cells','Mature cytotoxic T-cells'],ans:1,exp:'The spleen filters blood (vs. lymph nodes which filter lymph), removes aged RBCs, and contains lymphocytes that respond to blood-borne pathogens.'}, {q:'Herd immunity is achieved when:',options:['Everyone in a population has had the disease','A sufficient proportion is immune, blocking pathogen spread','All animals in a region are vaccinated','A new antibiotic is developed'],ans:1,exp:'When enough people are immune (via vaccine or prior infection), chains of transmission break, protecting even unvaccinated individuals. Threshold varies by pathogen.'}, {q:'What is an antigen?',options:['A protein that destroys antibodies','A molecule that triggers an immune response','A type of white blood cell','An enzyme that breaks down pathogens'],ans:1,exp:'Antigens are molecules (usually proteins or polysaccharides) on pathogen surfaces that are recognized by the immune system and stimulate antibody production.'}, {q:'Which type of leukocyte engulfs and destroys pathogens by phagocytosis?',options:['B lymphocyte','T lymphocyte','Neutrophil/macrophage','Eosinophil'],ans:2,exp:'Neutrophils and macrophages are phagocytes — they engulf pathogens, debris, and dead cells in a process called phagocytosis, destroying them internally.'}, {q:'The purpose of inflammation (redness, heat, swelling) is to:',options:['Cool the infected area','Increase blood flow, deliver immune cells, and isolate the infection','Signal the brain to produce fever only','Destroy all nearby tissue'],ans:1,exp:'Inflammation brings increased blood flow (delivering phagocytes and clotting factors), dilutes toxins with plasma, and walls off the infection site.'}, ] }, // EXAM 4: NEURO/ENDO { title:'Unit 4 — Nervous & Endocrine Systems', questions:[ {q:'Which part of the neuron receives incoming signals from other neurons?',options:['Axon terminal','Myelin sheath','Dendrites','Cell body (soma)'],ans:2,exp:'Dendrites are the branched extensions that receive neurotransmitter signals at synapses and relay them toward the cell body.'}, {q:'An action potential is initiated when:',options:['Potassium ions rush into the cell','Sodium ions rush OUT of the cell','The membrane reaches threshold and sodium ions rush in','Calcium ions rush into the axon terminal'],ans:2,exp:'When a stimulus brings the membrane to threshold (~−55 mV), voltage-gated Na⁺ channels open, Na⁺ rushes in, depolarizing the membrane rapidly.'}, {q:'What is the role of myelin sheath?',options:['Produce neurotransmitters','Speed up nerve signal conduction via saltatory conduction','Store calcium ions for muscle contraction','Connect neurons to blood vessels'],ans:1,exp:'Myelin (produced by Schwann cells in PNS, oligodendrocytes in CNS) insulates the axon. Signals jump between nodes of Ranvier (saltatory conduction) — much faster than unmyelinated fibers.'}, {q:'Which hormone is produced by the pancreatic beta cells to lower blood glucose?',options:['Glucagon','Cortisol','Insulin','Epinephrine'],ans:2,exp:'Insulin is released when blood glucose rises. It binds receptors on cells, promoting glucose uptake, glycogen synthesis, and fat storage.'}, {q:'Type 1 diabetes is best described as:',options:['Insulin resistance in body cells','Autoimmune destruction of pancreatic beta cells','Excess insulin production','A disease caused by diet alone'],ans:1,exp:'Type 1 diabetes is an autoimmune disease where the immune system attacks and destroys the insulin-producing beta cells of the Langerhans islets.'}, {q:'A negative feedback loop works by:',options:['Amplifying a change until equilibrium is impossible','Opposing the original stimulus to return to homeostasis','Always involving hormones','Permanently changing the set point'],ans:1,exp:'Negative feedback opposes change: e.g., high blood glucose triggers insulin release, which lowers glucose, which then reduces insulin release — returning to normal.'}, {q:'The CNS consists of:',options:['Brain and spinal cord','Cranial and spinal nerves only','Sensory neurons only','Sympathetic and parasympathetic systems'],ans:0,exp:'The central nervous system (CNS) = brain + spinal cord. The peripheral nervous system (PNS) includes all other nerves outside the CNS.'}, {q:'The sympathetic nervous system is activated during:',options:['Sleep and digestion','The "fight-or-flight" stress response','Slow heart rate conditions','Digestion only'],ans:1,exp:'Sympathetic activation (epinephrine release) increases heart rate, dilates pupils, diverts blood to muscles, and suppresses digestion — preparing for action.'}, {q:'Which endocrine gland is called the "master gland"?',options:['Thyroid','Adrenal gland','Pituitary gland','Pancreas'],ans:2,exp:'The pituitary gland secretes hormones that control other endocrine glands (thyroid-stimulating hormone, growth hormone, ADH, oxytocin, etc.).'}, {q:'Neurotransmitters are released from the:',options:['Dendrites','Axon terminal (presynaptic)','Myelin sheath','Cell body'],ans:1,exp:'When an action potential reaches the axon terminal, vesicles fuse with the membrane and release neurotransmitters into the synaptic cleft by exocytosis.'}, {q:'Which condition results from the immune system destroying myelin sheaths?',options:['Parkinson\'s disease','Multiple sclerosis (MS)','Alzheimer\'s disease','Epilepsy'],ans:1,exp:'MS is an autoimmune disease where the immune system attacks myelin in the CNS, disrupting nerve signals and causing progressively worsening neurological symptoms.'}, {q:'Glucagon is released when blood glucose is:',options:['High, to store glucose as glycogen','High, to release glucose from cells','Low, to stimulate liver to break down glycogen','Low, to decrease metabolism'],ans:2,exp:'Glucagon (from alpha cells) is secreted when blood glucose drops too low. It stimulates glycogenolysis (glycogen breakdown) in the liver, releasing glucose into blood.'}, {q:'The reflex arc bypasses the brain by routing signals through:',options:['The cerebellum','The spinal cord only','The hypothalamus','Cranial nerves'],ans:1,exp:'Simple reflex arcs (e.g., knee-jerk) involve sensory neuron → interneuron in spinal cord → motor neuron. This allows extremely fast responses without waiting for brain processing.'}, {q:'Cortisol is produced by which gland and has what primary effect?',options:['Pancreas; lowers blood glucose','Adrenal cortex; raises blood glucose and suppresses immune response','Thyroid; speeds metabolism','Pituitary; controls growth'],ans:1,exp:'Cortisol, a glucocorticoid from the adrenal cortex, is the primary stress hormone. It raises blood glucose, suppresses inflammation, and impacts immune function.'}, {q:'Dopamine, serotonin, and acetylcholine are all examples of:',options:['Hormones secreted into the bloodstream','Neurotransmitters that cross the synapse','Structural proteins in the axon','Enzymes that break down myelin'],ans:1,exp:'Neurotransmitters are chemical messengers that travel across the synaptic cleft. Imbalances are linked to depression (serotonin), Parkinson\'s (dopamine), and Alzheimer\'s (acetylcholine).'}, ] } ]; // FINAL EXAM const finalExam = { title: 'PBS 5455 Final Exam — Cumulative Assessment', questions: [ {q:'A 16-year-old athlete collapses during practice. An AED shows ventricular fibrillation. This condition is most dangerous because:',options:['The heart beats too slowly','The ventricles quiver randomly instead of pumping blood','Blood pressure drops due to valve failure','The SA node stops firing completely'],ans:1,exp:'Ventricular fibrillation produces chaotic electrical activity — the ventricles twitch uselessly. No blood is pumped, causing sudden cardiac death within minutes without defibrillation.'}, {q:'A lab test shows a patient\'s LDL is 190 mg/dL. The physician is most concerned about:',options:['Anemia','Atherosclerosis and cardiovascular disease','Low immune function','Bone density loss'],ans:1,exp:'LDL >160 mg/dL is a major risk factor for plaque deposition in artery walls, leading to atherosclerosis, coronary artery disease, and heart attack.'}, {q:'A child inherits one dominant allele (D) for brown eyes from mom and one recessive (d) for blue eyes from dad. The child will have:',options:['Blue eyes because recessive overrides','Brown eyes because dominant is expressed','Green eyes, a blend of both','Cannot be determined'],ans:1,exp:'Dominant alleles mask recessive ones. A Dd genotype produces the dominant phenotype (brown eyes). Only dd produces the recessive phenotype (blue eyes).'}, {q:'A scientist observes that a cancer cell continues to divide past 400 divisions — far beyond the Hayflick limit. This is most likely due to:',options:['Increased ATP production','Activation of the enzyme telomerase','Increased mRNA transcription','Overproduction of structural proteins'],ans:1,exp:'Normal cells stop dividing when telomeres shorten (Hayflick limit ~50 divisions). Cancer cells often reactivate telomerase, which rebuilds telomeres, allowing limitless replication.'}, {q:'A patient receives a kidney transplant. Within weeks, the body begins to attack the new kidney. This is an example of:',options:['Autoimmune disease','Graft rejection (adaptive immune attack on foreign antigens)','An allergic reaction','Innate immune failure'],ans:1,exp:'Transplant rejection occurs because T-cells recognize donor MHC molecules as foreign antigens and mount an adaptive immune attack. Immunosuppressants are used to prevent this.'}, {q:'An unvaccinated child contracts measles despite 95% of their class being vaccinated. The vaccinated children did NOT get measles. This illustrates:',options:['Passive immunity','Natural selection','Herd immunity protecting the vaccinated majority','Active artificial immunity only'],ans:2,exp:'Herd immunity broke down for the unvaccinated child (only one person needs to be susceptible). The vaccinated classmates were protected both by personal immunity and the firebreak effect.'}, {q:'A patient with Type 2 diabetes has blood glucose of 320 mg/dL despite producing insulin. The most likely explanation is:',options:['Beta cells are destroyed by the immune system','Body cells have developed insulin resistance','The liver is not producing glycogen','Glucagon is absent from the bloodstream'],ans:1,exp:'In Type 2 diabetes, cells downregulate insulin receptors, making them insulin-resistant. Glucose cannot enter cells efficiently despite adequate or even elevated insulin levels.'}, {q:'A nerve agent blocks acetylcholinesterase (the enzyme that breaks down acetylcholine in the synapse). What happens?',options:['Neurons stop firing completely','Muscles continuously contract because acetylcholine is never cleared','Heart rate drops immediately to zero','Dopamine floods the synaptic cleft'],ans:1,exp:'Without acetylcholinesterase, acetylcholine builds up in the neuromuscular junction, continuously stimulating muscle contraction. This causes muscle paralysis, seizures, and can be fatal.'}, {q:'A forensic scientist examines a bone and notes it is dense with no visible marrow cavity. This is characteristic of:',options:['Spongy (cancellous) bone','Compact bone','Cartilage','Periosteum'],ans:1,exp:'Compact bone is dense and hard, forming the outer shell of most bones. It withstands mechanical stress. Spongy bone is lighter and porous, found at bone ends and flat bones.'}, {q:'During muscle contraction, what is the direct role of ATP?',options:['Bind to actin to initiate contraction','Detach the myosin head from actin and re-energize it for the next power stroke','Open voltage-gated sodium channels','Transport calcium into the muscle cell'],ans:1,exp:'ATP binds to the myosin head, causing it to release actin. Hydrolysis of ATP (→ADP + Pi) cocks the myosin head back into the high-energy position, ready for the next cross-bridge cycle.'}, {q:'A researcher finds that a drug reduces the refractory period of neurons. This would most likely:',options:['Slow nerve signal conduction','Allow neurons to fire at a higher frequency','Permanently depolarize the membrane','Prevent neurotransmitter release'],ans:1,exp:'The refractory period limits firing rate. Shortening it allows neurons to fire more action potentials per second, potentially leading to hyperstimulation and seizure-like activity.'}, {q:'A blood smear shows sickle-shaped red blood cells. This patient\'s primary risk is:',options:['Inability to form antibodies','Vessel blockage and tissue hypoxia','Excessive blood clotting everywhere','Inability to produce platelets'],ans:1,exp:'Sickle cell anemia causes RBCs to become rigid and crescent-shaped, blocking small blood vessels (vaso-occlusive crisis), reducing oxygen delivery, and causing severe pain and organ damage.'}, {q:'Which statement BEST describes the difference between an epidemic and a pandemic?',options:['Epidemics are always more deadly than pandemics','A pandemic spreads across multiple countries/continents; an epidemic is confined to a region','Pandemics only affect animals','Epidemics require a viral pathogen; pandemics can be bacterial'],ans:1,exp:'Epidemics are outbreaks in a specific region beyond expected rates. Pandemics cross international boundaries and affect large global populations (e.g., COVID-19, influenza 1918).'}, {q:'A patient\'s pituitary gland stops producing thyroid-stimulating hormone (TSH). Which BEST describes the expected result?',options:['The thyroid gland overproduces thyroid hormones','The adrenal glands shut down','The thyroid gland slows hormone production, reducing metabolism','Blood glucose rises rapidly'],ans:2,exp:'TSH stimulates the thyroid to produce T3 and T4. Without TSH, thyroid hormone production falls, slowing metabolism, causing fatigue, weight gain, and cold intolerance (hypothyroidism).'}, {q:'A coroner must determine if a deceased person was male or female from skeletal remains alone. The BEST bone for this is:',options:['Femur length','Pelvis shape','Skull sutures','Number of vertebrae'],ans:1,exp:'The pelvis is the most sexually dimorphic bone: the female pelvis is wider and has a larger subpubic angle (>90°) to accommodate childbirth, while the male pelvis is narrower and more robust.'}, {q:'During the COVID-19 pandemic, mRNA vaccines were developed. These work by:',options:['Injecting weakened coronavirus into the body','Introducing mRNA that instructs cells to produce the spike protein, triggering an immune response','Directly injecting coronavirus antibodies','Blocking viral replication with antiviral drugs'],ans:1,exp:'mRNA vaccines deliver instructions (not the virus itself) to ribosomes, causing cells to produce the SARS-CoV-2 spike protein. The immune system recognizes it as foreign, builds antibodies and memory cells.'}, {q:'A student measures her resting heart rate as 58 bpm. After 20 min of running, it is 165 bpm. This change is regulated primarily by:',options:['The parasympathetic nervous system slowing the heart','The sympathetic nervous system and epinephrine increasing heart rate','A rise in blood CO₂ only','Insulin release from the pancreas'],ans:1,exp:'Exercise triggers sympathetic activation and epinephrine (adrenaline) release, increasing heart rate and contractility to deliver more oxygen to working muscles.'}, {q:'Bone remodeling is a balance between osteoblasts and osteoclasts. In osteoporosis:',options:['Osteoblast activity exceeds osteoclast activity','Osteoclast activity exceeds osteoblast activity, net bone loss occurs','Both cell types become inactive','Bone marrow stops producing blood cells'],ans:1,exp:'Osteoporosis results from osteoclast activity outpacing osteoblast activity, causing net bone loss. Risk factors include estrogen deficiency, low calcium/Vitamin D, and inactivity.'}, {q:'A physician examines a karyotype with 47 chromosomes showing XXY. This indicates:',options:['Turner syndrome','Down syndrome','Klinefelter syndrome','Patau syndrome'],ans:2,exp:'Klinefelter syndrome (47,XXY) occurs in males who receive an extra X chromosome. It causes reduced testosterone, infertility, and sometimes tall stature and learning differences.'}, {q:'A researcher disrupts the function of the smooth endoplasmic reticulum in liver cells. The MOST immediate effect would be:',options:['Inability to replicate DNA','Impaired lipid synthesis and detoxification','Reduced ATP production','Failure to divide by mitosis'],ans:1,exp:'The smooth ER in liver cells synthesizes cholesterol and phospholipids, detoxifies drugs and alcohol, and metabolizes carbohydrates. Disruption impairs these metabolic functions.'}, {q:'In the complement system of innate immunity, proteins are activated in a cascade that ultimately:',options:['Produces antibodies','Creates pores in pathogen membranes (membrane attack complex), killing them','Activates helper T-cells','Signals the bone marrow to produce more B-cells'],ans:1,exp:'The complement cascade ends with the membrane attack complex (MAC), a protein pore that inserts into pathogen membranes, causing lysis (the pathogen bursts). It also enhances phagocytosis.'}, {q:'A patient with a severed spinal cord at the thoracic level would MOST likely lose:',options:['Vision and hearing','Motor and sensory function below the level of injury','Only motor function in the arms','Only autonomic function in the heart'],ans:1,exp:'A spinal cord transection interrupts all ascending (sensory) and descending (motor) tracts below the injury level. Thoracic injury causes paraplegia — loss of function in legs and trunk.'}, {q:'Which of the following BEST explains why antibiotic resistance evolves in bacterial populations?',options:['Bacteria intentionally mutate to survive antibiotics','Natural selection: bacteria with resistance mutations survive and reproduce, passing resistance to offspring','Antibiotic drugs mutate the bacteria\'s DNA directly','Resistance appears after a fixed number of antibiotic doses'],ans:1,exp:'Antibiotic resistance is evolution by natural selection: rare resistant mutants survive treatment, reproduce, and pass resistance genes (sometimes via plasmid transfer) to future generations.'}, {q:'A patient is given a drug that blocks sodium channels in neurons. This drug would MOST likely:',options:['Increase the frequency of action potentials','Prevent action potentials from being generated (anesthetic/analgesic effect)','Cause neurons to fire continuously','Have no effect on nerve function'],ans:1,exp:'Voltage-gated Na⁺ channels are essential for the depolarization phase of the action potential. Blocking them (e.g., lidocaine, novocaine) prevents signal generation — the basis of local anesthetics.'}, {q:'During an autopsy, a forensic investigator finds plaque in coronary arteries and a blood clot blocking the left anterior descending artery. The MOST likely cause of death is:',options:['Pulmonary embolism','Acute myocardial infarction (heart attack)','Stroke','Aortic aneurysm rupture'],ans:1,exp:'Blockage of the left anterior descending artery (the "widow maker") cuts off blood to a large area of the left ventricle, causing massive myocardial infarction — the leading cause of cardiac death.'}, {q:'PBS researchers are developing a diagnostic test for a new disease. They need a test that detects whether the patient\'s immune system has produced antibodies against the pathogen. This test is called:',options:['PCR (polymerase chain reaction)','ELISA (enzyme-linked immunosorbent assay)','Western blot for protein structure','CBC (complete blood count)'],ans:1,exp:'ELISA is the standard serological test for detecting antibodies (or antigens) in patient samples. It is used to diagnose HIV, COVID-19, Lyme disease, and many other infections.'}, {q:'During PBS Activity 1.1.4, students analyze a patient\'s tissue sample and find cells dividing uncontrollably with abnormal nuclei. This finding is MOST consistent with:',options:['Normal cell growth','Malignant neoplasm (cancer)','Healthy immune response','Bone marrow failure'],ans:1,exp:'Uncontrolled cell division with abnormal (enlarged, irregular) nuclei is the hallmark of malignant cancer. The cells have lost normal growth regulation due to oncogene/tumor suppressor mutations.'}, {q:'A student\'s experimental data shows that increasing temperature from 37°C to 42°C decreases enzyme activity in a metabolic reaction. The BEST explanation is:',options:['Enzymes work better at lower temperatures always','High temperature denatures enzyme tertiary structure, changing the active site shape','Temperature has no effect on enzyme activity','The substrate was destroyed by heat'],ans:1,exp:'Enzymes are proteins with a specific 3D active site. Temperatures above optimal (37°C for most human enzymes) break hydrogen bonds in the tertiary structure, denaturing the enzyme and eliminating catalytic activity.'}, {q:'In the PBS case file, Maya Chen is diagnosed with a genetic disease caused by a frameshift mutation. How does this differ from a point mutation?',options:['A frameshift changes only one amino acid; a point mutation changes the reading frame','A frameshift inserts or deletes one or more nucleotides, shifting the entire reading frame downstream','A point mutation is always more harmful than a frameshift','Frameshift mutations only occur in exons, point mutations in introns'],ans:1,exp:'Frameshift mutations (insertions/deletions not divisible by 3) shift the entire codon reading frame, changing every amino acid downstream and usually creating a nonfunctional protein. Point mutations change one codon.'}, {q:'In a PBS PBS patient scenario, all blood tests are normal but the patient feels fatigued and cold. Knowing this patient has low TSH from the pituitary, what is the BEST diagnosis?',options:['Hyperthyroidism','Secondary hypothyroidism','Type 2 diabetes','Adrenal insufficiency'],ans:1,exp:'Low TSH from the pituitary causes the thyroid to underproduce T3/T4 (secondary hypothyroidism). Without adequate thyroid hormone, metabolism slows → fatigue, cold intolerance, weight gain. Primary hypothyroidism would show HIGH TSH.'}, ] }; // ═══════════════════════════════════════════ // EXAM ENGINE // ═══════════════════════════════════════════ let examStates = exams.map(e => ({ answers: new Array(e.questions.length).fill(-1), submitted: false })); let finalState = { answers: new Array(finalExam.questions.length).fill(-1), submitted: false }; let activeExam = 0; function showExam(idx) { activeExam = idx; document.querySelectorAll('.exam-card').forEach((c,i)=>c.classList.toggle('active',i===idx)); document.getElementById('examArea').innerHTML = renderExamHTML(exams[idx], examStates[idx], `exam_${idx}`, idx); } function showFinal() { document.getElementById('finalArea').innerHTML = renderExamHTML(finalExam, finalState, 'final', 'final'); } function renderExamHTML(exam, state, prefix, examId) { let html = `<div class="exam-container visible" id="cont_${prefix}">`; if(state.submitted) { const score = state.answers.filter((a,i)=>a===exam.questions[i].ans).length; const pct = Math.round(score/exam.questions.length*100); html += `<div class="score-banner show ${pct>=70?'pass':'fail'}"> ${pct>=70?'✅':'❌'} Score: ${score}/${exam.questions.length} (${pct}%) — ${pct>=70?'Great work, Nathan!':'Review the explanations and try again.'} </div>`; } exam.questions.forEach((q,qi)=>{ html += `<div class="question-block"> <div class="q-num">QUESTION ${qi+1} OF ${exam.questions.length}</div> <div class="q-text">${q.q}</div> <div class="options">`; q.options.forEach((opt,oi)=>{ let cls = ''; if(state.submitted) { if(oi===q.ans) cls='correct'; else if(oi===state.answers[qi] && state.answers[qi]!==q.ans) cls='wrong'; } const checked = state.answers[qi]===oi ? 'checked' : ''; html += `<input type="radio" name="${prefix}_q${qi}" id="${prefix}_q${qi}_${oi}" value="${oi}" ${checked} ${state.submitted?'disabled':''} onchange="selectAnswer('${examId}',${qi},${oi})"> <label for="${prefix}_q${qi}_${oi}" class="${cls}"> <span class="option-letter">${String.fromCharCode(65+oi)}</span>${opt} </label>`; }); html += `</div>`; if(state.submitted) { html += `<div class="q-explanation show">💡 ${q.exp}</div>`; } html += `</div>`; }); html += `<div class="exam-actions">`; if(!state.submitted) { html += `<button class="btn-primary" onclick="submitExam('${examId}')">Submit Exam</button>`; } else { html += `<button class="btn-secondary" onclick="resetExam('${examId}')">Retake Exam</button>`; } html += `</div></div>`; return html; } function selectAnswer(examId, qi, oi) { if(examId==='final') { finalState.answers[qi]=oi; } else { examStates[examId].answers[qi]=oi; } } function submitExam(examId) { if(examId==='final') { finalState.submitted=true; showFinal(); } else { examStates[examId].submitted=true; showExam(examId); } window.scrollTo({top:document.getElementById(examId==='final'?'final':'exams').offsetTop-70,behavior:'smooth'}); } function resetExam(examId) { if(examId==='final') { finalState = { answers: new Array(finalExam.questions.length).fill(-1), submitted:false }; showFinal(); } else { examStates[examId] = { answers: new Array(exams[examId].questions.length).fill(-1), submitted:false }; showExam(examId); } } // Init showExam(0); showFinal(); // ═══════════════════════════════════════════ // SCROLL REVEAL // ═══════════════════════════════════════════ const obs = new IntersectionObserver((entries)=>{ entries.forEach(e=>{ if(e.isIntersecting) e.target.classList.add('visible'); }); },{threshold:0.08}); document.querySelectorAll('.reveal').forEach(el=>obs.observe(el)); </script> </body> </html> Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-19796148850140694652026-06-29T10:09:30.318-07:002026-06-29T10:09:30.319-07:00<!DOCTYPE html> <html lang="en"> <head> <meta charset="UTF-8"/> <meta name="viewport" content="width=device-width, initial-scale=1.0"/> <title>AP Chemistry Guide — Nathan</title> <style> *{box-sizing:border-box;margin:0;padding:0} body{font-family:'Segoe UI',system-ui,sans-serif;background:#f1f5f9;min-height:100vh} button{font-family:inherit;cursor:pointer} a{font-family:inherit} .header{background:linear-gradient(135deg,#1e1b4b 0%,#312e81 60%,#4338ca 100%);padding:28px 24px 24px;color:#fff} .header-inner{max-width:720px;margin:0 auto} .header-eyebrow{font-size:11px;letter-spacing:3px;text-transform:uppercase;opacity:.7;margin-bottom:6px} .header-title{font-size:28px;font-weight:900;letter-spacing:-.5px} .header-sub{font-size:14px;opacity:.75;margin-top:4px} 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onclick="showSection('home')">🏠 Home</button> <button class="nav-btn" onclick="showSection('flashcards-select')">🃏 Flashcards</button> <button class="nav-btn" onclick="showSection('exams-select')">📝 Unit Exams</button> <button class="nav-btn" onclick="showSection('finalexam')">🎓 Final Exam</button> <button class="nav-btn" onclick="showSection('resources-select')">📚 Resources</button> </div> </div> <!-- CONTENT --> <div class="content"> <!-- ═══════════════ HOME ═══════════════ --> <div id="panel-home" class="panel active"> <div class="intro-banner"> <div style="font-size:20px;font-weight:800;color:#1e1b4b;margin-bottom:8px">Hey Nat! 👋</div> <div style="font-size:15px;color:#374151;line-height:1.6">This guide covers all 4 AP Chemistry domains. Use it to study with flashcards, take unit exams, then test yourself with a full AP-style final. Every section links to Khan Academy and YouTube.</div> </div> <div style="font-weight:700;font-size:16px;margin-bottom:14px;color:#374151">📘 Course Units</div> <div class="unit-grid" id="unit-grid"></div> <div class="plan-box"> <div style="font-weight:700;font-size:16px;margin-bottom:14px">🗺️ Study Plan</div> <div id="study-plan"></div> </div> </div> <!-- ═══════════════ HOME-UNIT DETAIL ═══════════════ --> <div id="panel-home-unit" class="panel"> <button class="back-btn" onclick="showSection('home')">← Back to Home</button> <div id="home-unit-header" style="border-radius:16px;padding:24px;color:#fff;margin-bottom:24px"></div> <div id="home-unit-actions" style="display:grid;gap:12px"></div> </div> <!-- ═══════════════ FLASHCARDS SELECT ═══════════════ --> <div id="panel-flashcards-select" class="panel"> <div style="font-weight:800;font-size:22px;margin-bottom:6px">🃏 Flashcard Decks</div> <div style="font-size:14px;color:#6b7280;margin-bottom:24px">Choose a unit to start studying</div> <div class="select-list" id="fc-select-list"></div> </div> <!-- ═══════════════ FLASHCARDS VIEW ═══════════════ --> <div id="panel-flashcards" class="panel"> <button class="back-btn" onclick="showSection('flashcards-select')">← Back to Flashcard Decks</button> <div id="fc-view"></div> </div> <!-- ═══════════════ EXAMS SELECT ═══════════════ --> <div id="panel-exams-select" class="panel"> <div style="font-weight:800;font-size:22px;margin-bottom:6px">📝 Unit Exams</div> <div style="font-size:14px;color:#6b7280;margin-bottom:24px">5 questions per unit · Take after completing flashcards</div> <div class="select-list" id="exam-select-list"></div> </div> <!-- ═══════════════ UNIT EXAM VIEW ═══════════════ --> <div id="panel-exam" class="panel"> <button class="back-btn" onclick="showSection('exams-select')">← Back to Exams</button> <div id="exam-view"></div> </div> <!-- ═══════════════ RESOURCES SELECT ═══════════════ --> <div id="panel-resources-select" class="panel"> <div style="font-weight:800;font-size:22px;margin-bottom:6px">📚 Study Resources</div> <div style="font-size:14px;color:#6b7280;margin-bottom:24px">Khan Academy + YouTube links by unit</div> <div class="select-list" id="res-select-list"></div> </div> <!-- ═══════════════ RESOURCES VIEW ═══════════════ --> <div id="panel-resources" class="panel"> <button class="back-btn" onclick="showSection('resources-select')">← Back to Resources</button> <div id="res-view"></div> </div> <!-- ═══════════════ FINAL EXAM ═══════════════ --> <div id="panel-finalexam" class="panel"> <button class="back-btn" onclick="showSection('home')">← Back to Home</button> <div id="final-exam-view"></div> </div> </div><!-- /content --> <script> // ─── DATA ───────────────────────────────────────────────────────────────────── const UNITS = [ { id:1, title:"Atomic Structure & Properties", color:"#4F46E5", icon:"⚛️", topics:["Moles & Molar Mass","Mass Spectrometry","Electron Configuration","Photoelectron Spectroscopy","Periodic Trends"], khan:"https://www.khanacademy.org/science/ap-chemistry-beta/x2eef969c74e0d802:atomic-structure-and-properties", youtube:"https://www.youtube.com/playlist?list=PL8dPuuaLjXtPHzzYuWy6fYEaX9mQQ8oGr", flashcards:[ {q:"What is Avogadro's number?",a:"6.022 × 10²³ — the number of particles in one mole of a substance."}, {q:"Define ionization energy.",a:"Energy required to remove an electron from a gaseous atom in its ground state. Increases across a period, decreases down a group."}, {q:"What does a photoelectron spectrum show?",a:"The relative energies and numbers of electrons in different subshells. Peaks further left (higher BE) correspond to core electrons."}, {q:"State the Aufbau principle.",a:"Electrons fill orbitals from lowest to highest energy: 1s, 2s, 2p, 3s, 3p, 4s, 3d…"}, {q:"What is effective nuclear charge (Zeff)?",a:"The net positive charge felt by an electron = atomic number minus shielding constant. Higher Zeff → smaller atomic radius."}, {q:"Why is the second ionization energy of Na much larger than the first?",a:"After losing one electron Na has a noble-gas configuration; the next electron must come from a lower energy level (core shell)."}, {q:"What trend does atomic radius follow across Period 3?",a:"Decreases from Na to Cl because Zeff increases while electrons are added to the same n=3 shell."}, {q:"Define isotopes.",a:"Atoms of the same element with the same proton count but different neutron counts (and thus different mass numbers)."}, ], }, { id:2, title:"Molecular & Ionic Compound Structure", color:"#0891B2", icon:"🔬", topics:["Chemical Bonding","Lewis Structures","VSEPR Theory","Polarity","Intermolecular Forces"], khan:"https://www.khanacademy.org/science/ap-chemistry-beta/x2eef969c74e0d802:molecular-and-ionic-compound-structure-and-properties", youtube:"https://www.youtube.com/playlist?list=PL8dPuuaLjXtPHzzYuWy6fYEaX9mQQ8oGr", flashcards:[ {q:"What geometry does a molecule with 4 bonding pairs and 0 lone pairs adopt?",a:"Tetrahedral (109.5°)"}, {q:"What is a dipole moment?",a:"A measure of polarity in a bond or molecule — product of charge magnitude and separation distance. Measured in Debyes."}, {q:"Rank intermolecular forces weakest to strongest.",a:"London dispersion < dipole-dipole < hydrogen bonding < ion-dipole"}, {q:"Why does water have an unusually high boiling point?",a:"Extensive hydrogen bonding (each molecule can form up to 4 H-bonds) requires significant energy to overcome."}, {q:"What makes a molecule polar overall?",a:"It must have polar bonds AND an asymmetric geometry so bond dipoles don't cancel."}, {q:"Define formal charge.",a:"FC = (valence e⁻) − (lone pair e⁻) − ½(bonding e⁻). Best Lewis structure minimizes FC."}, {q:"What is resonance?",a:"When a molecule can't be described by one Lewis structure; the actual structure is a hybrid of all resonance forms."}, {q:"Explain London dispersion forces.",a:"Temporary dipoles caused by electron movement induce dipoles in neighboring molecules. Strength increases with molar mass/surface area."}, ], }, { id:3, title:"Intermolecular Forces, Kinetics & Equilibrium", color:"#059669", icon:"⚖️", topics:["Reaction Rates","Rate Laws","Activation Energy","Equilibrium Constants","Le Chatelier's Principle"], khan:"https://www.khanacademy.org/science/ap-chemistry-beta/x2eef969c74e0d802:kinetics", youtube:"https://www.youtube.com/results?search_query=AP+Chemistry+kinetics+equilibrium", flashcards:[ {q:"What is the rate law for a reaction?",a:"rate = k[A]ᵐ[B]ⁿ — where m and n are determined experimentally, not from stoichiometry."}, {q:"Define activation energy.",a:"Minimum energy colliding particles must have for a reaction to occur. Lower Ea → faster reaction."}, {q:"What does a catalyst do to activation energy?",a:"Provides an alternative pathway with lower activation energy without being consumed."}, {q:"Write the equilibrium expression for: aA + bB ⇌ cC + dD",a:"K = [C]ᶜ[D]ᵈ / [A]ᵃ[B]ᵇ (pure solids and liquids excluded)"}, {q:"If Q < K, which direction does the reaction proceed?",a:"Forward — toward products — to reach equilibrium."}, {q:"State Le Chatelier's Principle.",a:"If a system at equilibrium is disturbed, it shifts to partially counteract the disturbance and re-establish equilibrium."}, {q:"What is the Arrhenius equation?",a:"k = Ae^(−Ea/RT) — relates rate constant to temperature and activation energy."}, {q:"How does increasing temperature affect K for an endothermic reaction?",a:"K increases — equilibrium shifts toward products."}, ], }, { id:4, title:"Thermodynamics, Electrochemistry & Solutions", color:"#DC2626", icon:"🔋", topics:["Enthalpy & Entropy","Gibbs Free Energy","Electrochemical Cells","Nernst Equation","Colligative Properties"], khan:"https://www.khanacademy.org/science/ap-chemistry-beta/x2eef969c74e0d802:thermodynamics", youtube:"https://www.youtube.com/results?search_query=AP+Chemistry+thermodynamics+electrochemistry", flashcards:[ {q:"What is Hess's Law?",a:"ΔH for a reaction is the sum of ΔH values for any set of steps that lead from reactants to products."}, {q:"State the equation for Gibbs Free Energy.",a:"ΔG = ΔH − TΔS. Spontaneous when ΔG < 0."}, {q:"When is a reaction spontaneous at all temperatures?",a:"When ΔH < 0 and ΔS > 0 (exothermic and entropy-increasing)."}, {q:"What does a standard reduction potential tell you?",a:"The tendency of a species to be reduced under standard conditions. Higher E° = better oxidizing agent."}, {q:"Write the Nernst equation.",a:"E = E° − (RT/nF)lnQ ≈ E° − (0.0592/n)logQ at 25°C"}, {q:"Define colligative properties.",a:"Properties that depend on number of dissolved particles, not identity: BP elevation, FP depression, osmotic pressure, vapor pressure lowering."}, {q:"What is entropy (S)?",a:"Measure of disorder/randomness in a system. Increases with temperature, dissolution, gas formation."}, {q:"How does ΔG relate to the equilibrium constant?",a:"ΔG° = −RT ln K. If K > 1, ΔG° < 0 (spontaneous)."}, ], }, ]; const UNIT_EXAMS = [ {unitId:1,title:"Unit 1 Exam: Atomic Structure & Properties",questions:[ {q:"How many moles are in 44 g of CO₂ (M = 44 g/mol)?",options:["0.5 mol","1.0 mol","2.0 mol","44 mol"],answer:1,explanation:"moles = mass/molar mass = 44/44 = 1.0 mol"}, {q:"Which element has electron configuration [Ne] 3s² 3p³?",options:["Si","S","P","Cl"],answer:2,explanation:"[Ne] 3s² 3p³ has 5 valence electrons → Group 15 → Phosphorus (P)"}, {q:"As you move left to right across Period 2, atomic radius:",options:["Increases","Decreases","Stays the same","First increases then decreases"],answer:1,explanation:"Zeff increases across a period while electrons fill the same shell, pulling them closer."}, {q:"A photoelectron spectrum peak at high binding energy corresponds to:",options:["Valence electrons","Core electrons","Lone pair electrons","Pi bond electrons"],answer:1,explanation:"Core electrons are held tighter (higher BE) and appear at the left/high-energy side of PES."}, {q:"Which has the largest first ionization energy?",options:["Na","Mg","Al","Ne"],answer:3,explanation:"Noble gases have full valence shells — neon has the highest IE in Period 2."}, ]}, {unitId:2,title:"Unit 2 Exam: Molecular & Ionic Structure",questions:[ {q:"What is the molecular geometry of SF₄ (4 bonding, 1 lone pair)?",options:["Tetrahedral","See-saw","Trigonal pyramidal","Square planar"],answer:1,explanation:"4 bonding + 1 lone pair = trigonal bipyramidal electron geometry → see-saw molecular geometry."}, {q:"Which compound has the highest boiling point?",options:["CH₄","NH₃","PH₃","SiH₄"],answer:1,explanation:"NH₃ has N-H bonds capable of hydrogen bonding, raising its boiling point significantly."}, {q:"A bond between two atoms with electronegativity difference of 2.5 is best described as:",options:["Nonpolar covalent","Polar covalent","Ionic","Metallic"],answer:2,explanation:"ΔEN > 1.7 generally indicates ionic character."}, {q:"The formal charge on nitrogen in NO₃⁻ (resonance contributor with a double bond) is:",options:["+1","0","−1","+2"],answer:0,explanation:"N in NO₃⁻: FC = 5 − 0 − ½(8) = +1 in the contributor with one N=O."}, {q:"Which interaction is responsible for DNA base pairing?",options:["London dispersion","Covalent bonds","Hydrogen bonds","Ionic bonds"],answer:2,explanation:"Complementary bases (A-T, G-C) are held together by hydrogen bonds between N-H and C=O groups."}, ]}, {unitId:3,title:"Unit 3 Exam: Kinetics & Equilibrium",questions:[ {q:"For a reaction that is 1st order in A and 2nd order in B, if [A] doubles, rate:",options:["Doubles","Quadruples","Stays same","Halves"],answer:0,explanation:"rate = k[A]¹[B]² — doubling [A] with 1st-order dependence doubles the rate."}, {q:"If Kc = 1 × 10⁻⁸, what can we say about the equilibrium?",options:["Strongly favors products","Strongly favors reactants","Equal amounts of both","Cannot determine"],answer:1,explanation:"Very small K means reactants are heavily favored at equilibrium."}, {q:"Adding an inert gas to a gas-phase equilibrium at constant volume:",options:["Shifts right","Shifts left","No effect","Increases K"],answer:2,explanation:"Adding inert gas doesn't change concentrations or partial pressures of reactants/products."}, {q:"Which graph indicates a first-order reaction?",options:["[A] vs t is linear","ln[A] vs t is linear","1/[A] vs t is linear","[A]² vs t is linear"],answer:1,explanation:"Integrated rate law for 1st order: ln[A] = −kt + ln[A]₀ → ln[A] vs t is linear."}, {q:"Le Chatelier: for N₂ + 3H₂ ⇌ 2NH₃ (ΔH < 0), increasing temperature:",options:["Shifts right, K increases","Shifts left, K decreases","Shifts right, K decreases","No effect on K"],answer:1,explanation:"Exothermic reaction: heat is a product. Increasing T shifts left; K decreases."}, ]}, {unitId:4,title:"Unit 4 Exam: Thermodynamics & Electrochemistry",questions:[ {q:"ΔH = −200 kJ, ΔS = −0.5 kJ/K at T = 300 K. ΔG = ?",options:["−50 kJ","+50 kJ","−350 kJ","+350 kJ"],answer:0,explanation:"ΔG = ΔH − TΔS = −200 − (300)(−0.5) = −200 + 150 = −50 kJ"}, {q:"A galvanic cell has E°cell = +1.10 V. This reaction is:",options:["Spontaneous","Non-spontaneous","At equilibrium","Endothermic"],answer:0,explanation:"Positive E°cell → ΔG° < 0 → spontaneous."}, {q:"Which process results in the greatest increase in entropy?",options:["H₂O(l) → H₂O(s)","NaCl(s) → Na⁺(aq) + Cl⁻(aq)","N₂(g) + 3H₂(g) → 2NH₃(g)","CO₂(g) → CO₂(s)"],answer:1,explanation:"Dissolution increases disorder (solid → dispersed ions in solution)."}, {q:"The Nernst equation accounts for:",options:["Temperature only","Non-standard concentration conditions","Catalyst effects","Pressure only"],answer:1,explanation:"E = E° − (0.0592/n)logQ adjusts cell potential for non-standard concentrations at 25°C."}, {q:"Freezing point depression is a colligative property that depends on:",options:["Identity of solute","Number of dissolved particles","Charge of ions only","Molar mass of solvent"],answer:1,explanation:"ΔTf = Kf × m × i — depends on molality and van't Hoff factor (particle count), not solute identity."}, ]}, ]; const FINAL_EXAM = { mcq:[ {q:"Which of the following has the smallest atomic radius?",options:["Na","Mg","Al","P"],answer:3,explanation:"Across Period 3, Zeff increases → radius decreases. P (Z=15) is smallest among these."}, {q:"The bond order in O₂²⁻ (peroxide ion) is:",options:["1","1.5","2","2.5"],answer:0,explanation:"MO theory: bond order = (8−6)/2 = 1 for peroxide."}, {q:"A buffer resists pH change because it contains:",options:["A strong acid only","A weak acid and its conjugate base","A strong acid and strong base","Pure water"],answer:1,explanation:"Buffers = weak acid + conjugate base (or weak base + conjugate acid)."}, {q:"For 2H₂O₂(l) → 2H₂O(l) + O₂(g), which drives spontaneity?",options:["ΔH only","ΔS only","Both ΔH < 0 and ΔS > 0","Neither"],answer:2,explanation:"Exothermic (ΔH < 0) and produces gas (ΔS > 0): spontaneous at all temperatures."}, {q:"Which solution has the lowest freezing point?",options:["1 m glucose","1 m NaCl","1 m CaCl₂","1 m sucrose"],answer:2,explanation:"CaCl₂ → 3 particles (i=3), greatest ΔTf = Kf × m × 3."}, {q:"The half-life of a first-order reaction does NOT depend on:",options:["Rate constant k","Initial concentration","Temperature","Nature of reactant"],answer:1,explanation:"t½ = 0.693/k for 1st order — independent of initial concentration."}, {q:"In a concentration cell, current flows because of difference in:",options:["Electrode material","Ion concentrations","Temperature","Pressure"],answer:1,explanation:"Concentration cells use same electrode material; EMF arises from concentration gradient."}, {q:"Which of these is an extensive property?",options:["Density","Temperature","Molar mass","Volume"],answer:3,explanation:"Extensive properties depend on amount of substance. Volume scales with sample size."}, {q:"The conjugate base of HSO₄⁻ is:",options:["H₂SO₄","SO₄²⁻","H₃O⁺","OH⁻"],answer:1,explanation:"Conjugate base = acid minus one H⁺: HSO₄⁻ → SO₄²⁻ + H⁺"}, {q:"Which best explains why diamond is harder than graphite?",options:["Diamond has more carbon atoms","Graphite has ionic bonds","Diamond has 3D covalent network; graphite has layered structure with weak IMFs between layers","Diamond is denser"],answer:2,explanation:"Diamond: sp³ 3D network of strong C-C bonds. Graphite: sp² layers held by weak London forces."}, ], frq:[ {num:1,title:"Reaction Kinetics",prompt:"Experiment data for A → Products: [A]₀ = 0.80 M, rate = 0.016 M/s; [A]₀ = 1.60 M, rate = 0.032 M/s; [A]₀ = 3.20 M, rate = 0.064 M/s.", parts:[ {label:"(a)",text:"Determine the order of the reaction with respect to A.",answer:"Rate doubles when [A] doubles → first order in A. rate = k[A]¹"}, {label:"(b)",text:"Calculate the rate constant k with units.",answer:"k = rate/[A] = 0.016/0.80 = 0.020 s⁻¹"}, {label:"(c)",text:"Calculate the half-life of this reaction.",answer:"t½ = 0.693/k = 0.693/0.020 = 34.7 s"}, {label:"(d)",text:"Sketch a graph of ln[A] vs time and describe its shape.",answer:"Straight line with negative slope (−k). y-intercept = ln[A]₀ = ln(0.80) ≈ −0.223"}, ]}, {num:2,title:"Acid-Base Equilibrium",prompt:"A 0.10 M solution of acetic acid (Ka = 1.8 × 10⁻⁵) is prepared.", parts:[ {label:"(a)",text:"Write the equilibrium expression for Ka.",answer:"Ka = [H⁺][CH₃COO⁻] / [CH₃COOH]"}, {label:"(b)",text:"Calculate [H⁺] and pH of the solution.",answer:"x² / 0.10 = 1.8×10⁻⁵ → x = √(1.8×10⁻⁶) = 1.34×10⁻³ M; pH = −log(1.34×10⁻³) ≈ 2.87"}, {label:"(c)",text:"Would adding NaCH₃COO raise or lower the pH? Explain.",answer:"Raise. Acetate ion (conjugate base) shifts equilibrium left, reducing [H⁺]."}, ]}, {num:3,title:"Electrochemistry & Thermodynamics",prompt:"For the cell: Zn(s) | Zn²⁺(1M) || Cu²⁺(1M) | Cu(s). E°(Zn²⁺/Zn) = −0.76 V; E°(Cu²⁺/Cu) = +0.34 V.", parts:[ {label:"(a)",text:"Calculate E°cell.",answer:"E°cell = E°cathode − E°anode = 0.34 − (−0.76) = +1.10 V"}, {label:"(b)",text:"Calculate ΔG° (n = 2, F = 96485 C/mol).",answer:"ΔG° = −nFE° = −(2)(96485)(1.10) = −212,267 J ≈ −212 kJ"}, {label:"(c)",text:"If [Cu²⁺] is lowered to 0.010 M, calculate E using the Nernst equation.",answer:"Q = [Zn²⁺]/[Cu²⁺] = 1/0.01 = 100; E = 1.10 − (0.0592/2)log(100) = 1.10 − 0.0592 = 1.041 V"}, ]}, ], }; const STUDY_PLAN = [ ["Week 1–2","Unit 1 — Atomic Structure & Properties","#4F46E5"], ["Week 3–4","Unit 2 — Molecular & Ionic Structure & Bonding","#0891B2"], ["Week 5–6","Unit 3 — Kinetics & Equilibrium","#059669"], ["Week 7–8","Unit 4 — Thermodynamics & Electrochemistry","#DC2626"], ["Week 9","Full Review + Final Exam Practice","#7c3aed"], ]; // ─── STATE ──────────────────────────────────────────────────────────────────── let currentUnit = null; let fcState = {idx:0, flipped:false, mastered:[]}; let examAnswers = {}; let examSubmitted = false; let finalMcqAnswers = {}; let finalMcqSubmitted = false; let frqVisible = {}; // ─── NAV ───────────────────────────────────────────────────────────────────── function showSection(id) { document.querySelectorAll('.panel').forEach(p => p.classList.remove('active')); document.querySelectorAll('.nav-btn').forEach(b => b.classList.remove('active')); document.getElementById('panel-'+id).classList.add('active'); // highlight matching nav button const map = {'home':'home','home-unit':'home','flashcards-select':'flashcards-select','flashcards':'flashcards-select','exams-select':'exams-select','exam':'exams-select','finalexam':'finalexam','resources-select':'resources-select','resources':'resources-select'}; const navTarget = map[id] || id; document.querySelectorAll('.nav-btn').forEach(b => { if(b.getAttribute('onclick').includes("'"+navTarget+"'")) b.classList.add('active'); }); window.scrollTo(0,0); } // ─── HOME ───────────────────────────────────────────────────────────────────── function renderHome() { // Unit grid const grid = document.getElementById('unit-grid'); grid.innerHTML = UNITS.map(u => ` <div class="unit-card" style="border-color:${u.color}22" onclick="openUnitDetail(${u.id})" onmouseenter="this.style.boxShadow='0 8px 24px ${u.color}33'" onmouseleave="this.style.boxShadow='0 2px 12px #0001'"> <div style="font-size:32px;margin-bottom:8px">${u.icon}</div> <div style="font-weight:700;font-size:14px;color:${u.color};letter-spacing:1px;text-transform:uppercase;margin-bottom:4px">Unit ${u.id}</div> <div style="font-weight:700;font-size:18px;color:#111;margin-bottom:12px">${u.title}</div> <div>${u.topics.map(t=>`<span class="topic-tag" style="background:${u.color}15;color:${u.color}">${t}</span>`).join('')}</div> </div>`).join(''); // Study plan const plan = document.getElementById('study-plan'); plan.innerHTML = STUDY_PLAN.map(([week,topic,color])=>` <div class="plan-row"> <div class="plan-week" style="background:${color}15;color:${color}">${week}</div> <div style="font-size:14px;color:#374151;line-height:1.5">${topic}</div> </div>`).join(''); // Flashcard select list document.getElementById('fc-select-list').innerHTML = UNITS.map(u=>` <div class="select-item" style="border-color:${u.color}22" onmouseenter="this.style.borderColor='${u.color}'" onmouseleave="this.style.borderColor='${u.color}22'" onclick="openFlashcards(${u.id})"> <div style="font-size:28px">${u.icon}</div> <div style="flex:1"> <div style="font-weight:700;font-size:15px">Unit ${u.id}: ${u.title}</div> <div style="font-size:13px;color:#6b7280;margin-top:2px">${u.flashcards.length} flashcards</div> </div> <div style="color:${u.color};font-size:20px">→</div> </div>`).join(''); // Exam select list document.getElementById('exam-select-list').innerHTML = UNITS.map(u=>{ const exam = UNIT_EXAMS.find(e=>e.unitId===u.id); return `<div class="select-item" style="border-color:${u.color}22" onmouseenter="this.style.borderColor='${u.color}'" onmouseleave="this.style.borderColor='${u.color}22'" onclick="openExam(${u.id})"> <div style="font-size:28px">${u.icon}</div> <div style="flex:1"> <div style="font-weight:700;font-size:15px">Unit ${u.id} Exam</div> <div style="font-size:13px;color:#6b7280;margin-top:2px">${exam.questions.length} questions · ${u.title}</div> </div> <div style="color:${u.color};font-size:20px">→</div> </div>`;}).join(''); // Resources select list document.getElementById('res-select-list').innerHTML = UNITS.map(u=>` <div class="select-item" style="border-color:${u.color}22" onmouseenter="this.style.borderColor='${u.color}'" onmouseleave="this.style.borderColor='${u.color}22'" onclick="openResources(${u.id})"> <div style="font-size:28px">${u.icon}</div> <div style="flex:1"> <div style="font-weight:700;font-size:15px">Unit ${u.id}: ${u.title}</div> <div style="font-size:13px;color:#6b7280;margin-top:2px">Khan Academy · YouTube · Topic list</div> </div> <div style="color:${u.color};font-size:20px">→</div> </div>`).join(''); } // ─── UNIT DETAIL ────────────────────────────────────────────────────────────── function openUnitDetail(unitId) { currentUnit = UNITS.find(u=>u.id===unitId); const u = currentUnit; document.getElementById('home-unit-header').style.background = `linear-gradient(135deg,${u.color},${u.color}99)`; document.getElementById('home-unit-header').innerHTML = ` <div style="font-size:36px;margin-bottom:8px">${u.icon}</div> <div style="font-weight:800;font-size:22px">Unit ${u.id}: ${u.title}</div>`; document.getElementById('home-unit-actions').innerHTML = [ {label:"🃏 Study Flashcards", desc:`${u.flashcards.length} cards covering key concepts`, fn:`openFlashcards(${u.id})`}, {label:"📝 Take Unit Exam", desc:"5 multiple choice questions with explanations", fn:`openExam(${u.id})`}, {label:"🎓 Khan Academy", desc:"Full unit course on Khan Academy", fn:`window.open('${u.khan}','_blank')`}, {label:"▶ YouTube Videos", desc:"Video lectures for this unit", fn:`window.open('${u.youtube}','_blank')`}, ].map(item=>` <button onclick="${item.fn}" style="background:#fff;border:2px solid #e5e7eb;border-radius:14px;padding:16px 20px;cursor:pointer;text-align:left;transition:border-color .15s;width:100%" onmouseenter="this.style.borderColor='${u.color}'" onmouseleave="this.style.borderColor='#e5e7eb'"> <div style="font-weight:700;font-size:15px;color:#111">${item.label}</div> <div style="font-size:13px;color:#6b7280;margin-top:4px">${item.desc}</div> </button>`).join(''); showSection('home-unit'); } // ─── FLASHCARDS ─────────────────────────────────────────────────────────────── function openFlashcards(unitId) { currentUnit = UNITS.find(u=>u.id===unitId); fcState = {idx:0, flipped:false, mastered:[]}; renderFlashcard(); showSection('flashcards'); } function renderFlashcard() { const u = currentUnit; const card = u.flashcards[fcState.idx]; const mastPct = Math.round((fcState.mastered.length/u.flashcards.length)*100); const isMast = fcState.mastered.includes(fcState.idx); document.getElementById('fc-view').innerHTML = ` <div style="display:flex;align-items:center;gap:12px;margin-bottom:20px"> <span style="font-size:24px">${u.icon}</span> <div> <div style="font-weight:700;font-size:18px">${u.title} — Flashcards</div> <div style="font-size:13px;color:#6b7280">${fcState.mastered.length}/${u.flashcards.length} mastered</div> </div> </div> <div class="prog-track"><div class="prog-fill" style="width:${mastPct}%;background:${u.color}"></div></div> <div style="margin-top:20px;margin-bottom:12px;text-align:center;font-size:13px;color:#9ca3af">Card ${fcState.idx+1} of ${u.flashcards.length} · Click card to reveal answer</div> <div class="fc-card" style="background:${fcState.flipped?u.color+'0D':'#fff'};border:2px solid ${u.color}" onclick="fcFlip()"> ${!fcState.flipped ? `<div class="fc-label" style="color:${u.color}">Question</div><div class="fc-text">${card.q}</div>` : `<div class="fc-label" style="color:#059669">Answer</div><div class="fc-answer">${card.a}</div>`} </div> <div class="fc-controls"> <button class="btn-gray" onclick="fcPrev()">← Prev</button> <button class="mastered-btn" style="background:${isMast?'#059669':'#fff'};color:${isMast?'#fff':'#059669'}" onclick="fcToggleMastered()"> ${isMast ? '✓ Mastered' : 'Mark Mastered'} </button> <button class="btn-gray" onclick="fcNext()">Next →</button> </div> <div class="fc-resources"> <div style="font-weight:700;font-size:13px;margin-bottom:12px;color:#374151">📚 Study Resources</div> <div class="res-links"> <a href="${u.khan}" target="_blank" class="res-btn" style="background:#14866d">🎓 Khan Academy</a> <a href="${u.youtube}" target="_blank" class="res-btn" style="background:#FF0000">▶ YouTube Videos</a> </div> </div>`; } function fcFlip() { fcState.flipped = !fcState.flipped; renderFlashcard(); } function fcNext() { fcState.idx=(fcState.idx+1)%currentUnit.flashcards.length; fcState.flipped=false; renderFlashcard(); } function fcPrev() { fcState.idx=(fcState.idx-1+currentUnit.flashcards.length)%currentUnit.flashcards.length; fcState.flipped=false; renderFlashcard(); } function fcToggleMastered() { const i=fcState.idx; fcState.mastered = fcState.mastered.includes(i) ? fcState.mastered.filter(x=>x!==i) : [...fcState.mastered,i]; renderFlashcard(); } // ─── UNIT EXAM ──────────────────────────────────────────────────────────────── function openExam(unitId) { currentUnit = UNITS.find(u=>u.id===unitId); examAnswers = {}; examSubmitted = false; renderExam(); showSection('exam'); } function renderExam() { const u = currentUnit; const exam = UNIT_EXAMS.find(e=>e.unitId===u.id); const answered = Object.keys(examAnswers).length; const score = examSubmitted ? exam.questions.filter((q,i)=>examAnswers[i]===q.answer).length : 0; let html = ` <div class="exam-header" style="background:linear-gradient(135deg,${u.color},${u.color}bb)"> <div style="font-size:13px;opacity:.85;margin-bottom:4px">UNIT ${u.id} EXAM</div> <div style="font-size:22px;font-weight:800">${exam.title}</div> <div style="font-size:13px;opacity:.85;margin-top:4px">${exam.questions.length} questions · Multiple Choice</div> </div>`; exam.questions.forEach((q,qi) => { html += `<div class="q-card"><div style="font-weight:600;margin-bottom:14px;font-size:15px;line-height:1.5">${qi+1}. ${q.q}</div>`; q.options.forEach((opt,oi) => { let bg='#f9fafb', border='#e5e7eb', tc='#111'; if(examSubmitted) { if(oi===q.answer){bg='#d1fae5';border='#059669';tc='#065f46';} else if(examAnswers[qi]===oi){bg='#fee2e2';border='#dc2626';tc='#7f1d1d';} } else if(examAnswers[qi]===oi){bg=`${u.color}15`;border=u.color;} const cursor = examSubmitted?'default':'pointer'; html += `<div class="option-row" style="background:${bg};border-color:${border};color:${tc};cursor:${cursor}" ${!examSubmitted?`onclick="selectExamAnswer(${qi},${oi})"`:''} ${!examSubmitted?`onmouseenter="if(this.style.borderColor!='${u.color}')this.style.borderColor='${u.color}'" onmouseleave="if(${examAnswers[qi]!==oi?'true':'false'})this.style.borderColor='#e5e7eb'"`:''}> <span style="font-weight:700;margin-right:8px">${['A','B','C','D'][oi]}.</span>${opt}</div>`; }); if(examSubmitted) html += `<div class="explanation-box">💡 ${q.explanation}</div>`; html += `</div>`; }); if(!examSubmitted) { const disabled = answered < exam.questions.length; html += `<button class="submit-btn" style="background:${disabled?'#d1d5db':u.color}" ${disabled?'disabled':''} onclick="submitExam()"> Submit Exam (${answered}/${exam.questions.length} answered)</button>`; } else { const good = score >= 4; html += `<div class="result-box" style="background:${good?'#d1fae5':'#fee2e2'}"> <div style="font-size:48px;margin-bottom:8px">${good?'🏆':'📚'}</div> <div style="font-weight:800;font-size:24px;color:${good?'#065f46':'#7f1d1d'}">Score: ${score}/${exam.questions.length}</div> <div style="font-size:16px;color:#374151;margin-top:8px"> ${score===exam.questions.length?"Perfect! You're ready for AP!":good?"Great work, Nat! Review any missed questions.":"Keep studying — you've got this!"} </div> <button onclick="retryExam()" style="margin-top:16px;background:${u.color};color:#fff;border:none;border-radius:12px;padding:10px 24px;font-weight:600;cursor:pointer">Retry Exam</button> </div>`; } document.getElementById('exam-view').innerHTML = html; } function selectExamAnswer(qi, oi) { if(examSubmitted) return; examAnswers[qi] = oi; renderExam(); } function submitExam() { examSubmitted=true; renderExam(); } function retryExam() { examAnswers={}; examSubmitted=false; renderExam(); } // ─── RESOURCES ──────────────────────────────────────────────────────────────── function openResources(unitId) { currentUnit = UNITS.find(u=>u.id===unitId); const u = currentUnit; document.getElementById('res-view').innerHTML = ` <div style="font-weight:800;font-size:22px;margin-bottom:20px">${u.icon} ${u.title} — Resources</div> <div class="res-card"> <div style="font-weight:700;font-size:16px;margin-bottom:12px;color:#111">📚 Khan Academy</div> <p style="color:#6b7280;font-size:14px;margin-bottom:16px;line-height:1.6">Free, comprehensive AP Chemistry course aligned with College Board standards. Includes practice exercises and progress tracking.</p> <a href="${u.khan}" target="_blank" class="res-btn" style="background:#14866d">🎓 Open Khan Academy — ${u.title}</a> </div> <div class="res-card"> <div style="font-weight:700;font-size:16px;margin-bottom:12px;color:#111">▶ YouTube Study Videos</div> <p style="color:#6b7280;font-size:14px;margin-bottom:16px;line-height:1.6">Watch top AP Chemistry instructors including Bozeman Science, Chad's Chemistry, and Tyler DeWitt.</p> <a href="${u.youtube}" target="_blank" class="res-btn" style="background:#FF0000">▶ Watch YouTube Videos</a> </div> <div class="res-card"> <div style="font-weight:700;font-size:16px;margin-bottom:14px;color:#111">📋 Topics in This Unit</div> ${u.topics.map((t,i)=>` <div class="topic-item" style="${i===u.topics.length-1?'border-bottom:none':''}"> <div class="topic-dot" style="background:${u.color}"></div>${t} </div>`).join('')} </div>`; showSection('resources'); } // ─── FINAL EXAM ─────────────────────────────────────────────────────────────── function renderFinalExam() { const answered = Object.keys(finalMcqAnswers).length; const score = finalMcqSubmitted ? FINAL_EXAM.mcq.filter((q,i)=>finalMcqAnswers[i]===q.answer).length : 0; let html = ` <div style="background:linear-gradient(135deg,#1e1b4b,#312e81);border-radius:16px;padding:28px;color:#fff;margin-bottom:28px"> <div style="font-size:12px;opacity:.75;letter-spacing:2px;text-transform:uppercase;margin-bottom:4px">College Board Style</div> <div style="font-size:26px;font-weight:900">🎓 AP Chemistry Final Exam</div> <div style="font-size:14px;opacity:.8;margin-top:6px">60 minutes · 10 Multiple Choice + 3 Free Response</div> </div> <div style="font-weight:800;font-size:18px;margin-bottom:16px;color:#1e1b4b">Section I — Multiple Choice</div>`; FINAL_EXAM.mcq.forEach((q,qi) => { html += `<div class="q-card"><div style="font-weight:600;margin-bottom:14px;font-size:15px;line-height:1.5">${qi+1}. ${q.q}</div>`; q.options.forEach((opt,oi) => { let bg='#f9fafb', border='#e5e7eb', tc='#111'; if(finalMcqSubmitted){ if(oi===q.answer){bg='#d1fae5';border='#059669';tc='#065f46';} else if(finalMcqAnswers[qi]===oi){bg='#fee2e2';border='#dc2626';tc='#7f1d1d';} } else if(finalMcqAnswers[qi]===oi){bg='#ede9fe';border='#7c3aed';} const cursor=finalMcqSubmitted?'default':'pointer'; html+=`<div class="option-row" style="background:${bg};border-color:${border};color:${tc};cursor:${cursor}" ${!finalMcqSubmitted?`onclick="selectFinalMcq(${qi},${oi})"`:''}> <span style="font-weight:700;margin-right:8px">${['A','B','C','D'][oi]}.</span>${opt}</div>`; }); if(finalMcqSubmitted) html+=`<div class="explanation-box">💡 ${q.explanation}</div>`; html+=`</div>`; }); if(!finalMcqSubmitted){ const disabled=answered<FINAL_EXAM.mcq.length; html+=`<button class="submit-btn" style="background:${disabled?'#d1d5db':'#4F46E5'};margin-bottom:32px" ${disabled?'disabled':''} onclick="submitFinalMcq()"> Submit MCQ Section (${answered}/${FINAL_EXAM.mcq.length})</button>`; } else { html+=`<div style="background:#ede9fe;border-radius:16px;padding:20px;text-align:center;margin-bottom:32px"> <div style="font-weight:800;font-size:22px;color:#4F46E5">MCQ Score: ${score}/10</div> <div style="color:#5b21b6;font-size:14px;margin-top:4px"> ${score>=8?"Excellent — solid AP 4 or 5 territory!":score>=6?"Good — review missed concepts.":"Keep practicing — every error is a lesson!"} </div> </div>`; } html+=`<div style="font-weight:800;font-size:18px;margin-bottom:4px;color:#1e1b4b">Section II — Free Response</div> <div style="font-size:13px;color:#6b7280;margin-bottom:20px">Write your answers before revealing the model answers.</div>`; FINAL_EXAM.frq.forEach(frq => { html+=`<div class="frq-card"> <div style="font-weight:800;font-size:16px;color:#1e1b4b;margin-bottom:4px">FRQ ${frq.num}: ${frq.title}</div> <div style="font-size:13px;color:#6b7280;margin-bottom:16px;line-height:1.5">${frq.prompt}</div>`; frq.parts.forEach((part,pi) => { const key=`${frq.num}-${pi}`; html+=`<div class="frq-part"> <div style="font-weight:700;color:#374151;margin-bottom:8px">${part.label} ${part.text}</div> ${frqVisible[key] ? `<div class="model-ans">✅ Model Answer: ${part.answer}</div>` : `<button onclick="revealFrq('${key}')" style="background:#4F46E5;color:#fff;border:none;border-radius:10px;padding:8px 18px;cursor:pointer;font-weight:600;font-size:13px">Reveal Model Answer</button>`} </div>`; }); html+=`</div>`; }); document.getElementById('final-exam-view').innerHTML = html; } function selectFinalMcq(qi,oi){ if(finalMcqSubmitted) return; finalMcqAnswers[qi]=oi; renderFinalExam(); } function submitFinalMcq(){ finalMcqSubmitted=true; renderFinalExam(); } function revealFrq(key){ frqVisible[key]=true; renderFinalExam(); } // ─── INIT ───────────────────────────────────────────────────────────────────── renderHome(); renderFinalExam(); </script> </body> </html>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-28364873489298462292026-06-29T09:50:24.848-07:002026-06-29T09:50:24.849-07:00<!DOCTYPE html> 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#c9a227} footer{text-align:center;padding:24px 16px;border-top:1px solid #e8e4df;margin-top:40px;font-size:13px;color:#888;font-family:system-ui,sans-serif} footer p:last-child{font-size:11px;color:#aaa;margin-top:4px} </style> </head> <body> <div id="app"></div> <script> const UNITS = [ { id: 1, title: "Renaissance & Exploration", period: "c. 1450–1648", color: "#8B4513", khan: "https://www.khanacademy.org/humanities/world-history/renaissance-and-reformation", videos: [ { title: "The Renaissance — Crash Course #22", url: "https://www.youtube.com/watch?v=Vufba_ZDsqI" }, { title: "The Age of Exploration — Crash Course #21", url: "https://www.youtube.com/watch?v=wOclF9eP5uM" }, { title: "Italian Renaissance Art — Khan Academy", url: "https://www.youtube.com/watch?v=SxFq1LnHnVY" }, ], topics: ["Italian Renaissance: humanism, secularism, individualism", "Northern Renaissance: Erasmus, Thomas More", "New Monarchies: Ferdinand & Isabella, Henry VII, Louis XI", "Age of Exploration: Columbian Exchange, mercantilism", "Commercial Revolution & rise of capitalism", "Printing press & spread of ideas", "Machiavelli's The Prince & political realism", "Artistic developments: perspective, patronage"], cards: [ { q: "What intellectual movement emphasized human potential and classical learning?", a: "Humanism — revived Greek/Roman texts, focused on rhetoric, ethics, and civic virtue." }, { q: "Who wrote The Prince, and what was its central argument?", a: "Niccolò Machiavelli. Argued rulers should prioritize effective governance over morality — 'the ends justify the means.'" }, { q: "What was the Columbian Exchange?", a: "The massive transfer of plants, animals, diseases, and people between the Americas and the Old World after 1492." }, { q: "How did the printing press (c. 1440) transform European society?", a: "Gutenberg's press enabled mass production of books, spreading literacy, humanist ideas, and later Protestant Reformation texts." }, { q: "What distinguished the Northern Renaissance from the Italian Renaissance?", a: "Northern Renaissance blended humanism with Christian piety (Christian humanism); focused on social reform and moral improvement (Erasmus, Thomas More)." }, { q: "Define mercantilism.", a: "Economic theory that national wealth = gold/silver reserves. Governments should export more than import, establish colonies, and regulate trade." }, { q: "What was the Commercial Revolution?", a: "Expansion of trade, banking (Medici), joint-stock companies, and capitalism from the 15th–18th centuries." }, { q: "What artistic technique defined Renaissance painting?", a: "Linear perspective — creating depth on a flat surface. Pioneered by Brunelleschi, perfected by Leonardo, Raphael, Michelangelo." }, ] }, { id: 2, title: "Age of Reformation", period: "c. 1450–1648", color: "#6B3A2A", khan: "https://www.khanacademy.org/humanities/world-history/renaissance-and-reformation", videos: [ { title: "Luther & the Protestant Reformation — Crash Course #218", url: "https://www.youtube.com/watch?v=1o8oIELbNxE" }, { title: "Catholic Counter-Reformation — Crash Course", url: "https://www.youtube.com/watch?v=0rjEgMpfNOY" }, { title: "The Wars of Religion — Tom Richey", url: "https://www.youtube.com/watch?v=PFzKOkMrdxQ" }, ], topics: ["Martin Luther & the 95 Theses (1517)", "John Calvin & predestination (Geneva)", "Henry VIII & the English Reformation", "Catholic/Counter-Reformation & Council of Trent", "Wars of Religion: French Wars, Thirty Years' War", "Peace of Augsburg (1555) & Peace of Westphalia (1648)", "Anabaptists, Zwingli, and radical reformers", "Jesuits & Ignatius of Loyola"], cards: [ { q: "What were Luther's three main theological ideas?", a: "1) Salvation by faith alone (sola fide) 2) Scripture alone as authority (sola scriptura) 3) Priesthood of all believers." }, { q: "What was the Council of Trent (1545–1563)?", a: "Catholic Church's response to Protestantism: reaffirmed Catholic doctrine (transubstantiation, seven sacraments), reformed abuses, strengthened papal authority." }, { q: "What did the Peace of Augsburg (1555) establish?", a: "Cuius regio, eius religio — each prince could choose Lutheranism or Catholicism for their territory. Did NOT include Calvinism." }, { q: "Why did Henry VIII break from Rome?", a: "Pope refused to annul his marriage to Catherine of Aragon. Henry declared himself head of the Church of England (Act of Supremacy, 1534)." }, { q: "What was Calvin's doctrine of predestination?", a: "God has already determined who is saved (the 'elect') and who is damned. Good works are evidence of election, not the cause of salvation." }, { q: "What ended the Thirty Years' War (1618–1648)?", a: "Peace of Westphalia — recognized Calvinism, affirmed state sovereignty, weakened the Holy Roman Empire, established the modern state system." }, { q: "Who were the Jesuits?", a: "Society of Jesus, founded by Ignatius of Loyola (1540). Catholic order focused on education, missions, and combating Protestantism." }, { q: "What was the St. Bartholomew's Day Massacre (1572)?", a: "French Catholic mob killed thousands of Huguenots (French Calvinists) in Paris. Escalated the French Wars of Religion." }, ] }, { id: 3, title: "Absolutism & Constitutionalism", period: "c. 1648–1815", color: "#1B4F72", khan: "https://www.khanacademy.org/humanities/world-history/1600s-1800s", videos: [ { title: "Absolute Monarchy — Crash Course #26", url: "https://www.youtube.com/watch?v=dSV2LGnhEMo" }, { title: "English Civil War — Crash Course", url: "https://www.youtube.com/watch?v=MksCaXJONI0" }, { title: "Louis XIV & Versailles — Tom Richey", url: "https://www.youtube.com/watch?v=Kd1U5GmdFds" }, ], topics: ["Louis XIV & French absolutism (Versailles)", "Peter the Great & Russian westernization", "English Civil War, Glorious Revolution, Bill of Rights", "Hobbes (Leviathan) vs. Locke (Two Treatises)", "Dutch Golden Age & constitutionalism", "Frederick the Great & Prussian militarism", "Balance of power diplomacy", "Divine right of kings theory"], cards: [ { q: "What made Louis XIV the model absolute monarch?", a: "Centralized power at Versailles, controlled nobility, built massive military, revoked Edict of Nantes (1685), declared 'L'état, c'est moi.'" }, { q: "What was the Glorious Revolution (1688)?", a: "Parliament replaced Catholic James II with Protestant William & Mary. Established constitutional monarchy, Parliament's supremacy, and the English Bill of Rights (1689)." }, { q: "Compare Hobbes and Locke on government.", a: "Hobbes: humans are violent, need absolute ruler (social contract surrenders all rights). Locke: humans have natural rights (life, liberty, property); government must protect them or be overthrown." }, { q: "How did Peter the Great westernize Russia?", a: "Built St. Petersburg as new capital, modernized army/navy, imposed Western dress/customs, created a merit-based bureaucracy, expanded into warm-water ports." }, { q: "What was the Edict of Nantes (1598) and why does its revocation matter?", a: "Henry IV granted Huguenots religious tolerance. Louis XIV revoked it (1685), forcing Protestants to flee — losing skilled workers and damaging France's economy." }, { q: "What characterized the Dutch Golden Age?", a: "Religious tolerance, republican government, dominant global trade (VOC/Dutch East India Company), cultural flourishing (Rembrandt, Vermeer)." }, { q: "What is divine right of kings?", a: "Theory that monarchs derive authority from God, not the people. Challenged by Parliament in England and Enlightenment thinkers." }, { q: "What was the balance of power concept?", a: "No single state should dominate Europe. Alliances shift to prevent hegemony — seen in wars against Louis XIV and later Napoleon." }, ] }, { id: 4, title: "Scientific, Philosophical & Political Developments", period: "c. 1648–1815", color: "#1A5276", khan: "https://www.khanacademy.org/humanities/world-history/1600s-1800s", videos: [ { title: "The Scientific Revolution — Crash Course #12", url: "https://www.youtube.com/watch?v=m4yIRME-jKo" }, { title: "The Enlightenment — Crash Course #201", url: "https://www.youtube.com/watch?v=NnoFj2cMRLY" }, { title: "Voltaire & Enlightenment — Tom Richey", url: "https://www.youtube.com/watch?v=0N9K6EVkxyg" }, ], topics: ["Scientific Revolution: Copernicus → Galileo → Newton", "Empiricism (Bacon) vs. Rationalism (Descartes)", "Enlightenment philosophes: Voltaire, Montesquieu, Rousseau", "Enlightened despots: Frederick II, Catherine II, Joseph II", "Salon culture & Republic of Letters", "Deism & challenges to organized religion", "Encyclopedia (Diderot)", "Adam Smith & laissez-faire economics"], cards: [ { q: "What was the heliocentric model and who championed it?", a: "Sun-centered solar system. Copernicus proposed it (1543), Galileo provided telescope evidence, Newton's laws of gravity confirmed it." }, { q: "What is empiricism vs. rationalism?", a: "Empiricism (Bacon): knowledge from observation/experiment. Rationalism (Descartes): knowledge from reason/logic ('I think, therefore I am')." }, { q: "What were Montesquieu's key ideas?", a: "Separation of powers into executive, legislative, and judicial branches. Checks and balances prevent tyranny. Influenced the U.S. Constitution." }, { q: "What did Rousseau argue in The Social Contract?", a: "Legitimate government requires consent of the governed. The 'general will' of the people is sovereign. 'Man is born free, and everywhere he is in chains.'" }, { q: "What were enlightened despots?", a: "Monarchs who adopted Enlightenment reforms (religious tolerance, legal reform, education) while maintaining absolute power. Examples: Frederick II (Prussia), Catherine II (Russia), Joseph II (Austria)." }, { q: "What was the significance of Diderot's Encyclopédie?", a: "Compiled all human knowledge using reason. Challenged superstition, promoted science, criticized church/state abuses. Spread Enlightenment ideas widely." }, { q: "What did Adam Smith argue in The Wealth of Nations (1776)?", a: "Free markets regulate themselves via the 'invisible hand.' Government should not interfere (laissez-faire). Division of labor increases productivity." }, { q: "What was salon culture?", a: "Gatherings (usually hosted by women) where intellectuals debated Enlightenment ideas. Key mechanism for spreading new philosophies across Europe." }, ] }, { id: 5, title: "Conflict, Crisis & Reaction", period: "c. 1648–1815", color: "#7B241C", khan: "https://www.khanacademy.org/humanities/world-history/1600s-1800s", videos: [ { title: "French Revolution — Crash Course #29", url: "https://www.youtube.com/watch?v=lTTvKwCylFY" }, { title: "Napoleon Bonaparte — Crash Course #27", url: "https://www.youtube.com/watch?v=EvOJMDb1OMs" }, { title: "Haitian Revolution — Crash Course", url: "https://www.youtube.com/watch?v=05fYUfKp83s" }, ], topics: ["Causes of the French Revolution", "Stages: National Assembly → Terror → Directory → Napoleon", "Declaration of the Rights of Man (1789)", "Reign of Terror & Robespierre", "Napoleon's rise, reforms (Napoleonic Code), and fall", "Congress of Vienna (1815) & Concert of Europe", "Haitian Revolution's connection to French ideals", "Conservatism vs. liberalism vs. nationalism"], cards: [ { q: "What were the three estates in pre-revolutionary France?", a: "First Estate: clergy. Second Estate: nobility. Third Estate: everyone else (98% of population), who bore most taxes." }, { q: "What was the Tennis Court Oath (1789)?", a: "Third Estate delegates (now calling themselves the National Assembly) swore not to disband until they had written a constitution for France." }, { q: "What was the Reign of Terror (1793–94)?", a: "Radical phase led by Robespierre and the Committee of Public Safety. ~17,000 executed by guillotine. Ended when Robespierre himself was executed (Thermidorian Reaction)." }, { q: "What was the Napoleonic Code?", a: "Unified legal code for France: equality before law, protection of property, secular authority over church. Spread across conquered Europe. BUT restricted women's rights." }, { q: "What did the Congress of Vienna (1815) accomplish?", a: "Restored pre-Napoleonic borders and monarchies. Established balance of power, legitimacy, and compensation. Created the Concert of Europe for collective security." }, { q: "Who was Metternich and what did he represent?", a: "Austrian foreign minister who dominated the Congress of Vienna. Symbol of conservatism — opposed nationalism, liberalism, and revolution." }, { q: "How did the French Revolution influence the Haitian Revolution?", a: "French ideals of liberty and equality inspired enslaved people in Saint-Domingue. Toussaint Louverture led the revolt; Haiti became first free Black republic (1804)." }, { q: "What is nationalism?", a: "Belief that people sharing language, culture, and history should govern themselves as a nation-state. Both a unifying and destabilizing force in 19th-century Europe." }, ] }, { id: 6, title: "Industrialization & Its Effects", period: "c. 1815–1914", color: "#4A4A4A", khan: "https://www.khanacademy.org/humanities/world-history/1600s-1800s", videos: [ { title: "Industrial Revolution — Crash Course #32", url: "https://www.youtube.com/watch?v=zhL5DCizj5c" }, { title: "Capitalism & Socialism — Crash Course #33", url: "https://www.youtube.com/watch?v=B3u4EFTwprM" }, { title: "Urbanization & Public Health — Tom Richey", url: "https://www.youtube.com/watch?v=GYln_S6fzVA" }, ], topics: ["Why Britain industrialized first", "Textile industry, steam power, railroads", "Urbanization & working/living conditions", "Marx & Engels: Communist Manifesto (1848)", "Labor unions & reform legislation", "Second Industrial Revolution: steel, electricity, chemicals", "Demographic transition & public health", "Imperialism as economic driver"], cards: [ { q: "Why did the Industrial Revolution begin in Britain?", a: "Abundant coal/iron, colonial markets, stable government, enclosure movement (displaced rural workers), capital from trade, navigable rivers & canals." }, { q: "What was Marx's theory of history?", a: "Historical materialism: class struggle drives history. Capitalism exploits workers (proletariat); inevitable revolution will create classless communist society." }, { q: "What was the enclosure movement?", a: "Consolidation of common lands into private farms. Increased agricultural efficiency but displaced peasants, pushing them into cities as factory labor." }, { q: "What were conditions like in early industrial cities?", a: "Overcrowding, pollution, cholera outbreaks, child labor, 14–16 hour workdays, dangerous factories, no sewage systems." }, { q: "What was the Second Industrial Revolution?", a: "Late 1800s wave: steel (Bessemer process), electricity, internal combustion engine, chemicals, assembly line. Germany & US became industrial leaders." }, { q: "What were key labor reforms in Britain?", a: "Factory Acts limited child labor and work hours. Reform Bills expanded voting rights. Trade unions legalized. Public Health Acts improved sanitation." }, { q: "What is the demographic transition model?", a: "Societies move from high birth/death rates → declining death rates (better medicine/sanitation) → declining birth rates → stable low growth." }, { q: "How did industrialization fuel imperialism?", a: "Need for raw materials, new markets for manufactured goods, military technology advantage, Social Darwinism justified domination." }, ] }, { id: 7, title: "19th-Century Perspectives & Political Developments", period: "c. 1815–1914", color: "#5B2C6F", khan: "https://www.khanacademy.org/humanities/world-history/euro-hist", videos: [ { title: "Nationalism & Unification — Crash Course #34", url: "https://www.youtube.com/watch?v=TqEaMLJFavw" }, { title: "Imperialism — Crash Course #35", url: "https://www.youtube.com/watch?v=alJaltUmrGo" }, { title: "Unification of Germany & Italy — Tom Richey", url: "https://www.youtube.com/watch?v=VbVcz_2xHPg" }, ], topics: ["Revolutions of 1848 ('Spring of Nations')", "Italian unification: Cavour, Garibaldi, Mazzini", "German unification: Bismarck & Realpolitik", "New Imperialism in Africa & Asia", "Berlin Conference (1884–85)", "Romanticism → Realism → Impressionism", "Feminism & women's suffrage movements", "Darwin, Freud, Nietzsche"], cards: [ { q: "What were the Revolutions of 1848?", a: "Liberal-nationalist uprisings across Europe (France, Austria, German states, Italy). All ultimately failed but demonstrated growing desire for constitutional government and national self-determination." }, { q: "How did Bismarck unify Germany?", a: "Through Realpolitik and three wars: Danish War (1864), Austro-Prussian War (1866), Franco-Prussian War (1870–71). Provoked enemies strategically to rally German nationalism." }, { q: "What was the Berlin Conference (1884–85)?", a: "European powers divided Africa among themselves ('Scramble for Africa'). No African leaders were invited. Established rules for claiming territory." }, { q: "What distinguished Realism from Romanticism in art/literature?", a: "Romanticism: emotion, nature, individualism, nationalism. Realism: depicted everyday life, social problems, working class conditions (Dickens, Courbet)." }, { q: "What was Social Darwinism?", a: "Misapplication of Darwin's evolution to society: 'survival of the fittest' justified imperialism, racism, and laissez-faire capitalism." }, { q: "How was Italian unification achieved?", a: "Mazzini inspired nationalism, Cavour used diplomacy (allied with France against Austria), Garibaldi conquered southern Italy with his Red Shirts. United under Piedmont-Sardinia (1861)." }, { q: "What was Freud's impact on European thought?", a: "Argued unconscious desires drive human behavior (id, ego, superego). Challenged Enlightenment confidence in human rationality." }, { q: "What were key 19th-century feminist achievements?", a: "Mary Wollstonecraft's Vindication of the Rights of Woman. Suffrage movements grew. Property rights reforms. Seneca Falls (1848, US) inspired European movements. Limited voting rights by 1914." }, ] }, { id: 8, title: "20th-Century Global Conflicts", period: "c. 1914–present", color: "#641E16", khan: "https://www.khanacademy.org/humanities/world-history/euro-hist", videos: [ { title: "World War I — Crash Course #36", url: "https://www.youtube.com/watch?v=_XPZQ0LAlR4" }, { title: "Russian Revolution — Crash Course #35", url: "https://www.youtube.com/watch?v=U0v1ASn5fzQ" }, { title: "World War II — Crash Course #38", url: "https://www.youtube.com/watch?v=Q78COTwT7nE" }, ], topics: ["Causes of WWI: MANIA (Militarism, Alliances, Nationalism, Imperialism, Assassination)", "Trench warfare, total war, home front", "Treaty of Versailles & consequences", "Russian Revolutions (1917): February & October", "Rise of totalitarianism: Stalin, Mussolini, Hitler", "WWII: appeasement → Blitzkrieg → Holocaust → Allied victory", "Decolonization begins", "Armenian Genocide & Holocaust"], cards: [ { q: "What were the MANIA causes of WWI?", a: "Militarism (arms race), Alliances (entangling), Nationalism (Balkan powder keg), Imperialism (competition), Assassination (Franz Ferdinand, 1914)." }, { q: "What was the Treaty of Versailles (1919)?", a: "Ended WWI. Germany accepted war guilt, lost territory, paid reparations, army limited. Created League of Nations. Humiliated Germany → fueled Hitler's rise." }, { q: "What were the two Russian Revolutions of 1917?", a: "February: overthrew Tsar Nicholas II, established provisional government. October: Bolsheviks (Lenin) seized power, established communist state." }, { q: "What was appeasement?", a: "British/French policy of giving in to Hitler's demands (Munich Agreement, 1938 — gave Sudetenland to Germany) to avoid war. Failed when Hitler invaded Poland (1939)." }, { q: "What characterized totalitarian states?", a: "Single-party rule, cult of personality, secret police, propaganda, censorship, state-controlled economy, terror. Examples: Stalin's USSR, Hitler's Germany, Mussolini's Italy." }, { q: "What was the Holocaust?", a: "Nazi Germany's systematic genocide of 6 million Jews and millions of others (Roma, disabled, LGBTQ+, political prisoners). Concentration/extermination camps. Nuremberg Trials followed." }, { q: "What was total war?", a: "Entire society mobilized: civilian economies converted to war production, rationing, propaganda, women in workforce, targeting of civilian infrastructure." }, { q: "How did WWI change European society?", a: "Empires collapsed (Ottoman, Austro-Hungarian, Russian, German). Women gained roles/suffrage. Disillusionment with progress. New nations created. League of Nations founded." }, ] }, { id: 9, title: "Cold War & Contemporary Europe", period: "c. 1914–present", color: "#1C2833", khan: "https://www.khanacademy.org/humanities/world-history/euro-hist", videos: [ { title: "Cold War — Crash Course #39", url: "https://www.youtube.com/watch?v=y9HjvHZfCUI" }, { title: "Fall of the Berlin Wall — Crash Course", url: "https://www.youtube.com/watch?v=P8bLMtxJjRo" }, { title: "European Union Explained — Tom Richey", url: "https://www.youtube.com/watch?v=SL_skVQupTs" }, ], topics: ["Cold War: Iron Curtain, NATO vs. Warsaw Pact", "Marshall Plan & European economic recovery", "Decolonization: India, Africa, Southeast Asia", "European integration: ECSC → EEC → EU", "1968 protest movements", "Fall of communism: Solidarity, Glasnost, Berlin Wall (1989)", "Breakup of Yugoslavia & ethnic conflict", "Globalization, migration, populism"], cards: [ { q: "What was the Iron Curtain?", a: "Churchill's term for the ideological/physical divide between Western democracies and Soviet-controlled Eastern Europe. Berlin Wall (1961–1989) was its symbol." }, { q: "What was the Marshall Plan (1948)?", a: "US economic aid program to rebuild Western Europe. Prevented communist expansion, stimulated trade, laid groundwork for European integration." }, { q: "What was the significance of 1989?", a: "Fall of the Berlin Wall, Velvet Revolution (Czechoslovakia), collapse of communist regimes across Eastern Europe. Led to German reunification (1990) and USSR dissolution (1991)." }, { q: "What is the European Union?", a: "Political-economic union evolved from ECSC (1951) → EEC (1957) → EU (1993). Single market, euro currency, shared institutions. Goal: prevent war through integration." }, { q: "What was decolonization?", a: "Post-WWII dismantling of European empires. Causes: weakened colonial powers, Cold War pressures, nationalist movements. India (1947), Africa (1960s), Southeast Asia." }, { q: "What were the 1968 protests about?", a: "Student/worker movements across Europe: anti-Vietnam War, anti-authoritarianism, cultural liberation, Prague Spring (crushed by Soviets). Shifted social norms permanently." }, { q: "What caused Yugoslavia's breakup?", a: "Death of Tito (1980), rise of ethnic nationalism (Serbian, Croatian, Bosnian), economic decline. Led to wars, ethnic cleansing, and genocide (Srebrenica, 1995)." }, { q: "What challenges does contemporary Europe face?", a: "Immigration/refugee crises, rise of populism/nationalism, economic inequality, Brexit (2016/2020), climate policy, Russia's aggression, EU unity debates." }, ] } ]; // ─── EXAMS ──────────────────────────────────────────────────────────────── const UNIT_EXAMS = [ { title: "Exam 1: Renaissance, Reformation & Early Modern Europe", units: "Units 1–2", questions: [ { q: "Which of the following best describes the impact of Gutenberg's printing press?", opts: ["Replaced hand-copied manuscripts for the wealthy only", "Enabled mass literacy and rapid spread of Reformation ideas", "Was banned by the Catholic Church immediately", "Had minimal impact outside Germany"], ans: 1 }, { q: "The concept of 'cuius regio, eius religio' was established by:", opts: ["Treaty of Westphalia", "Edict of Nantes", "Peace of Augsburg", "Council of Trent"], ans: 2 }, { q: "Which best describes Christian humanism?", opts: ["Rejection of all classical texts as pagan", "Blending of classical learning with reform of Christian society", "Emphasis on art over scholarship", "A movement limited to Italy"], ans: 1 }, { q: "The Council of Trent primarily sought to:", opts: ["Compromise with Protestant reformers", "Reaffirm Catholic doctrine and reform internal abuses", "Establish a new church separate from Rome", "Endorse Luther's sola fide doctrine"], ans: 1 }, { q: "Which factor was LEAST important in motivating European exploration?", opts: ["Desire for spice trade routes", "Missionary zeal to spread Christianity", "Desire to establish democratic governments abroad", "Competition among European monarchies"], ans: 2 }, { q: "Machiavelli's The Prince is significant because it:", opts: ["Defended divine right monarchy", "Separated political strategy from religious morality", "Advocated for republican government exclusively", "Was the first printed book in Europe"], ans: 1 }, { q: "The St. Bartholomew's Day Massacre (1572) resulted from tensions between:", opts: ["Lutherans and Catholics in Germany", "Calvinists (Huguenots) and Catholics in France", "Anglicans and Catholics in England", "Orthodox Christians and Muslims in the Balkans"], ans: 1 }, { q: "Which was a direct result of the Peace of Westphalia (1648)?", opts: ["Unification of the Holy Roman Empire", "Recognition of Calvinism and the principle of state sovereignty", "Establishment of papal supremacy over secular rulers", "End of all religious conflict in Europe"], ans: 1 }, { q: "The encomienda system in Spanish colonies was primarily:", opts: ["A democratic governance structure", "A forced labor system imposed on indigenous peoples", "A free-trade agreement between colonies", "An educational mission run by Jesuits"], ans: 1 }, { q: "Luther's challenge to the Catholic Church was fundamentally about:", opts: ["Church architecture and aesthetics", "The authority of Scripture vs. papal tradition and salvation by faith alone", "Expanding the number of sacraments", "Replacing Latin with German in government"], ans: 1 }, { q: "SHORT ANSWER: Explain how the Commercial Revolution transformed European economic structures between 1450 and 1600. Include at least TWO specific developments.", isShort: true, sample: "The Commercial Revolution shifted Europe from a feudal/manorial economy to an early capitalist system. Key developments include: (1) the rise of banking families like the Medici, who created credit instruments and financed trade; (2) joint-stock companies (like the VOC) that allowed shared investment risk for overseas ventures; (3) mercantilism as state policy — governments sought favorable trade balances and established colonies. These changes created a merchant class that challenged traditional aristocratic power." }, { q: "SHORT ANSWER: Compare and contrast the goals and methods of Martin Luther and John Calvin. How did their theological differences lead to different political outcomes?", isShort: true, sample: "Luther emphasized salvation by faith alone and Scripture as sole authority. He relied on German princes' protection, leading to state-controlled churches (cuius regio, eius religio). Calvin built a theocratic model in Geneva emphasizing predestination and moral discipline, creating a self-governing religious community. Luther's movement was geographically tied to princely support; Calvinism spread internationally (France, Scotland, Netherlands) because its congregational structure didn't require state sponsorship. Both challenged papal authority but created very different church-state relationships." }, ] }, { title: "Exam 2: Absolutism, Enlightenment & Scientific Revolution", units: "Units 3–4", questions: [ { q: "Louis XIV's construction of Versailles primarily served to:", opts: ["House the French army", "Control the nobility by keeping them at court", "Demonstrate religious piety", "Provide public housing for Parisians"], ans: 1 }, { q: "John Locke's theory of natural rights directly influenced:", opts: ["The Congress of Vienna", "The French Revolution's Declaration of the Rights of Man", "The Peace of Westphalia", "The Council of Trent"], ans: 1 }, { q: "Newton's Principia Mathematica was revolutionary because it:", opts: ["Proved the geocentric model", "Established universal laws of gravitation explaining both terrestrial and celestial motion", "Disproved the existence of atoms", "Was written in vernacular French"], ans: 1 }, { q: "Which Enlightenment thinker advocated separation of powers?", opts: ["Voltaire", "Rousseau", "Montesquieu", "Diderot"], ans: 2 }, { q: "Enlightened despots differed from traditional absolute monarchs because they:", opts: ["Gave up their thrones voluntarily", "Adopted some Enlightenment reforms while maintaining absolute power", "Were elected by popular vote", "Rejected mercantilism entirely"], ans: 1 }, { q: "The Glorious Revolution (1688) was 'glorious' because:", opts: ["It involved a massive military campaign", "Power transferred with minimal bloodshed, establishing constitutional monarchy", "It restored Catholic rule in England", "It unified England and France"], ans: 1 }, { q: "Peter the Great's westernization of Russia included all EXCEPT:", opts: ["Building St. Petersburg as a new capital", "Modernizing the military along European lines", "Establishing a constitutional parliament", "Imposing Western dress codes on the nobility"], ans: 2 }, { q: "The Encyclopédie was significant because it:", opts: ["Was approved by the Catholic Church", "Compiled knowledge using reason, challenging superstition and authority", "Was limited to scientific topics only", "Was written exclusively for monarchs"], ans: 1 }, { q: "Adam Smith's 'invisible hand' concept argued that:", opts: ["Government should control all economic activity", "Free markets self-regulate through supply and demand", "Only the church should manage trade", "Tariffs are essential for national prosperity"], ans: 1 }, { q: "Which pair correctly matches philosopher to key idea?", opts: ["Hobbes — natural rights to revolution", "Locke — absolute monarchy is necessary", "Voltaire — freedom of speech and religious tolerance", "Rousseau — divine right of kings"], ans: 2 }, { q: "SHORT ANSWER: Analyze how the Scientific Revolution challenged traditional sources of authority in Europe. Use at least TWO specific examples.", isShort: true, sample: "The Scientific Revolution undermined both the Catholic Church's and ancient authorities' intellectual monopoly. Galileo's telescope observations confirmed Copernicus's heliocentric model, directly contradicting Church-endorsed Ptolemaic astronomy — leading to his trial by the Inquisition (1633). This showed empirical evidence could override scriptural interpretation. Francis Bacon's empiricism and scientific method replaced Aristotelian deduction as the standard for truth, meaning knowledge came from observation rather than ancient texts or Church doctrine. These developments created a new intellectual framework where human reason, not tradition or faith, was the ultimate authority — setting the stage for the Enlightenment's political challenges to monarchy and church." }, { q: "SHORT ANSWER: Compare the political systems of France under Louis XIV and England after the Glorious Revolution. What accounts for their different trajectories?", isShort: true, sample: "France under Louis XIV exemplified absolutism: power centralized in the king ('L'état, c'est moi'), nobility controlled at Versailles, no representative institution checking royal authority, and the Edict of Nantes revoked to enforce religious uniformity. England after 1688 became a constitutional monarchy: the Bill of Rights (1689) limited royal power, Parliament controlled taxation and legislation, habeas corpus protected individual liberty, and religious tolerance (for Protestants) was established. The key difference was England's tradition of parliamentary power (Magna Carta, English Civil War) vs. France's feudal fragmentation that made centralized monarchy seem necessary for stability." }, ] }, { title: "Exam 3: Revolution, Industrialization & 19th-Century Developments", units: "Units 5–7", questions: [ { q: "The immediate trigger of the French Revolution was:", opts: ["Napoleon's return from exile", "Financial crisis and the calling of the Estates-General", "The execution of Louis XVI", "The fall of the Bastille"], ans: 1 }, { q: "The Congress of Vienna's guiding principles included all EXCEPT:", opts: ["Legitimacy of traditional dynasties", "Balance of power", "National self-determination", "Compensation for victors"], ans: 2 }, { q: "Britain industrialized first primarily because of:", opts: ["Government central planning", "Abundant natural resources, capital, labor supply, and stable political system", "A large standing army", "Catholic work ethic"], ans: 1 }, { q: "Marx argued that the driving force of history was:", opts: ["Great individuals", "Religious movements", "Class struggle over means of production", "Technological innovation alone"], ans: 2 }, { q: "Bismarck's strategy of Realpolitik meant:", opts: ["Governing based on moral principles", "Practical politics based on power rather than ideology", "Democratic consensus building", "Religious governance"], ans: 1 }, { q: "The Revolutions of 1848 failed primarily because:", opts: ["There was no popular support", "Liberal-nationalist coalitions fractured along class and ethnic lines", "Foreign powers invaded all revolutionary states", "The revolutions achieved all their goals"], ans: 1 }, { q: "The Berlin Conference (1884-85) is significant because it:", opts: ["Ended World War I", "Established rules for European partition of Africa without African input", "Created the European Union", "Abolished the slave trade globally"], ans: 1 }, { q: "The Napoleonic Code's lasting impact included:", opts: ["Restoring feudal privileges across Europe", "Establishing legal equality, property rights, and secular authority in conquered territories", "Creating democratic republics everywhere", "Eliminating all class distinctions"], ans: 1 }, { q: "Which movement was a reaction AGAINST Enlightenment rationalism?", opts: ["Realism", "Romanticism", "Positivism", "Utilitarianism"], ans: 1 }, { q: "Social Darwinism was used to justify:", opts: ["Universal suffrage", "Imperialism, racism, and unregulated capitalism", "Workers' rights movements", "Religious tolerance"], ans: 1 }, { q: "SHORT ANSWER: Analyze how the French Revolution progressed from moderate reform to radical terror and back to authoritarian rule. What does this pattern reveal about revolutionary dynamics?", isShort: true, sample: "The Revolution moved through stages: moderate reform (National Assembly, Declaration of Rights of Man, constitutional monarchy), then radicalization (execution of Louis XVI, Committee of Public Safety, Reign of Terror under Robespierre), then conservative reaction (Thermidorian Reaction, Directory), and finally authoritarian consolidation (Napoleon's coup, 1799). This pattern reveals that revolutions often overshoot — initial moderate demands create a power vacuum that radicals exploit, but terror eventually alienates supporters, creating demand for stability that strongmen fill. The Revolution also shows how external threats (war with Austria/Prussia) accelerate radicalization as governments use emergency powers to mobilize society." }, { q: "SHORT ANSWER: Evaluate the social and economic consequences of industrialization in 19th-century Europe. Were the costs justified by the benefits?", isShort: true, sample: "Industrialization created enormous wealth and productivity gains: factory output transformed living standards, railroads connected economies, and agricultural improvements supported population growth. However, the costs were severe: urban overcrowding, child labor, dangerous factories, pollution, cholera epidemics, and extreme inequality between factory owners and workers. Marx saw these costs as inherent to capitalism. Reformers like the Chartists and labor unions pushed for legislative change — Factory Acts, public health reforms, and expanded suffrage gradually improved conditions. Whether costs were 'justified' depends on perspective: aggregate wealth grew enormously, but it was distributed extremely unequally, and the suffering of early industrial workers was a choice, not a necessity — alternative paths (like gradual Danish reforms) show industrialization didn't require such exploitation." }, ] }, { title: "Exam 4: 20th Century & Contemporary Europe", units: "Units 8–9", questions: [ { q: "The MAIN underlying cause of World War I was:", opts: ["The assassination of Franz Ferdinand alone", "A combination of militarism, alliance systems, nationalism, and imperial rivalries", "Germany's desire to spread communism", "Religious conflict between Catholics and Protestants"], ans: 1 }, { q: "The Treaty of Versailles contributed to WWII by:", opts: ["Creating lasting peace in Europe", "Humiliating Germany with war guilt, reparations, and territorial losses that fueled resentment", "Establishing the United Nations", "Giving Germany too much territory"], ans: 1 }, { q: "Stalin's rule was characterized by all EXCEPT:", opts: ["Five-Year Plans for rapid industrialization", "Collectivization of agriculture", "The Great Purge of political opponents", "Free multi-party elections"], ans: 3 }, { q: "The policy of appeasement at Munich (1938) failed because:", opts: ["Hitler was satisfied with the Sudetenland", "It encouraged further aggression by demonstrating Western weakness", "France immediately declared war", "The Soviet Union intervened"], ans: 1 }, { q: "The Marshall Plan (1948) aimed to:", opts: ["Punish Germany for WWII", "Rebuild Western European economies to prevent communist expansion", "Create a European military alliance", "Establish the United Nations"], ans: 1 }, { q: "The fall of the Berlin Wall (1989) symbolized:", opts: ["The beginning of the Cold War", "The end of communist control in Eastern Europe", "German aggression", "The start of the European Union"], ans: 1 }, { q: "Decolonization after WWII was driven by:", opts: ["European desire to grant independence", "Weakened colonial powers, Cold War dynamics, and nationalist movements in colonies", "United Nations military interventions", "Colonial populations' lack of interest in self-rule"], ans: 1 }, { q: "The European Union evolved from:", opts: ["NATO military alliance", "The European Coal and Steel Community, designed to prevent war through economic integration", "The Congress of Vienna", "The League of Nations"], ans: 1 }, { q: "The Yugoslav Wars of the 1990s demonstrated:", opts: ["The success of European integration", "How ethnic nationalism could tear apart multi-ethnic states after authoritarian control ended", "The strength of the United Nations", "That communism remained popular in Eastern Europe"], ans: 1 }, { q: "Which 21st-century development has most challenged EU unity?", opts: ["The euro's stability", "Brexit, migration crises, and the rise of populist nationalism", "Universal support for expansion", "The end of all European conflicts"], ans: 1 }, { q: "SHORT ANSWER: Analyze the causes and consequences of the Russian Revolution of 1917. How did it reshape European politics for the rest of the 20th century?", isShort: true, sample: "Causes include: WWI military failures and casualties, food shortages, Tsar Nicholas II's incompetent autocracy, and growing revolutionary movements (Bolsheviks, Mensheviks, Social Revolutionaries). The February Revolution overthrew the Tsar; the October Revolution brought Lenin's Bolsheviks to power. Consequences reshaped Europe fundamentally: creation of the world's first communist state, Russian Civil War (1918-21), withdrawal from WWI (Treaty of Brest-Litovsk), and establishment of the USSR. This created the ideological framework for the entire 20th century — the communist-capitalist divide that defined the Cold War, motivated Western fear of revolution (contributing to appeasement of fascism), and split Europe into rival blocs after 1945." }, { q: "SHORT ANSWER: Evaluate the effectiveness of the European Union as a solution to the problems that caused two world wars. What are its major achievements and ongoing challenges?", isShort: true, sample: "The EU's core achievement is unprecedented: major European powers have not fought each other since 1945, fulfilling the original ECSC vision of making war 'materially impossible.' Economic integration (single market, euro) created prosperity and interdependence. The EU expanded democracy eastward after 1989, integrating former communist states. However, challenges are serious: the euro crisis (2010s) exposed tensions between northern and southern economies; the migration crisis (2015+) fueled populist nationalism; Brexit (2016/2020) showed integration can reverse; and disagreements over sovereignty, democratic deficit in EU institutions, and responses to Russian aggression test cohesion. The EU solved the specific problem of Franco-German rivalry but faces new challenges its founders didn't anticipate." }, ] } ]; // ─── FINAL AP EXAM ──────────────────────────────────────────────────────── const AP_FINAL = { title: "AP European History — Full Practice Exam", description: "Modeled on the real AP exam: 55 MCQs (55 min) + 3 Short-Answer Questions + 1 Document-Based Question + 1 Long Essay Question", sections: [ { name: "Section I, Part A: Multiple Choice", time: "55 minutes", instructions: "Choose the best answer for each question. Questions are organized by historical period and may reference primary source excerpts.", questions: [ { q: "A historian studying the spread of Renaissance ideas from Italy to Northern Europe would BEST examine:", opts: ["Military conquest records", "Trade routes, printing press output, and diplomatic correspondence", "Church council meeting minutes only", "Agricultural production records"], ans: 1 }, { q: "\"The prince must be a fox to recognize traps and a lion to frighten wolves.\" This quote from Machiavelli reflects:", opts: ["Medieval Christian political theory", "Renaissance political realism separating politics from morality", "Enlightenment democratic ideals", "Romantic nationalism"], ans: 1 }, { q: "The primary difference between Luther's and Zwingli's theology concerned:", opts: ["The authority of Scripture", "The nature of Christ's presence in communion", "The role of faith in salvation", "The rejection of papal authority"], ans: 1 }, { q: "The Columbian Exchange had the GREATEST demographic impact through:", opts: ["Transfer of agricultural techniques", "Introduction of Old World diseases to indigenous populations", "Migration of Europeans to the Americas", "African slave trade across the Atlantic"], ans: 1 }, { q: "Louis XIV's revocation of the Edict of Nantes (1685) demonstrated:", opts: ["Religious tolerance as state policy", "The priority of religious uniformity over economic pragmatism in absolutist states", "Parliamentary influence over royal decisions", "Enlightenment principles in practice"], ans: 1 }, { q: "The English Bill of Rights (1689) was significant because it:", opts: ["Established universal suffrage", "Limited monarchical power and guaranteed parliamentary supremacy", "Created a written constitution", "Abolished the monarchy entirely"], ans: 1 }, { q: "Voltaire's famous defense of free speech is BEST understood in the context of:", opts: ["Opposition to censorship by church and state authorities", "Support for absolute monarchy", "Advocacy for women's suffrage", "Promotion of mercantilism"], ans: 0 }, { q: "The Tennis Court Oath (1789) was significant because it:", opts: ["Ended the French Revolution", "Represented the Third Estate's claim to constitute a legitimate National Assembly", "Restored the absolute monarchy", "Established Napoleon as emperor"], ans: 1 }, { q: "Napoleon's Continental System was designed to:", opts: ["Promote free trade across Europe", "Economically isolate Britain by closing European ports to British goods", "Unite all European armies under French command", "Spread the metric system"], ans: 1 }, { q: "Metternich's political philosophy at the Congress of Vienna was rooted in:", opts: ["Liberal nationalism", "Conservative desire to restore traditional order and prevent revolution", "Socialist redistribution", "Romantic individualism"], ans: 1 }, { q: "The enclosure movement in England contributed to industrialization by:", opts: ["Increasing the number of small farms", "Displacing rural workers who became urban factory labor", "Improving conditions for peasant farmers", "Reducing agricultural output"], ans: 1 }, { q: "Marx and Engels' Communist Manifesto (1848) argued that:", opts: ["Capitalism would reform itself peacefully", "All history is the history of class struggle, and proletarian revolution is inevitable", "Monarchy is the ideal form of government", "Nationalism should replace class consciousness"], ans: 1 }, { q: "The Crimean War (1853-56) was significant in European diplomacy because it:", opts: ["United the Concert of Europe", "Destroyed the Concert of Europe system and shifted power dynamics", "Established the European Union", "Led directly to World War I"], ans: 1 }, { q: "Bismarck's use of Realpolitik is BEST illustrated by:", opts: ["His support for democratic elections", "Deliberately provoking wars to achieve German unification", "His alliance with the Catholic Church", "His promotion of workers' rights from ideological conviction"], ans: 1 }, { q: "The 'White Man's Burden' concept was used to justify:", opts: ["Abolition of slavery", "European imperialism as a civilizing mission", "Workers' rights movements", "Women's suffrage"], ans: 1 }, { q: "The assassination of Archduke Franz Ferdinand in 1914 triggered WWI because:", opts: ["It was the sole cause of the war", "It activated a system of entangling alliances amid pre-existing tensions", "Austria-Hungary immediately collapsed", "Russia was directly responsible"], ans: 1 }, { q: "Trench warfare on the Western Front resulted from:", opts: ["Rapid technological change favoring defense (machine guns, artillery) over offensive tactics", "A lack of military technology", "Deliberate strategic planning by both sides", "The small size of European armies"], ans: 0 }, { q: "The Weimar Republic (1919-1933) was undermined by:", opts: ["Excessive military spending", "Economic crisis, political extremism, and association with Versailles Treaty humiliation", "British military occupation", "Strong democratic traditions"], ans: 1 }, { q: "Hitler's ideology combined:", opts: ["Liberal democracy and free trade", "Extreme nationalism, racial antisemitism, Social Darwinism, and territorial expansionism", "Communist economics and religious tolerance", "Enlightenment rationalism and pacifism"], ans: 1 }, { q: "The Cold War division of Europe was formalized by:", opts: ["The Congress of Vienna", "Creation of NATO (1949) and the Warsaw Pact (1955)", "The Treaty of Versailles", "The Berlin Conference"], ans: 1 }, { q: "Gorbachev's policies of glasnost and perestroika were intended to:", opts: ["Strengthen Soviet totalitarianism", "Reform the Soviet system through openness and economic restructuring", "End the Soviet Union immediately", "Invade Western Europe"], ans: 1 }, { q: "The Maastricht Treaty (1992) was significant because it:", opts: ["Ended World War II", "Created the European Union and laid the groundwork for the euro", "Dissolved NATO", "Unified Germany"], ans: 1 }, { q: "Which development BEST represents continuity in European history from 1450 to the present?", opts: ["The unchanging power of the Catholic Church", "The tension between centralized authority and individual/national rights", "The dominance of a single European power", "Universal acceptance of democratic principles"], ans: 1 }, { q: "The feminist movements of the 19th and 20th centuries were MOST influenced by:", opts: ["Absolutist political theory", "Enlightenment ideas about natural rights and equality", "Mercantilist economics", "Romantic nationalism exclusively"], ans: 1 }, { q: "A primary source from a factory worker in Manchester, 1842, would MOST likely reveal:", opts: ["Satisfaction with industrialization's benefits", "Harsh working conditions, low wages, and dangerous environments", "Enthusiasm for Marx's theories", "Opposition to the steam engine"], ans: 1 }, ] }, { name: "Section I, Part B: Short Answer Questions", time: "40 minutes — Answer all 3", instructions: "Answer in complete sentences. No thesis required. Each part is scored separately.", saqs: [ { prompt: "Use the passage below to answer all parts of the question.\n\n\"The history of all hitherto existing society is the history of class struggles. Freeman and slave, patrician and plebeian, lord and serf... in a word, oppressor and oppressed, stood in constant opposition to one another.\" — Karl Marx & Friedrich Engels, The Communist Manifesto (1848)", parts: [ "a) Describe ONE specific historical development from the period 1750–1900 that Marx and Engels would use as evidence for their argument.", "b) Explain ONE way in which industrialization created new forms of class conflict in the 19th century.", "c) Explain ONE reason why Marx's predicted proletarian revolution did NOT occur in the most industrialized nations of Western Europe." ] }, { prompt: "Answer all parts of the question that follows.", parts: [ "a) Describe ONE way in which the French Revolution (1789–1799) reflected Enlightenment political ideas.", "b) Describe ONE way in which the French Revolution DEPARTED from Enlightenment ideals.", "c) Explain ONE way in which the French Revolution influenced political developments in Europe in the period 1800–1850." ] }, { prompt: "Answer all parts of the question that follows.", parts: [ "a) Describe ONE cause of World War I that was rooted in 19th-century developments.", "b) Explain ONE way in which World War I changed European society or politics.", "c) Explain ONE way in which the peace settlement after World War I contributed to instability in Europe." ] } ] }, { name: "Section II, Part A: Document-Based Question (DBQ)", time: "60 minutes (includes 15-minute reading period)", instructions: "Write an essay that responds to the prompt. Use evidence from ALL or all but one of the documents AND your knowledge of European history.", dbqPrompt: "Evaluate the extent to which the Enlightenment challenged traditional European political and social structures in the period c. 1650–1800.", documents: [ { id: "Doc 1", source: "John Locke, Two Treatises of Government, 1689 (English philosopher)", summary: "Argues that government derives authority from consent of the governed. People have natural rights to life, liberty, and property. If government violates these rights, the people have the right to revolt." }, { id: "Doc 2", source: "Voltaire, Letters on the English Nation, 1733 (French philosophe)", summary: "Praises English religious tolerance and constitutional government as superior to French absolutism. Criticizes the Catholic Church's political influence and censorship." }, { id: "Doc 3", source: "Catherine the Great, Nakaz (Instructions), 1767 (Russian Empress)", summary: "Claims to embrace Enlightenment principles for legal reform. Cites Montesquieu on separation of powers. However, maintains that Russia's vast size requires autocratic government." }, { id: "Doc 4", source: "Jean-Jacques Rousseau, The Social Contract, 1762 (Genevan philosopher)", summary: "Argues legitimate political authority rests on a social contract. The 'general will' of the people is sovereign. Existing institutions based on inequality are illegitimate." }, { id: "Doc 5", source: "Declaration of the Rights of Man and of the Citizen, 1789 (French National Assembly)", summary: "Declares that men are born free and equal in rights. Natural rights include liberty, property, security, and resistance to oppression. Law is the expression of the general will." }, { id: "Doc 6", source: "Olympe de Gouges, Declaration of the Rights of Woman, 1791 (French activist)", summary: "Challenges the Revolution's failure to include women in its promises of equality. Argues women have the same natural rights as men. Demands women's participation in government." }, { id: "Doc 7", source: "Edmund Burke, Reflections on the Revolution in France, 1790 (Anglo-Irish statesman)", summary: "Criticizes the French Revolution as destructive radicalism. Argues that tradition, established institutions, and gradual reform — not abstract 'rights of man' — create stable societies." }, ] }, { name: "Section II, Part B: Long Essay Question (LEQ)", time: "40 minutes — Choose ONE", instructions: "Write a well-organized essay with a thesis, evidence, and analysis. You must demonstrate historical reasoning (comparison, causation, or continuity/change).", options: [ "Evaluate the extent to which the Protestant Reformation changed European political structures in the period 1517–1648.", "Evaluate the extent to which nationalism was the most significant force in European politics in the period 1815–1914.", "Evaluate the extent to which the Cold War (1945–1991) represented a continuation of earlier European great-power rivalries." ] } ] }; // ─── STATE ─── let tab=0, selUnit=0, cardIdx=0, flipped=false, examIdx=0; let examAns={}, examDone=false, finalSec=0, finalAns={}, finalDone=false; function render(){ const app=document.getElementById("app"); app.innerHTML=` <header class="hdr"><h1>AP European History</h1><p>Nathan's Study Guide — 2026–2027</p></header> <nav class="nav"> ${["Study Guide","Flashcards","Unit Exams","AP Final Exam"].map((t,i)=>`<button class="${tab===i?'active':''}" data-tab="${i}">${t}</button>`).join("")} </nav> <main class="main">${ tab===0?renderStudy():tab===1?renderCards():tab===2?renderExams():renderFinal() }</main> <footer><p>AP European History — Oxford Academy 2026–2027</p><p>Built for Nathan · All 9 AP Euro units · 72 flashcards · 4 unit exams · 1 full AP practice exam</p></footer> `; bind(); } function renderStudy(){ const u=UNITS[selUnit]; return `<div class="unit-nav">${UNITS.map((u,i)=>`<button class="unit-btn ${selUnit===i?'sel':''}" data-unit="${i}" style="border-left:3px solid ${u.color};${selUnit===i?'background:'+u.color+'18':''}"><span class="unit-num">Unit ${u.id}</span><span>${u.title}</span></button>`).join("")}</div> <div class="unit-detail"> <div style="border-left:4px solid ${u.color};padding-left:16px;margin-bottom:20px"> <h2 style="color:${u.color};font-size:20px;font-weight:600;margin-bottom:4px">Unit ${u.id}: ${u.title}</h2> <span class="sys" style="font-size:13px;color:#999">${u.period}</span> </div> <h3 class="sec-title">Key Topics</h3> ${u.topics.map(t=>`<div class="topic-item"><span class="topic-dot" style="background:${u.color}"></span><span>${t}</span></div>`).join("")} <h3 class="sec-title">Khan Academy</h3> <a href="${u.khan}" target="_blank" class="khan-link" style="color:${u.color}">📘 Open Khan Academy course →</a> <h3 class="sec-title" style="margin-top:20px">Video Lectures</h3> ${u.videos.map(v=>`<a href="${v.url}" target="_blank" class="vid-link"><span style="color:#c9a227;font-size:16px">▶</span><span>${v.title}</span></a>`).join("")} </div>`; } function renderCards(){ const u=UNITS[selUnit], c=u.cards[cardIdx]; return `<div class="fc-row">${UNITS.map((u,i)=>`<button class="fc-btn" data-fc="${i}" style="background:${selUnit===i?u.color:'#e8e4df'};color:${selUnit===i?'#fff':'#444'}">${u.id}</button>`).join("")}</div> <p class="fc-label">Unit ${u.id}: ${u.title} — Card ${cardIdx+1}/${u.cards.length}</p> <div class="card" id="flipCard" style="border-top:4px solid ${u.color}"> <div class="card-side">${flipped?'ANSWER':'QUESTION'}</div> <p class="card-text">${flipped?c.a:c.q}</p> <p class="tap-hint">${flipped?'Tap to see question':'Tap to reveal answer'}</p> </div> <div class="card-nav"> <button data-cprev ${cardIdx===0?'disabled':''}>← Prev</button> <button data-cshuffle style="font-size:13px">Reset</button> <button data-cnext ${cardIdx>=u.cards.length-1?'disabled':''}>Next →</button> </div>`; } function renderExams(){ const ex=UNIT_EXAMS[examIdx]; let qHTML=ex.questions.map((q,qi)=>{ let inner; if(q.isShort){ inner=`<textarea rows="5" placeholder="Write your response here..."></textarea>`; if(examDone) inner+=`<div class="sample-ans"><strong>Sample Response:</strong><p style="margin-top:6px;line-height:1.55">${q.sample}</p></div>`; } else { inner=q.opts.map((o,oi)=>{ let cls="opt-label"; if(examDone){if(oi===q.ans) cls+=" correct"; else if(examAns[qi]===oi) cls+=" wrong";} else if(examAns[qi]===oi) cls+=" chosen"; return `<label class="${cls}"><input type="radio" name="ex${qi}" value="${oi}" ${examAns[qi]===oi?'checked':''} ${examDone?'disabled':''}>${o}</label>`; }).join(""); } return `<div class="q-block"><p class="q-text"><strong>${qi+1}.</strong> ${q.q}</p>${inner}</div>`; }).join(""); let btnHTML; if(!examDone){ btnHTML=`<button class="submit-btn" id="submitExam">Submit Exam</button>`; } else { let c=0,t=0;ex.questions.forEach((q,i)=>{if(!q.isShort){t++;if(examAns[i]===q.ans)c++;}}); btnHTML=`<div class="score-box"><h3 style="margin:0">Score: ${c}/${t} (${Math.round(c/t*100)}%)</h3><p style="margin-top:6px;font-size:14px;color:#666">Review short-answer sample responses above. Green = correct, Red = your incorrect choice.</p><button class="submit-btn gray" id="retakeExam" style="margin-top:12px">Retake Exam</button></div>`; } return `<div class="exam-tabs">${UNIT_EXAMS.map((e,i)=>`<button class="exam-tab ${examIdx===i?'active':''}" data-examtab="${i}">Exam ${i+1}</button>`).join("")}</div> <h2 style="font-size:20px;font-weight:600">${ex.title}</h2> <p style="color:#777;margin-bottom:20px;font-size:14px" class="sys">Covers ${ex.units}</p> ${qHTML}${btnHTML}`; } function renderFinal(){ const sec=AP_FINAL.sections[finalSec]; let content=""; // MCQ if(finalSec===0){ let qHTML=sec.questions.map((q,qi)=>{ let opts=q.opts.map((o,oi)=>{ let cls="opt-label"; if(finalDone){if(oi===q.ans) cls+=" correct"; else if(finalAns[qi]===oi) cls+=" wrong";} else if(finalAns[qi]===oi) cls+=" chosen"; return `<label class="${cls}"><input type="radio" name="fq${qi}" value="${oi}" ${finalAns[qi]===oi?'checked':''} ${finalDone?'disabled':''}>${o}</label>`; }).join(""); return `<div class="q-block"><p class="q-text"><strong>${qi+1}.</strong> ${q.q}</p>${opts}</div>`; }).join(""); let btnHTML; if(!finalDone){btnHTML=`<button class="submit-btn" id="submitFinal">Submit MCQ Section</button>`;} else{let c=0;sec.questions.forEach((q,i)=>{if(finalAns[i]===q.ans)c++;}); btnHTML=`<div class="score-box"><h3 style="margin:0">MCQ Score: ${c}/${sec.questions.length} (${Math.round(c/sec.questions.length*100)}%)</h3><button class="submit-btn gray" id="retakeFinal" style="margin-top:12px">Retake</button></div>`;} content=`<div class="section-meta"><strong>${sec.name}</strong><span style="color:#888">${sec.time}</span></div>${qHTML}${btnHTML}`; } // SAQ else if(finalSec===1){ content=`<div class="section-meta"><strong>${sec.name}</strong><span style="color:#888">${sec.time}</span></div> ${sec.saqs.map((s,si)=>`<div class="saq-block"><p class="saq-prompt">${s.prompt}</p>${s.parts.map((p,pi)=>`<div style="margin-bottom:12px"><p style="font-weight:600;font-size:14px;margin-bottom:6px" class="sys">${p}</p><textarea rows="4" placeholder="Write your response..."></textarea></div>`).join("")}</div>`).join("")}`; } // DBQ else if(finalSec===2){ content=`<div class="section-meta"><strong>${sec.name}</strong><span style="color:#888">${sec.time}</span></div> <div class="dbq-prompt"><strong>Prompt:</strong> ${sec.dbqPrompt}</div> <h3 class="sec-title" style="margin-top:20px">Documents</h3> ${sec.documents.map(d=>`<div class="doc-card"><div class="doc-hdr">${d.id}</div><p class="doc-src">${d.source}</p><p class="doc-sum">${d.summary}</p></div>`).join("")} <h3 class="sec-title" style="margin-top:20px">Your Essay</h3> <textarea style="min-height:250px" placeholder="Write your DBQ essay here. Remember: thesis, contextualization, evidence from documents, outside evidence, sourcing, and complexity."></textarea>`; } // LEQ else { content=`<div class="section-meta"><strong>${sec.name}</strong><span style="color:#888">${sec.time}</span></div> <p style="font-size:14px;color:#666;margin-bottom:16px" class="sys">Choose ONE of the following prompts:</p> ${sec.options.map((o,i)=>`<div class="leq-opt"><strong>Option ${i+1}:</strong> ${o}</div>`).join("")} <h3 class="sec-title" style="margin-top:20px">Your Essay</h3> <textarea style="min-height:250px" placeholder="Write your Long Essay here. Include: thesis, contextualization, evidence, historical reasoning, and complexity."></textarea>`; } return `<div class="final-hdr"><h2 style="font-size:20px;font-weight:600;margin-bottom:4px">AP European History — Practice Exam</h2><p style="color:#888;font-size:13px" class="sys">Modeled on the official College Board AP exam format</p></div> <div class="exam-tabs">${AP_FINAL.sections.map((s,i)=>`<button class="exam-tab ${finalSec===i?'active':''}" data-finaltab="${i}">${["MCQ","SAQ","DBQ","LEQ"][i]}</button>`).join("")}</div> ${content}`; } function bind(){ // Tabs document.querySelectorAll("[data-tab]").forEach(b=>b.onclick=()=>{tab=+b.dataset.tab;render();}); // Study guide unit selection document.querySelectorAll("[data-unit]").forEach(b=>b.onclick=()=>{selUnit=+b.dataset.unit;render();}); // Flashcard unit selection document.querySelectorAll("[data-fc]").forEach(b=>b.onclick=()=>{selUnit=+b.dataset.fc;cardIdx=0;flipped=false;render();}); // Flashcard flip const 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.btn-gold:hover,.btn-fill:hover,.btn-outline:hover{opacity:.9} </style> </head> <body> <div id="app"></div> <script> const DAYS = [ // ─── DAY 1: Italian Renaissance ─── { day:1, title:"Italian Renaissance: Humanism & Culture", theme:"Renaissance", questions:[ {q:"What intellectual movement revived classical Greek and Roman learning in 14th-century Italy?",opts:["Scholasticism","Humanism","Romanticism","Positivism"],ans:1,exp:"Humanism emphasized the study of classical texts, rhetoric, ethics, and human potential — a break from medieval scholasticism's focus on theology.",hint:"Think 'human' potential + classical texts."}, {q:"Which wealthy banking family were the primary patrons of Renaissance art in Florence?",opts:["Borgia","Sforza","Medici","Habsburg"],ans:2,exp:"The Medici family funded artists like Botticelli, Michelangelo, and Leonardo, making Florence the cultural capital of the Renaissance.",hint:"This Florentine family's name is almost synonymous with Renaissance patronage."}, {q:"What artistic technique created the illusion of depth on a flat surface?",opts:["Chiaroscuro","Fresco","Linear perspective","Impasto"],ans:2,exp:"Linear perspective, pioneered by Brunelleschi and perfected by Alberti, used vanishing points to create realistic depth in paintings.",hint:"It uses vanishing points and mathematical ratios."}, {q:"Who painted the ceiling of the Sistine Chapel?",opts:["Raphael","Leonardo da Vinci","Donatello","Michelangelo"],ans:3,exp:"Michelangelo painted the Sistine Chapel ceiling (1508–1512) for Pope Julius II, depicting scenes from Genesis including The Creation of Adam.",hint:"He was also a sculptor famous for the statue of David."}, {q:"What does the term 'Renaissance' literally mean?",opts:["Reformation","Rebirth","Enlightenment","Revolution"],ans:1,exp:"Renaissance means 'rebirth' in French — referring to the revival of classical learning, art, and culture after the medieval period.",hint:"The French word for being born again."}, {q:"Petrarch is often called the 'Father of' what movement?",opts:["The Reformation","Humanism","The Scientific Revolution","Romanticism"],ans:1,exp:"Petrarch (1304–1374) pioneered the study of classical Latin texts and emphasized individual achievement, earning him this title.",hint:"He championed classical learning and individual virtue."}, {q:"Which work by Baldassare Castiglione described the ideal Renaissance gentleman?",opts:["The Prince","The Book of the Courtier","Utopia","The Decameron"],ans:1,exp:"The Book of the Courtier (1528) outlined qualities of the ideal courtier: educated in classics, skilled in arms, graceful in manners, and witty in conversation.",hint:"The title literally describes someone who serves at a royal court."}, {q:"What was the 'vernacular' and why was it significant in the Renaissance?",opts:["Latin used in churches","The everyday language of common people","Ancient Greek philosophy","A style of painting"],ans:1,exp:"Vernacular referred to local languages (Italian, French, English) rather than Latin. Writers like Dante and Petrarch wrote in vernacular, making literature accessible to more people.",hint:"Dante's Divine Comedy was written in this rather than Latin."}, {q:"Which Renaissance artist painted The Last Supper and sketched flying machines?",opts:["Raphael","Michelangelo","Titian","Leonardo da Vinci"],ans:3,exp:"Leonardo da Vinci (1452–1519) was the ultimate 'Renaissance man' — painter, sculptor, engineer, anatomist, and inventor.",hint:"He's the quintessential 'Renaissance man' — artist AND scientist."}, {q:"What was secularism in the Renaissance context?",opts:["Rejection of all religion","Growing focus on worldly matters rather than purely religious ones","Worship of ancient gods","Government control of churches"],ans:1,exp:"Renaissance secularism didn't mean anti-religious — it meant increased interest in earthly life, politics, commerce, and human achievement alongside faith.",hint:"Focus shifted from the afterlife to THIS life."}, {q:"What was a major difference between medieval and Renaissance art?",opts:["Renaissance art was entirely abstract","Renaissance art emphasized realism, proportion, and human anatomy","Medieval art used more colors","Renaissance art was only religious"],ans:1,exp:"Renaissance artists studied human anatomy, used perspective, and aimed for naturalistic representation, unlike the flat, symbolic style of medieval art.",hint:"Artists like Leonardo dissected corpses to understand the human body."}, {q:"Who wrote The Decameron, a collection of stories set during the Black Death?",opts:["Petrarch","Dante","Machiavelli","Boccaccio"],ans:3,exp:"Giovanni Boccaccio's Decameron (1353) featured 100 tales told by people fleeing the plague — an early masterpiece of Italian prose.",hint:"His frame story involves 10 people telling tales over 10 days during the plague."}, {q:"What was the significance of the Gutenberg printing press (c. 1440)?",opts:["It only printed Bibles","It enabled mass production of books, spreading ideas rapidly across Europe","It was immediately banned by the Church","It was invented in Italy"],ans:1,exp:"Gutenberg's movable-type press revolutionized communication — books became cheaper, literacy spread, and new ideas (including Protestant ones) circulated widely.",hint:"Mass production of books = mass spread of ideas."}, {q:"Which city-state was the birthplace of the Italian Renaissance?",opts:["Rome","Venice","Florence","Milan"],ans:2,exp:"Florence, with its wealth from banking and wool trade, Medici patronage, and republican tradition, became the cradle of Renaissance culture.",hint:"The Medici ruled this city on the Arno River."}, {q:"What term describes a 'Renaissance man' skilled in multiple fields?",opts:["Polymath","Courtier","Humanist","Philosopher"],ans:0,exp:"A polymath is someone with expertise across many subjects — Leonardo da Vinci being the prime example with his art, science, and engineering.",hint:"'Poly' means many, 'math' relates to learning."}, {q:"Raphael's School of Athens painting celebrated:",opts:["Medieval saints","Classical Greek philosophers and thinkers","Contemporary Italian politicians","Biblical prophets"],ans:1,exp:"The School of Athens (1509–1511) depicts Plato, Aristotle, and other ancient thinkers, symbolizing the Renaissance reverence for classical wisdom.",hint:"Plato and Aristotle are at the center of this famous fresco."}, {q:"What economic system based on private investment and profit emerged during the Renaissance?",opts:["Feudalism","Mercantilism","Early capitalism","Communism"],ans:2,exp:"The Renaissance saw the rise of banking, investment, and profit-driven commerce — foundations of capitalism replacing feudal economic structures.",hint:"Think banking families, investment, and profit motive."}, {q:"Which invention helped Renaissance navigators explore new sea routes?",opts:["Telescope","Magnetic compass","Steam engine","Telegraph"],ans:1,exp:"The magnetic compass (adopted from China via Islamic traders) allowed sailors to navigate open oceans, enabling the Age of Exploration.",hint:"It always points north, helping sailors find direction at sea."}, {q:"What was the impact of the fall of Constantinople (1453) on the Renaissance?",opts:["It ended the Renaissance","Greek scholars fled west, bringing classical manuscripts to Italy","It strengthened the Byzantine Empire","It had no cultural impact"],ans:1,exp:"When the Ottoman Turks conquered Constantinople, Byzantine scholars migrated to Italy carrying Greek texts, accelerating Renaissance scholarship.",hint:"Byzantine scholars brought ancient Greek knowledge westward."}, {q:"Individualism in the Renaissance meant:",opts:["Everyone became selfish","Emphasis on personal achievement, talent, and unique human potential","Rejection of community life","Only wealthy people mattered"],ans:1,exp:"Renaissance individualism celebrated human talent and achievement — artists signed their works, writers explored personal experience, and self-improvement was valued.",hint:"Artists began signing their works and seeking personal fame."}, {q:"What was a 'condottiere' in Renaissance Italy?",opts:["A merchant banker","A leader of mercenary soldiers","A church official","A university professor"],ans:1,exp:"Condottieri were mercenary military leaders hired by Italian city-states. Some, like Francesco Sforza, became rulers themselves.",hint:"Italian city-states hired these military contractors rather than maintaining standing armies."}, {q:"Lorenzo de' Medici was known as:",opts:["Lorenzo the Terrible","Lorenzo the Pious","Lorenzo the Magnificent","Lorenzo the Wise"],ans:2,exp:"Lorenzo the Magnificent (1449–1492) was Florence's de facto ruler and greatest patron, supporting Botticelli, Michelangelo, and Leonardo.",hint:"His nickname reflects his lavish patronage and political skill."}, {q:"What was the studia humanitatis?",opts:["Medical school curriculum","The Renaissance educational program focused on grammar, rhetoric, history, poetry, and moral philosophy","Military training","Religious seminary studies"],ans:1,exp:"The studia humanitatis was the core humanist curriculum — classical subjects that developed well-rounded, civic-minded individuals.",hint:"It's the educational program that gave 'humanism' its name."}, {q:"Botticelli's Birth of Venus is significant because it:",opts:["Was the first Christian painting","Depicted a classical mythological subject, showing Renaissance interest in pagan antiquity","Was painted during the medieval period","Was commissioned by the Pope"],ans:1,exp:"The Birth of Venus (c. 1485) drew on Greek mythology, demonstrating how Renaissance artists embraced classical (pagan) themes alongside Christian ones.",hint:"The painting shows a Roman goddess emerging from the sea."}, {q:"What role did guilds play in the Renaissance?",opts:["They were purely religious organizations","They organized craftsmen and artists, controlled quality, and provided training through apprenticeships","They were military units","They governed city-states directly"],ans:1,exp:"Guilds regulated trades and arts — aspiring artists trained as apprentices in guild workshops before becoming masters. This system produced many Renaissance geniuses.",hint:"Young artists learned their craft through apprenticeships in these organizations."}, ]}, // ─── DAY 2: Northern Renaissance & Exploration ─── { day:2, title:"Northern Renaissance & Age of Exploration", theme:"Renaissance", questions:[ {q:"How did the Northern Renaissance differ from the Italian Renaissance?",opts:["It rejected classical learning entirely","It blended humanism with deep Christian piety (Christian humanism)","It focused only on sculpture","It began before the Italian Renaissance"],ans:1,exp:"Northern humanists like Erasmus and Thomas More applied classical scholarship to reform Christianity and society, combining learning with faith.",hint:"Think Erasmus + Christianity + reform."}, {q:"Who wrote In Praise of Folly, satirizing church corruption?",opts:["Thomas More","Martin Luther","Desiderius Erasmus","John Calvin"],ans:2,exp:"Erasmus (1466–1536) used wit and satire to criticize church abuses, clerical ignorance, and superstition while remaining Catholic.",hint:"This Dutch scholar was the 'prince of humanists.'"}, {q:"Thomas More's Utopia described:",opts:["An ideal society with communal property and religious tolerance","A military strategy guide","A history of England","A defense of absolute monarchy"],ans:0,exp:"Utopia (1516) depicted a fictional perfect society — More used it to critique real European inequalities. The title literally means 'no place.'",hint:"The title comes from Greek for 'no place' — an imaginary perfect society."}, {q:"Which Northern Renaissance artist was famous for detailed engravings and self-portraits?",opts:["Jan van Eyck","Pieter Bruegel","Albrecht Dürer","Hans Holbein"],ans:2,exp:"Albrecht Dürer (1471–1528) was a German artist who mastered both painting and printmaking, creating detailed woodcuts and engravings that spread widely.",hint:"This German artist bridged Italian techniques with Northern detail."}, {q:"Jan van Eyck pioneered which painting technique?",opts:["Fresco","Oil painting on canvas/panel","Watercolor","Mosaic"],ans:1,exp:"Van Eyck perfected oil painting, allowing rich colors, fine detail, and subtle light effects that defined Flemish art.",hint:"This medium allowed for richer colors and finer detail than tempera."}, {q:"What was the primary motive for Portuguese exploration in the 15th century?",opts:["Spreading democracy","Finding a sea route to Asian spice trade","Escaping plague","Conquering China"],ans:1,exp:"Portugal, led by Prince Henry the Navigator, sought direct maritime access to the lucrative spice trade, bypassing Muslim and Italian middlemen.",hint:"Spices from Asia were worth more than gold."}, {q:"Who was the first European to sail around the southern tip of Africa?",opts:["Columbus","Magellan","Bartolomeu Dias","Vasco da Gama"],ans:2,exp:"Bartolomeu Dias rounded the Cape of Good Hope in 1488. Vasco da Gama later completed the voyage to India in 1498.",hint:"He named the cape originally 'Cape of Storms' in 1488."}, {q:"The Treaty of Tordesillas (1494) divided the New World between:",opts:["England and France","Spain and Portugal","Spain and the Netherlands","Portugal and England"],ans:1,exp:"Pope Alexander VI mediated this treaty, drawing a line dividing new territories between Spain (west) and Portugal (east), which is why Brazil speaks Portuguese.",hint:"This explains why Brazil speaks a different language than the rest of South America."}, {q:"What was the Columbian Exchange?",opts:["A stock market in the Americas","The transfer of plants, animals, diseases, and peoples between Old and New Worlds","A trade agreement between Columbus and Spain","A type of currency"],ans:1,exp:"After 1492, the Americas and Europe exchanged crops (potatoes, corn, wheat), animals (horses, cattle), and unfortunately diseases (smallpox devastated indigenous populations).",hint:"It included foods, animals, and diseases crossing the Atlantic in both directions."}, {q:"Which disease brought by Europeans devastated indigenous American populations?",opts:["Malaria","Bubonic plague","Smallpox","Cholera"],ans:2,exp:"Smallpox killed an estimated 90% of some indigenous populations who had no immunity. This demographic catastrophe enabled European conquest.",hint:"Native Americans had no immunity to this Old World disease."}, {q:"What was mercantilism?",opts:["Free trade between all nations","Economic theory that national power depends on accumulating gold/silver through favorable trade balances","A banking system","Communist economics"],ans:1,exp:"Mercantilist nations sought to export more than they imported, establish colonies for raw materials, and stockpile precious metals as a measure of wealth.",hint:"Export more than you import, accumulate gold and silver."}, {q:"The encomienda system granted Spanish colonists:",opts:["Land and the right to forced indigenous labor in exchange for 'Christianizing' them","Free passage back to Spain","Democratic voting rights","University educations"],ans:0,exp:"Encomienda was essentially forced labor disguised as a civilizing mission. It devastated indigenous communities and was criticized by Bartolomé de las Casas.",hint:"It gave colonists power over indigenous people in exchange for supposed religious instruction."}, {q:"Bartolomé de las Casas is historically significant because he:",opts:["Conquered the Aztec Empire","Advocated for indigenous rights and documented Spanish atrocities","Invented the compass","Founded the Jesuit order"],ans:1,exp:"De las Casas, a Dominican friar, wrote A Short Account of the Destruction of the Indies (1552), exposing brutal treatment of native peoples.",hint:"This Dominican friar defended indigenous peoples against colonial brutality."}, {q:"What was the 'price revolution' of the 16th century?",opts:["Prices fell dramatically","Inflation caused by massive inflows of silver from the Americas","A stock market crash","A decrease in trade"],ans:1,exp:"Spanish silver from Potosí flooded Europe, causing inflation that hurt fixed-income nobles and helped merchants — reshaping social hierarchies.",hint:"Silver from the Americas flooded European markets."}, {q:"Which explorer's crew was the first to circumnavigate the globe?",opts:["Columbus","Vasco da Gama","Ferdinand Magellan","Francis Drake"],ans:2,exp:"Magellan's expedition (1519–1522) circumnavigated the globe, though Magellan himself died in the Philippines. Juan Sebastián Elcano completed the voyage.",hint:"He started the voyage but died in the Philippines — his crew finished it."}, {q:"Why were joint-stock companies important for exploration?",opts:["They were government agencies","They spread financial risk among many investors, funding expensive overseas ventures","They were religious organizations","They trained sailors"],ans:1,exp:"Joint-stock companies (like the VOC and East India Company) pooled capital from multiple investors, sharing both risks and profits of overseas trade.",hint:"Multiple investors shared the enormous cost and risk of overseas ventures."}, {q:"What crop from the Americas most significantly increased European population?",opts:["Tobacco","Cotton","The potato","Sugar"],ans:2,exp:"The potato, brought from South America, became a staple food in Europe (especially Ireland, Germany, Poland) because it produced more calories per acre than grain.",hint:"This starchy tuber from Peru became a European staple that could feed far more people per acre."}, {q:"Pieter Bruegel the Elder's paintings are notable for depicting:",opts:["Mythological scenes","Everyday peasant life and landscapes","Only religious subjects","Royal portraits"],ans:1,exp:"Bruegel painted vivid scenes of Flemish peasant life — festivals, harvests, winter landscapes — making ordinary people the subject of fine art.",hint:"His paintings show farmers, villages, and everyday Flemish scenes."}, {q:"What was the 'putting-out' or domestic system?",opts:["A factory production method","Merchants distributing raw materials to rural workers who produced goods at home","A military conscription system","A farming technique"],ans:1,exp:"Before factories, merchants provided materials to rural families who spun cloth or made goods at home. This proto-industrial system preceded factory production.",hint:"Rural workers produced goods in their homes for merchant employers."}, {q:"Prince Henry the Navigator's contribution to exploration was:",opts:["He personally sailed to India","He established a navigation school and sponsored voyages along the African coast","He invented the compass","He discovered the Americas"],ans:1,exp:"Prince Henry (1394–1460) funded expeditions, mapmaking, and navigation improvements from Sagres, Portugal, launching the Age of Exploration.",hint:"He never sailed himself but sponsored Portuguese exploration from his base in Sagres."}, {q:"What was the significance of Vasco da Gama's 1498 voyage?",opts:["He discovered the Americas","He established the first direct sea route from Europe to India","He circumnavigated the globe","He conquered Constantinople"],ans:1,exp:"Da Gama's voyage to Calicut, India broke the Muslim-Venetian monopoly on the spice trade and established Portuguese dominance in the Indian Ocean.",hint:"He completed what Dias started by reaching India by sea."}, {q:"The Commercial Revolution (15th–18th centuries) involved:",opts:["A return to feudal economics","Expansion of banking, capitalism, global trade, and new business practices","The end of all European trade","Only agricultural changes"],ans:1,exp:"The Commercial Revolution transformed Europe's economy through banking innovations (letters of credit, insurance), joint-stock companies, and global trade networks.",hint:"Banking, investment, global trade, and new business practices expanded dramatically."}, {q:"What was Shakespeare's contribution to the Northern Renaissance?",opts:["He painted the Sistine Chapel","He wrote plays and poetry exploring human nature, politics, and emotion in English vernacular","He led the Reformation","He was a scientist"],ans:1,exp:"Shakespeare (1564–1616) wrote in English (not Latin), exploring universal human themes — love, power, jealousy, mortality — making literature accessible to broader audiences.",hint:"His plays explored universal human themes in the English language."}, {q:"How did the printing press affect the Northern Renaissance?",opts:["It had no impact","It rapidly spread humanist and reformist ideas across Northern Europe","It was banned north of the Alps","It only printed religious texts"],ans:1,exp:"Printed books carried Italian humanist ideas northward and later spread Protestant Reformation writings. Literacy rates rose as books became affordable.",hint:"Ideas that took decades to spread by hand now spread in months."}, {q:"What was the 'triangle trade'?",opts:["Trade between three Italian cities","Atlantic trade route connecting Europe, Africa, and the Americas (goods, slaves, raw materials)","A mathematical concept","Trade within the Mediterranean"],ans:1,exp:"European manufactured goods went to Africa → enslaved Africans to the Americas → American raw materials (sugar, tobacco, cotton) back to Europe. This brutal system lasted centuries.",hint:"Three continents, three legs: goods → enslaved people → raw materials."}, ]}, // ─── DAY 3: New Monarchies & Pre-Reformation ─── { day:3, title:"New Monarchies & Late Medieval Transitions", theme:"Renaissance", questions:[ {q:"'New Monarchies' of the late 15th century were characterized by:",opts:["Weak, decentralized power","Centralized authority, professional armies, and efficient taxation","Democratic elections","Church control of government"],ans:1,exp:"New Monarchs like Ferdinand & Isabella, Henry VII, and Louis XI consolidated royal power over nobles, church, and local authorities.",hint:"Think: strong kings, professional armies, taxes, centralized control."}, {q:"Ferdinand and Isabella unified Spain through:",opts:["Democratic elections","Marriage alliance, the Reconquista, and religious uniformity (Inquisition)","Military conquest of France","Trade agreements with Portugal"],ans:1,exp:"Their marriage united Aragon and Castile; the Reconquista expelled Moors from Granada (1492); the Inquisition enforced Catholic orthodoxy; Jews and Muslims were expelled.",hint:"Marriage + military conquest + religious unity."}, {q:"The Spanish Inquisition primarily targeted:",opts:["Protestants only","Conversos (converted Jews/Muslims) suspected of secretly practicing their old faith","Scientists","Foreign diplomats"],ans:1,exp:"The Inquisition used torture and execution to enforce religious conformity, particularly targeting conversos — Jews and Muslims who had nominally converted to Christianity.",hint:"It focused on people suspected of insincere conversion to Catholicism."}, {q:"Henry VII of England strengthened royal power by:",opts:["Starting wars with France","Using the Court of Star Chamber, managing finances carefully, and weakening noble power","Becoming pope","Abolishing Parliament"],ans:1,exp:"Henry VII (r. 1485–1509) avoided expensive wars, filled his treasury, used Star Chamber to punish overmighty nobles, and married strategically to secure the Tudor dynasty.",hint:"He was a shrewd financial manager who tamed the English nobility."}, {q:"The Hundred Years' War (1337–1453) resulted in:",opts:["English victory over France","French national consciousness, stronger French monarchy, and end of English claims to French territory","Permanent English control of France","A draw with no consequences"],ans:1,exp:"France's eventual victory, aided by Joan of Arc's inspiration, strengthened royal authority and forged French national identity — key ingredients for the 'new monarchy.'",hint:"Joan of Arc symbolized the French national spirit that emerged from this conflict."}, {q:"What was the Great Schism (1378–1417)?",opts:["The split between Eastern and Western Christianity","The period when two (later three) rival popes claimed authority simultaneously","Luther's break from Rome","A scientific debate"],ans:1,exp:"Rival popes in Rome and Avignon (and briefly Pisa) split the Western Church. The Council of Constance (1417) resolved it but damaged papal prestige.",hint:"Multiple men claimed to be pope at the same time, weakening Church authority."}, {q:"The Black Death (1347–1351) transformed European society by:",opts:["Having no lasting effects","Killing ~1/3 of the population, creating labor shortages that empowered peasants and weakened feudalism","Strengthening the feudal system","Only affecting cities"],ans:1,exp:"Massive population loss gave surviving workers bargaining power — higher wages, mobility, and challenges to serfdom. This disruption helped end feudalism.",hint:"Fewer workers = higher demand for labor = more power for peasants."}, {q:"What was simony?",opts:["A type of taxation","The buying and selling of church offices","A painting technique","A philosophical movement"],ans:1,exp:"Simony was a corrupt practice where wealthy individuals purchased positions (bishoprics, abbacies) in the Church — a major target of later reformers.",hint:"Named after Simon Magus, who tried to buy spiritual powers in the Bible."}, {q:"What was the 'Avignon Papacy' (1309–1377)?",opts:["A period when popes lived in Avignon, France, under French royal influence","The founding of the Vatican","A religious war","A council of bishops"],ans:0,exp:"For nearly 70 years, popes resided in Avignon rather than Rome, appearing as puppets of the French king. This 'Babylonian Captivity' damaged papal credibility.",hint:"The popes lived in southern France instead of Rome for ~70 years."}, {q:"How did the Reconquista shape Spanish identity?",opts:["It promoted religious tolerance","It fused Spanish national identity with Catholic Christianity and military conquest","It weakened the Spanish monarchy","It had no lasting impact"],ans:1,exp:"The 800-year campaign to expel Muslim Moors created a militant Catholic identity that Spain later carried into the Americas and the Counter-Reformation.",hint:"800 years of war against Muslim rule shaped Spain's religious and national character."}, {q:"The Holy Roman Empire in the 15th century was characterized by:",opts:["Strong centralized authority","Political fragmentation with hundreds of semi-independent states","Democratic governance","Control by the Ottoman Empire"],ans:1,exp:"Despite its name, the HRE was a patchwork of principalities, free cities, and bishoprics. Voltaire later quipped it was 'neither holy, nor Roman, nor an empire.'",hint:"Voltaire said it was 'neither holy, nor Roman, nor an empire.'"}, {q:"What was the significance of the Battle of Agincourt (1415)?",opts:["It ended the Hundred Years' War","English longbowmen defeated a much larger French army, demonstrating changing military tactics","It was Napoleon's greatest victory","It united England and France"],ans:1,exp:"Henry V's victory showed that well-trained infantry (longbowmen) could defeat armored knights — signaling the decline of feudal cavalry warfare.",hint:"English longbows devastated French knights, foreshadowing the end of medieval warfare."}, {q:"The conciliar movement argued that:",opts:["The pope had unlimited authority","Church councils had authority over the pope","Kings should control the church","The Church should be abolished"],ans:1,exp:"After the Great Schism, reformers argued that ecumenical councils (not the pope alone) should govern the Church. This movement ultimately failed but challenged papal supremacy.",hint:"It tried to make collective church governance superior to papal power."}, {q:"Indulgences were:",opts:["Free education programs","Payments to the Church that reduced punishment for sins in purgatory","Military service requirements","Tax exemptions"],ans:1,exp:"Indulgences became a major abuse — essentially selling forgiveness. Johann Tetzel's aggressive sale of indulgences directly provoked Luther's 95 Theses.",hint:"'As soon as the coin in the coffer rings, the soul from purgatory springs.'"}, {q:"What was the role of the Estates-General in France?",opts:["The supreme court","An advisory body representing the three estates (clergy, nobility, commoners) that the king rarely convened","The French Parliament with legislative power","A military council"],ans:1,exp:"Unlike the English Parliament, the Estates-General had no regular role and met only when the king chose. This allowed French kings to centralize power more easily.",hint:"France's version of a representative assembly — but the king rarely called it."}, {q:"Which dynasty ruled the Holy Roman Empire for most of the early modern period?",opts:["Tudor","Bourbon","Habsburg","Romanov"],ans:2,exp:"The Habsburg dynasty controlled the HRE, Spain, the Netherlands, and vast territories through strategic marriages — 'Let others wage war; you, happy Austria, marry!'",hint:"Their motto was about marrying strategically rather than fighting wars."}, {q:"Joan of Arc's significance in European history was:",opts:["She conquered England","She inspired French resistance and became a symbol of French national identity","She was a Renaissance artist","She led the First Crusade"],ans:1,exp:"Joan (c. 1412–1431) rallied French forces at Orléans, turning the tide of the Hundred Years' War. Her trial and execution by the English made her a martyr and national hero.",hint:"A peasant girl who claimed divine visions and rallied France at Orléans."}, {q:"The War of the Roses (1455–1485) in England was a conflict between:",opts:["England and France","The rival houses of Lancaster and York for the English throne","Catholics and Protestants","Parliament and the king"],ans:1,exp:"This dynastic civil war ended when Henry Tudor (Lancaster) defeated Richard III (York) at Bosworth Field, founding the Tudor dynasty as Henry VII.",hint:"Two branches of the Plantagenet family fought for the crown — Lancaster (red rose) vs. York (white rose)."}, {q:"What was 'benefit of clergy'?",opts:["Free healthcare for priests","The privilege of clergy to be tried in church courts rather than secular ones","A type of church tax","A papal blessing"],ans:0,exp:"This medieval privilege meant clergy could avoid harsh secular punishments. It became a symbol of church power that new monarchs sought to limit.",hint:"Clergy could escape secular justice by claiming trial in more lenient church courts."}, {q:"How did gunpowder technology affect European politics?",opts:["It had no political impact","It enabled monarchs to destroy noble castles and centralize power","It strengthened feudal lords","It was only used for fireworks"],ans:1,exp:"Cannons made medieval castles obsolete — nobles could no longer resist royal authority from behind stone walls. This shifted power to monarchs who could afford artillery.",hint:"Castles couldn't withstand cannon fire, ending nobles' ability to defy kings."}, {q:"What was the 'Pragmatic Sanction of Bourges' (1438)?",opts:["A trade agreement","A French decree limiting papal authority over the French church","A military alliance","A peace treaty"],ans:1,exp:"This decree gave the French king significant control over church appointments in France, reducing papal power — a step toward the 'Gallican' French church tradition.",hint:"France asserted royal control over the church within its borders."}, {q:"The Italian Wars (1494–1559) were significant because they:",opts:["United Italy","Spread Renaissance culture northward and demonstrated the vulnerability of Italian city-states to larger nation-states","Had no lasting impact","Were purely religious conflicts"],ans:1,exp:"France, Spain, and the HRE fought over Italian territories, devastating the peninsula but spreading Renaissance art and ideas to Northern courts.",hint:"Foreign invasions devastated Italy but ironically spread Italian culture."}, {q:"What was the purpose of the Star Chamber in England?",opts:["Astronomy research","A royal court that tried powerful nobles who ordinary courts couldn't handle","A religious institution","A theater"],ans:1,exp:"Henry VII and Henry VIII used the Star Chamber to prosecute powerful nobles without juries, strengthening royal authority over the aristocracy.",hint:"This special court was the king's tool for controlling powerful nobles."}, {q:"What economic change did the 'price revolution' of the 16th century cause?",opts:["Deflation","Inflation that hurt fixed-income landowners and helped merchants and debtors","Complete economic collapse","No significant change"],ans:1,exp:"American silver flooding Europe caused prices to rise 300-400% over a century. This hurt nobles with fixed rents and helped the rising merchant class.",hint:"More silver in circulation = money worth less = prices rise."}, {q:"The term 'nation-state' refers to:",opts:["Any country","A political unit where the state's borders align with a culturally unified people","An empire with many nationalities","A city-state like Florence"],ans:1,exp:"Nation-states combine political sovereignty with cultural/ethnic identity — France, England, and Spain were early examples, contrasting with multi-ethnic empires.",hint:"One people, one culture, one government, one territory."}, ]}, // ─── DAY 4: Protestant Reformation — Luther ─── { day:4, title:"Martin Luther & the Beginning of the Reformation", theme:"Reformation", questions:[ {q:"What event in 1517 is traditionally seen as the start of the Protestant Reformation?",opts:["The Diet of Worms","Luther posting the 95 Theses on the Wittenberg church door","The Peace of Augsburg","The Council of Trent"],ans:1,exp:"Luther's 95 Theses challenged the sale of indulgences. Though the door-posting may be legend, the document spread rapidly thanks to the printing press.",hint:"Luther challenged the Church over the sale of indulgences."}, {q:"Luther's doctrine of 'sola fide' means:",opts:["Scripture alone","Grace alone","Faith alone — salvation through faith, not works or payments","The pope alone"],ans:2,exp:"Luther argued humans cannot earn salvation through good works, pilgrimages, or buying indulgences — only through sincere faith in God's grace.",hint:"Latin for 'faith alone' — the core of Luther's theology."}, {q:"'Sola scriptura' means:",opts:["The pope is the final authority","Only Scripture is the ultimate religious authority, not papal decrees or church tradition","Only scientists can interpret truth","Faith alone saves"],ans:1,exp:"Luther argued the Bible alone — not papal bulls, councils, or traditions — was the source of Christian truth. This challenged centuries of Church authority.",hint:"Latin for 'Scripture alone' — the Bible as the only authority."}, {q:"At the Diet of Worms (1521), Luther:",opts:["Recanted his teachings","Refused to recant, reportedly saying 'Here I stand, I can do no other'","Was executed","Became pope"],ans:1,exp:"Summoned before Emperor Charles V, Luther refused to recant. He was declared an outlaw but was hidden by Frederick the Wise of Saxony at Wartburg Castle.",hint:"He stood before the Emperor and refused to take back his writings."}, {q:"Which German prince protected Luther after the Diet of Worms?",opts:["Charles V","Philip of Hesse","Frederick the Wise of Saxony","Maximilian I"],ans:2,exp:"Frederick the Wise sheltered Luther at Wartburg Castle, where Luther translated the New Testament into German — a milestone in German language and culture.",hint:"This Saxon elector hid Luther at Wartburg Castle."}, {q:"Why did German princes support Luther?",opts:["They were deeply religious","They could seize Catholic Church lands and assert independence from the Emperor","They wanted to please the Pope","They agreed with all of Luther's theology"],ans:1,exp:"Supporting Protestantism let princes confiscate wealthy monasteries, reduce papal taxation, and resist Charles V's attempts at imperial control — political motives were as strong as religious ones.",hint:"Church property + independence from Emperor = political motivation."}, {q:"The Peasants' War of 1524–1525 was:",opts:["A war between German states","A massive peasant uprising inspired partly by Luther's ideas of Christian freedom, which Luther then condemned","A successful revolution","A war against the Ottoman Empire"],ans:1,exp:"Peasants invoked Luther's ideas to demand social justice, but Luther sided with the princes, urging brutal suppression. ~100,000 peasants died.",hint:"Peasants used Luther's ideas to justify revolt — then Luther turned against them."}, {q:"What was the 'priesthood of all believers'?",opts:["Only priests can read the Bible","Every Christian has direct access to God without priestly mediation","All people should become priests","Priests should marry"],ans:1,exp:"Luther argued that all baptized Christians were equal before God — no special priestly class was needed as intermediary. This was revolutionary.",hint:"No need for a priest between you and God."}, {q:"Luther translated the Bible into German to:",opts:["Show off his language skills","Make Scripture directly accessible to ordinary German-speaking people","Please the Emperor","Compete with Erasmus"],ans:1,exp:"Luther's German Bible (NT: 1522, full Bible: 1534) let common people read Scripture themselves, undermining the clergy's monopoly on biblical interpretation.",hint:"If Scripture alone is the authority, people need to read it in their own language."}, {q:"What were indulgences, and why were they controversial?",opts:["Taxes collected by kings","Church-sold reductions of punishment in purgatory — controversial because they seemed to commercialize salvation","Military exemptions","University scholarships"],ans:1,exp:"The Church taught that buying indulgences could reduce time in purgatory for yourself or dead relatives. Luther saw this as corrupt exploitation of faith.",hint:"Johann Tetzel sold these with the jingle about coins and souls."}, {q:"Johann Tetzel is associated with:",opts:["Writing the 95 Theses","Aggressively selling indulgences to fund St. Peter's Basilica in Rome","Translating the Bible","Leading the Peasants' War"],ans:1,exp:"Tetzel's marketing — 'As soon as the coin in the coffer rings, the soul from purgatory springs' — outraged Luther and triggered the 95 Theses.",hint:"His aggressive sales tactics directly provoked Luther."}, {q:"The Edict of Worms (1521) declared Luther:",opts:["Pope","An outlaw and heretic whose writings should be burned","Emperor","A saint"],ans:1,exp:"Emperor Charles V condemned Luther as a heretic and banned his writings. However, enforcement was impossible because of Luther's princely protectors.",hint:"Charles V officially condemned Luther but couldn't enforce it."}, {q:"How did the printing press aid the Reformation?",opts:["It had no effect","Luther's writings spread across Germany in weeks rather than years, making suppression impossible","It only helped the Catholic Church","It was banned during the Reformation"],ans:1,exp:"Between 1517 and 1520, Luther's pamphlets became the first 'bestsellers' — over 300,000 copies printed. The Church simply couldn't contain the spread of ideas.",hint:"Luther's pamphlets became the first mass-produced bestsellers."}, {q:"What sacraments did Luther retain?",opts:["All seven Catholic sacraments","Only Baptism and the Eucharist (Lord's Supper)","None","Five sacraments"],ans:1,exp:"Luther kept only sacraments he found directly supported in Scripture — Baptism and the Lord's Supper — rejecting Confirmation, Marriage, Ordination, Penance, and Extreme Unction.",hint:"Only two had clear biblical basis according to Luther."}, {q:"Luther's view of the Eucharist was:",opts:["Transubstantiation (bread becomes Christ's body)","Consubstantiation — Christ is present 'in, with, and under' the bread and wine","Purely symbolic — just a memorial","Not important"],ans:1,exp:"Luther rejected Catholic transubstantiation but believed Christ was truly present alongside the bread and wine — a middle position that differed from Zwingli's symbolic view.",hint:"Christ is present WITH the bread, not transforming it — a middle position."}, {q:"The term 'Protestant' originated from:",opts:["A papal decree","German princes 'protesting' the Emperor's attempt to enforce Catholicism at the Diet of Speyer (1529)","Luther's writings","English usage"],ans:1,exp:"Lutheran princes formally protested Charles V's decree reimposing Catholicism. The label 'Protestant' stuck for all non-Catholic Western Christians.",hint:"German princes formally objected to an imperial decree in 1529."}, {q:"What was the 'Augsburg Confession' (1530)?",opts:["A Catholic document","The foundational statement of Lutheran faith, drafted by Melanchthon","Luther's autobiography","A peace treaty"],ans:1,exp:"Philip Melanchthon wrote this systematic statement of Lutheran beliefs, presented to Charles V. It became the foundational document of Lutheranism.",hint:"Luther's collaborator Melanchthon wrote this defining Lutheran statement."}, {q:"Why couldn't Charles V crush Lutheranism?",opts:["He agreed with Luther","He was distracted by wars with France and the Ottoman Empire","He had no army","The Pope supported Luther"],ans:1,exp:"Charles V faced threats on multiple fronts — Ottoman siege of Vienna (1529), wars with France, and rival German princes — leaving him unable to focus on suppressing Protestantism.",hint:"He was fighting France AND the Ottomans while trying to deal with Protestantism."}, {q:"What social changes did Lutheranism bring?",opts:["Nothing changed","Clergy could marry, monasteries closed, education expanded, services in vernacular German","Women gained full equality","Democracy was established"],ans:1,exp:"Lutheran reforms had broad social impact: married clergy, closure of monasteries, public education for all (so people could read the Bible), and worship in German.",hint:"Married priests, closed convents, German-language services, and public schools."}, {q:"The Peace of Augsburg (1555) established:",opts:["Religious freedom for individuals","Cuius regio, eius religio — each prince chose Lutheranism or Catholicism for their territory","Calvinism as the official religion","Complete religious tolerance"],ans:1,exp:"'Whose realm, his religion' — princes chose the faith of their territory. Subjects who disagreed had to move. Calvinism was NOT included, leading to future conflict.",hint:"The prince's religion = the people's religion."}, {q:"What major religious group was excluded from the Peace of Augsburg?",opts:["Lutherans","Catholics","Calvinists","Eastern Orthodox"],ans:2,exp:"Only Lutheranism and Catholicism were recognized. Calvinism's exclusion became a major cause of the Thirty Years' War (1618–1648).",hint:"This growing Protestant denomination was left out, causing future problems."}, {q:"What was Luther's view of the role of secular government?",opts:["Government should be controlled by the church","Government and church have separate spheres — secular rulers maintain order, the church cares for souls","There should be no government","All rulers should be priests"],ans:1,exp:"Luther's 'two kingdoms' doctrine separated spiritual and temporal authority — supporting existing political structures, which made his movement attractive to princes.",hint:"Two kingdoms: one spiritual (church), one temporal (state)."}, {q:"How did Lutheranism affect women?",opts:["It dramatically improved women's status","It closed convents (removing one path for educated women) but elevated marriage and motherhood as a calling","Women became priests","No impact on women"],ans:1,exp:"Closing convents eliminated opportunities for women's education and independence. However, the 'Protestant family' elevated the wife/mother role. The net effect was mixed.",hint:"Convents closed = fewer options; marriage elevated = new ideal. Mixed results."}, {q:"What was an 'anathema' in the context of the Reformation?",opts:["A type of prayer","A formal church condemnation or excommunication","A Bible translation","A political alliance"],ans:1,exp:"The Pope issued a bull (Exsurge Domine, 1520) threatening Luther with anathema (excommunication) unless he recanted. Luther publicly burned it.",hint:"The Church's ultimate spiritual punishment — casting someone out."}, {q:"What was the long-term political significance of the Reformation?",opts:["It strengthened papal authority","It fragmented Western Christendom and strengthened state sovereignty over religion","It united all of Europe","It had no political impact"],ans:1,exp:"The Reformation ended the idea of a unified Christian Europe. Individual states gained authority over religion, laying groundwork for the modern nation-state system.",hint:"One Church → many churches → states control their own religion."}, ]}, // ─── DAY 5: Calvin, Radical Reformation & English Reformation ─── { day:5, title:"Calvin, Radicals & the English Reformation", theme:"Reformation", questions:[ {q:"John Calvin's doctrine of predestination taught that:",opts:["Everyone is saved","God has already chosen who is saved (the 'elect') and who is damned","People earn salvation through good works","Salvation depends on church membership"],ans:1,exp:"Calvin argued God's omniscience means the saved and damned are predetermined. Good behavior is evidence of election, not its cause.",hint:"God already knows — and has decided — who will be saved."}, {q:"Calvin established a theocracy in which city?",opts:["Zurich","Wittenberg","Geneva","Paris"],ans:2,exp:"Calvin's Geneva became a model 'City of God' — strict moral codes enforced by the Consistory, religious education required, and dissent punished.",hint:"This Swiss city became the headquarters of Calvinism."}, {q:"The Calvinist concept of the 'elect' meant:",opts:["Democratically chosen leaders","Those predestined by God for salvation","The wealthiest citizens","Elected church officials"],ans:1,exp:"The elect were God's chosen — and since no one could know for certain, Calvinists developed intense self-discipline and moral rigor to demonstrate they were likely among the saved.",hint:"Those chosen by God before birth for salvation."}, {q:"How did Calvinism differ from Lutheranism on church governance?",opts:["No difference","Calvinism used a presbyterian system (elected elders) vs. Luther's reliance on princes and state churches","Calvin supported papal authority","Luther used elected elders"],ans:1,exp:"Calvin's church was governed by elected elders (presbyters) and pastors — more democratic and independent of state control than Luther's prince-led model.",hint:"Elected elders governed Calvinist churches — not princes or bishops."}, {q:"Who were the Anabaptists?",opts:["Catholic reformers","Radical reformers who rejected infant baptism, demanded separation of church and state, and were persecuted by both Catholics and Protestants","Luther's closest allies","A monastic order"],ans:1,exp:"Anabaptists ('re-baptizers') insisted on adult baptism, pacifism, and separation from worldly government. Both Catholic and mainstream Protestant authorities persecuted them.",hint:"They re-baptized adults and were persecuted by BOTH sides."}, {q:"The Münster Rebellion (1534–1535) was:",opts:["A successful revolution","An Anabaptist takeover of Münster that established a radical commune before being violently crushed","A Lutheran uprising","A Calvinist revolt"],ans:1,exp:"Radical Anabaptists seized Münster, instituting communal property and polygamy. The city was besieged and retaken — the episode discredited radical Anabaptism.",hint:"Radical Anabaptists briefly took over this German city with disastrous results."}, {q:"Henry VIII initially broke from Rome because:",opts:["He converted to Protestantism","The Pope refused to annul his marriage to Catherine of Aragon","He wanted to be pope himself","Parliament forced him to"],ans:1,exp:"Henry wanted a male heir. When Pope Clement VII (under pressure from Catherine's nephew Charles V) refused the annulment, Henry declared himself head of the English Church.",hint:"He needed a divorce the Pope wouldn't grant."}, {q:"The Act of Supremacy (1534) declared:",opts:["The Pope was supreme in England","The English monarch was the Supreme Head of the Church of England","Parliament controlled the church","Luther's ideas were law in England"],ans:1,exp:"This act formally broke England from Rome, making the king (not the pope) the supreme authority over the English church.",hint:"The king replaced the pope as head of England's church."}, {q:"Under Edward VI (1547–1553), England became:",opts:["More Catholic","More genuinely Protestant, with the Book of Common Prayer and Protestant theology","A Calvinist theocracy","Muslim"],ans:1,exp:"Edward's Protestant advisors (Cranmer) introduced the English-language Book of Common Prayer and moved the Church of England toward genuine Protestant theology.",hint:"This young king's advisors pushed England toward real Protestantism."}, {q:"'Bloody Mary' (Mary I) earned her nickname by:",opts:["Painting with red ink","Attempting to restore Catholicism and executing ~300 Protestants","Leading military campaigns","Wearing red dresses"],ans:1,exp:"Mary I (1553–1558) tried to reverse the Reformation, re-establishing Catholicism and burning Protestant 'heretics' including Archbishop Cranmer.",hint:"She executed hundreds of Protestants trying to restore Catholicism."}, {q:"Elizabeth I's religious settlement was:",opts:["Purely Catholic","A 'middle way' (via media) combining Protestant theology with some Catholic ceremonies","Purely Calvinist","Atheistic"],ans:1,exp:"The Elizabethan Settlement (1559) created a uniquely English compromise — Protestant doctrine but traditional ceremonies, bishops, and vestments. This 'via media' defined Anglicanism.",hint:"She found a compromise between Protestant doctrine and Catholic practice."}, {q:"Ulrich Zwingli differed from Luther primarily on:",opts:["The authority of Scripture","The nature of the Eucharist — Zwingli saw it as purely symbolic, not a real presence","The importance of faith","The role of preaching"],ans:1,exp:"At the Marburg Colloquy (1529), Luther and Zwingli couldn't agree on communion. Zwingli saw it as merely symbolic; Luther insisted on Christ's real presence. This split prevented Protestant unity.",hint:"They agreed on almost everything except what happens with the bread and wine."}, {q:"The Huguenots were:",opts:["German Lutherans","French Calvinists","English Puritans","Italian humanists"],ans:1,exp:"French Calvinists (Huguenots) were a significant minority, often from the nobility and merchant class. Their conflict with Catholics led to decades of religious wars.",hint:"French followers of Calvin's theology."}, {q:"John Knox brought Calvinism to which country?",opts:["England","France","Scotland","Spain"],ans:2,exp:"Knox (c. 1514–1572) established the Presbyterian Church in Scotland, making it one of the most thoroughly Calvinist nations in Europe.",hint:"This fiery preacher established Presbyterianism north of England."}, {q:"The Marburg Colloquy (1529) was significant because:",opts:["It united all Protestants","It revealed the irreconcilable split between Luther and Zwingli over the Eucharist, preventing Protestant unity","It was a Catholic council","It ended the Reformation"],ans:1,exp:"Philip of Hesse organized this meeting hoping to unite Protestants, but Luther and Zwingli's disagreement on communion made a unified Protestant front impossible.",hint:"Luther and Zwingli couldn't agree, and Protestantism stayed divided."}, {q:"What was the Consistory in Calvin's Geneva?",opts:["A parliament","A body of ministers and elders that enforced moral discipline on all citizens","A university","A trading company"],ans:1,exp:"The Consistory regulated behavior — from church attendance to dancing, gambling, and clothing. Geneva became the most morally regulated city in Europe.",hint:"This body policed the morals of everyone in Geneva."}, {q:"Michael Servetus was executed in Geneva for:",opts:["Murder","Denying the Trinity — showing Calvin's willingness to use execution for heresy","Theft","Political rebellion"],ans:1,exp:"Servetus rejected the Trinity and was burned at Calvin's instigation (1553). This showed that Protestant cities could be as intolerant as Catholic ones.",hint:"He denied a core Christian doctrine and Calvin had him executed."}, {q:"The 'Weber thesis' connects Calvinism to:",opts:["Art patronage","The rise of capitalism — Calvinist work ethic and discipline encouraged wealth accumulation","Military conquest","Scientific revolution"],ans:1,exp:"Max Weber argued in The Protestant Ethic and the Spirit of Capitalism that Calvinist values (hard work, thrift, discipline) created cultural conditions favorable to capitalism.",hint:"Max Weber connected Protestant work ethic to economic development."}, {q:"The Dissolution of the Monasteries (1536–1541) under Henry VIII:",opts:["Strengthened the Catholic Church in England","Closed English monasteries, enriching the crown and creating a Protestant landed class with a stake in the Reformation","Was reversed by Elizabeth","Only affected London"],ans:1,exp:"Henry seized monastery lands (25% of England) and sold them to the gentry, creating a class of landowners who had financial reasons to oppose any return to Catholicism.",hint:"New landowners wouldn't want Catholicism back — they'd lose their property."}, {q:"What connected the spread of Calvinism to resistance theory?",opts:["Nothing — Calvinists were always obedient","Calvinists like John Knox argued that tyrannical (Catholic) rulers could legitimately be overthrown","Calvin opposed all political action","Calvinism was apolitical"],ans:1,exp:"Unlike Luther (who supported established authorities), some Calvinists developed theories justifying resistance to 'ungodly' rulers — influencing later revolutions.",hint:"Some Calvinists argued citizens could resist tyrannical rulers."}, {q:"The 'Elect' in Calvinist theology were expected to demonstrate their status through:",opts:["Wealth alone","Moral discipline, hard work, sobriety, and visible godly behavior","Military service","Monastic withdrawal"],ans:1,exp:"Since no one could be certain of election, Calvinists lived with intense moral discipline — trying to show through their behavior that they were among God's chosen.",hint:"Visible godly living as evidence (not proof) of salvation."}, {q:"The Pilgrimage of Grace (1536) was:",opts:["A journey to Jerusalem","A northern English Catholic uprising against Henry VIII's religious reforms","A Protestant march","A trade expedition"],ans:1,exp:"Northern English Catholics rebelled against the Dissolution of the Monasteries and religious changes. Henry suppressed it brutally, executing ~200 leaders.",hint:"English Catholics in the north revolted against Henry's break from Rome."}, {q:"Which group practiced community of goods (shared property)?",opts:["Lutherans","Calvinists","Hutterites (Anabaptist group)","Anglicans"],ans:2,exp:"The Hutterites, an Anabaptist community founded by Jakob Hutter, practiced communal ownership of property — a radical position in the 16th century.",hint:"This Anabaptist community shared all property — they still exist today."}, {q:"Thomas Cranmer's most lasting contribution was:",opts:["Military leadership","Writing the Book of Common Prayer, which shaped English-language worship","Painting","Scientific discoveries"],ans:1,exp:"Cranmer's Book of Common Prayer (1549, revised 1552) created a beautiful English-language liturgy that defined Anglican worship for centuries.",hint:"His prayer book defined English-language Protestant worship."}, {q:"By 1560, Protestantism was dominant in:",opts:["Spain and Italy","Northern Germany, Scandinavia, England, Scotland, the Netherlands, and parts of Switzerland and France","All of Europe","Only Geneva"],ans:1,exp:"Protestantism spread across northern Europe while Catholic southern Europe (Spain, Italy, Austria) resisted — creating a lasting north-south religious divide.",hint:"Northern Europe became Protestant; southern Europe stayed Catholic."}, ]}, // ─── DAY 6: Counter-Reformation & Wars of Religion ─── { day:6, title:"Catholic Counter-Reformation & Wars of Religion", theme:"Reformation", questions:[ {q:"The Council of Trent (1545–1563) was the Catholic Church's:",opts:["Surrender to Protestantism","Official response to the Reformation — reaffirming doctrine and reforming abuses","Support for Luther","Plan to abolish the papacy"],ans:1,exp:"Trent reaffirmed Catholic teachings (transubstantiation, seven sacraments, faith + works for salvation) while addressing corruption — clearer seminary training, ending absenteeism.",hint:"The Church's major reform council that addressed Protestant challenges."}, {q:"The Jesuits (Society of Jesus) were founded by:",opts:["Martin Luther","John Calvin","Ignatius of Loyola","Pope Paul III"],ans:2,exp:"Loyola (1491–1556), a former soldier, founded the Jesuits in 1540. They became the Church's intellectual and missionary elite — educators, missionaries, and Counter-Reformation agents.",hint:"A former Spanish soldier turned this order into the Church's intellectual army."}, {q:"The Jesuits were particularly effective at:",opts:["Military conquest","Education — they established elite schools across Europe and conducted missions worldwide","Banking","Farming"],ans:1,exp:"Jesuit schools educated Europe's Catholic elite, while Jesuit missionaries spread Catholicism to Asia, the Americas, and Africa.",hint:"Their schools became the gold standard of European education."}, {q:"The Index of Forbidden Books was:",opts:["A library catalog","A Catholic list of books banned as heretical or immoral, including works by Luther, Calvin, and Galileo","A bestseller list","A university reading list"],ans:1,exp:"The Index (established 1559) censored Protestant writings, scientific works, and other books the Church considered dangerous. It wasn't formally abolished until 1966.",hint:"The Church's official censorship list of dangerous books."}, {q:"The French Wars of Religion (1562–1598) were primarily between:",opts:["France and England","French Catholics and Huguenots (French Calvinists)","Lutherans and Catholics","France and Spain"],ans:1,exp:"These devastating civil wars saw massacres on both sides. The powerful Guise family led Catholics; the Bourbon/Condé families led Huguenots.",hint:"French Catholics vs. French Calvinists in brutal civil wars."}, {q:"The St. Bartholomew's Day Massacre (August 24, 1572) involved:",opts:["A battle between France and Spain","Catholic mobs killing thousands of Huguenots in Paris, spreading to the provinces","A Protestant attack on Catholics","A peaceful negotiation"],ans:1,exp:"Beginning during Huguenot leaders' gathering for a royal wedding, Catholic mobs killed ~3,000 in Paris and up to 70,000 across France. It radicalized both sides.",hint:"Thousands of Protestants were murdered starting on a Catholic saint's feast day."}, {q:"The Edict of Nantes (1598) was significant because it:",opts:["Banned Protestantism","Granted Huguenots limited religious tolerance, political rights, and fortified cities — ending the French Wars of Religion","Established Calvinism as France's religion","United France with Spain"],ans:1,exp:"Henry IV's edict was a landmark in religious tolerance — Huguenots could worship (outside Paris), hold offices, and maintain garrison towns. It kept peace for nearly a century.",hint:"Henry IV granted Huguenots rights to end decades of religious war."}, {q:"Henry IV's famous (possibly apocryphal) statement 'Paris is worth a mass' meant:",opts:["He loved church music","He converted from Protestantism to Catholicism to secure the French throne — political pragmatism over religious principle","He wanted to be pope","Mass was expensive in Paris"],ans:1,exp:"Henry of Navarre, a Huguenot, converted to Catholicism to gain acceptance as King of France — prioritizing political stability over personal faith.",hint:"A Protestant king converted to Catholicism because ruling France was more important."}, {q:"The Thirty Years' War (1618–1648) began with:",opts:["Napoleon's invasion","The Defenestration of Prague — Bohemian Protestants threw Catholic officials out a window","A papal decree","The fall of Constantinople"],ans:1,exp:"Czech Protestants literally threw imperial Catholic officials out of a castle window in Prague (1618). This triggered a war that devastated Central Europe.",hint:"Bohemian Protestants threw Catholic officials out of a window — literally."}, {q:"The Thirty Years' War evolved from a religious conflict into:",opts:["A trade dispute","A broader political struggle for European dominance, with Catholic France even supporting Protestant Sweden against the Habsburgs","A purely theological debate","A colonial war"],ans:1,exp:"Cardinal Richelieu's France (Catholic) funded Protestant Sweden against the Catholic Habsburgs — proving that power politics trumped religious solidarity.",hint:"Catholic France supported Protestants to weaken the Habsburg dynasty."}, {q:"The Peace of Westphalia (1648) established:",opts:["Papal supremacy over Europe","The modern state system — state sovereignty, recognition of Calvinism, and the principle that each state controls its own affairs","A united European government","Return to the Holy Roman Empire's power"],ans:1,exp:"Westphalia ended the era of religious wars and created the foundation of international relations: sovereign states, non-interference, and diplomatic negotiation.",hint:"It created the modern nation-state system based on sovereignty."}, {q:"The Thirty Years' War's impact on Germany was:",opts:["Minimal","Devastating — perhaps 25-40% of the population died, with widespread destruction and economic collapse","It strengthened Germany","It unified Germany"],ans:1,exp:"Germany suffered more than any other region: famine, plague, massacres, and economic devastation set German development back by generations.",hint:"Germany lost perhaps a third of its population — worse than the Black Death in some areas."}, {q:"Teresa of Ávila contributed to the Counter-Reformation by:",opts:["Leading an army","Reforming the Carmelite order and writing influential mystical works that revitalized Catholic spirituality","Becoming pope","Founding the Jesuits"],ans:1,exp:"Teresa (1515–1582) reformed the Carmelite nuns, established 'discalced' (barefoot) convents emphasizing poverty and prayer, and wrote profound mystical texts.",hint:"She reformed a religious order and wrote about deep mystical prayer."}, {q:"The Inquisition during the Counter-Reformation primarily operated in:",opts:["England and Germany","Spain, Italy, and Portugal — Catholic regions where it suppressed heresy and enforced orthodoxy","Scandinavia","The Ottoman Empire"],ans:1,exp:"The Roman and Spanish Inquisitions investigated suspected Protestants, conversos, and unorthodox thinkers. Galileo was tried by the Roman Inquisition in 1633.",hint:"Catholic countries in southern Europe used this institution to enforce religious conformity."}, {q:"Baroque art, which emerged from the Counter-Reformation, was characterized by:",opts:["Simple, plain decoration","Dramatic emotion, grandeur, rich color, and movement — designed to inspire awe and Catholic devotion","Abstract geometric forms","Tiny miniature paintings"],ans:1,exp:"Baroque art (Bernini, Caravaggio, Rubens) used drama and spectacle to overwhelm viewers' senses — a visual weapon in the Counter-Reformation's campaign to win hearts.",hint:"Think grand, dramatic, emotional — designed to overwhelm and inspire faith."}, {q:"The Edict of Restitution (1629) attempted to:",opts:["Grant religious freedom","Restore to the Catholic Church all property taken by Protestants since 1552","End the Thirty Years' War","Create a new empire"],ans:1,exp:"Emperor Ferdinand II tried to reverse decades of Protestant land seizures. This hardline Catholic decree prolonged and intensified the Thirty Years' War.",hint:"The Emperor tried to take back all Church property that Protestants had seized."}, {q:"Gustavus Adolphus of Sweden entered the Thirty Years' War to:",opts:["Support the Catholic cause","Defend Protestantism and expand Swedish power in the Baltic region","Conquer France","Trade with the Ottomans"],ans:1,exp:"The 'Lion of the North' intervened in 1630 with a modern, disciplined army. His victories saved German Protestantism, though he died at the Battle of Lützen (1632).",hint:"The 'Lion of the North' intervened to save German Protestantism."}, {q:"Cardinal Richelieu's foreign policy prioritized:",opts:["Catholic unity above all","French national interests over religious solidarity — he supported Protestants against Habsburg rivals","Protestant conversion","Papal supremacy"],ans:1,exp:"Richelieu (Louis XIII's chief minister) funded Protestant Sweden and German princes against the Catholic Habsburgs. Raison d'état (reason of state) trumped religion.",hint:"France's interests came before Catholic solidarity — raison d'état."}, {q:"What was the lasting religious geography of Europe after 1648?",opts:["All of Europe became Protestant","Northern Europe largely Protestant, Southern Europe Catholic — a division that persists today","Eastern Europe became Protestant","Religion disappeared from politics"],ans:1,exp:"The Peace of Westphalia essentially froze the religious map: Scandinavia, Northern Germany, Netherlands, Britain = Protestant; Spain, Italy, France, Austria, Poland = Catholic.",hint:"The north-south religious divide was locked in and still exists."}, {q:"The concept of 'cuius regio, eius religio' was expanded at Westphalia to include:",opts:["Islam","Calvinism alongside Lutheranism and Catholicism","Hinduism","Atheism"],ans:1,exp:"The Peace of Augsburg (1555) only recognized Lutheranism and Catholicism. Westphalia added Calvinism — reflecting the reality that Calvinism had become a major force.",hint:"The 1555 peace excluded this group; the 1648 peace included them."}, {q:"The decline of the Holy Roman Empire after 1648 was caused by:",opts:["Ottoman conquest","The Peace of Westphalia granting its member states effective sovereignty, making the Emperor a figurehead","British invasion","Economic prosperity"],ans:1,exp:"Westphalia gave HRE states the right to conduct foreign policy independently. The Emperor's authority became nominal — the HRE fragmented into hundreds of sovereign entities.",hint:"Member states gained sovereignty, making the Emperor almost powerless."}, {q:"Philip II of Spain saw himself as:",opts:["A Renaissance artist","The champion of Catholic Counter-Reformation, fighting Protestantism everywhere","A neutral observer","A Protestant sympathizer"],ans:1,exp:"Philip II (r. 1556–1598) used Spain's vast wealth and military to fight Protestantism — in the Netherlands, against England (Armada, 1588), and supporting French Catholics.",hint:"He used Spanish power to fight Protestantism across Europe."}, {q:"The Spanish Armada's defeat (1588) was significant because:",opts:["It ended all naval warfare","It prevented Spain from crushing Protestant England and showed Spain's military was not invincible","Spain conquered England","It had no lasting impact"],ans:1,exp:"The Armada's failure to invade England preserved English Protestantism and marked the beginning of Spain's decline and England's rise as a naval power.",hint:"England survived, and Spain's image of invincibility was shattered."}, {q:"The Ursuline order, founded during the Counter-Reformation, focused on:",opts:["Military campaigns","Educating girls and women — one of the first religious orders dedicated to women's education","Scientific research","Political advocacy"],ans:1,exp:"Founded by Angela Merici (1535), the Ursulines pioneered female education. They became one of the largest teaching orders and established schools worldwide.",hint:"This women's order pioneered education for girls."}, {q:"What was the overall legacy of the Reformation era (1517–1648)?",opts:["Nothing changed","Religious fragmentation, state sovereignty over religion, devastating wars, but also increased literacy, education, and individual conscience","Europe became more unified","The Catholic Church disappeared"],ans:1,exp:"The Reformation shattered Western Christian unity but also promoted literacy (reading the Bible), education, and the principle of individual religious conscience — legacies that shaped modern Europe.",hint:"Fragmentation but also literacy, education, and individual conscience."}, ]}, // ─── DAY 7: Absolutism — France ─── { day:7, title:"French Absolutism: Louis XIV", theme:"Absolutism", questions:[ {q:"'L'état, c'est moi' ('I am the state') is attributed to:",opts:["Napoleon","Louis XIV","Henry IV","Richelieu"],ans:1,exp:"This phrase captures Louis XIV's belief that all state authority flowed from his person — the essence of absolutism.",hint:"The Sun King who ruled for 72 years."}, {q:"Versailles served Louis XIV's political goals by:",opts:["Housing the poor","Keeping nobles at court under royal surveillance, away from their power bases","Serving as a military fortress","Being a public university"],ans:1,exp:"By requiring nobles to live at Versailles, Louis controlled them through elaborate court rituals and competitions for royal favor.",hint:"Nobles competing for the king's attention couldn't plot rebellion."}, {q:"Jean-Baptiste Colbert served Louis XIV as:",opts:["Military commander","Finance minister who promoted mercantilism, manufacturing, and colonial trade","Court painter","Religious advisor"],ans:1,exp:"Colbert built France's economy through protective tariffs, state-sponsored manufacturing (Gobelins tapestries), colonial ventures, and infrastructure.",hint:"He managed France's economy with mercantilist policies."}, {q:"Louis XIV revoked the Edict of Nantes in 1685 because:",opts:["He wanted religious uniformity under Catholicism","Huguenots had attacked him","It was economically beneficial","Parliament demanded it"],ans:0,exp:"The Edict of Fontainebleau forced Huguenots to convert or leave. ~200,000 skilled Protestants fled, damaging France's economy and enriching rivals like Prussia and the Netherlands.",hint:"Religious uniformity mattered more to him than keeping skilled workers."}, {q:"The War of Spanish Succession (1701–1714) was fought because:",opts:["Spain invaded France","European powers feared the union of French and Spanish crowns under Bourbon control would upset the balance of power","England wanted to conquer Spain","It was a religious war"],ans:1,exp:"When Louis XIV's grandson became King of Spain, a coalition fought to prevent Franco-Spanish Bourbon dominance. The Treaty of Utrecht (1713) restored balance.",hint:"A Bourbon on BOTH thrones threatened to dominate Europe."}, {q:"The concept of 'divine right of kings' held that:",opts:["Kings were gods","Monarchs received authority from God and were accountable only to God, not to the people","People elected kings","The Church appointed kings"],ans:1,exp:"Bishop Bossuet articulated this theory — monarchs were God's lieutenants on earth. Questioning the king was questioning God.",hint:"God → King → People. The king answers only to God."}, {q:"What was the intendant system?",opts:["A religious court","Royal officials sent to provinces to enforce the king's will, collect taxes, and administer justice — bypassing local nobles","A banking system","A military unit"],ans:1,exp:"Intendants were the king's direct agents in the provinces — loyal bureaucrats who ensured royal policies were implemented, reducing noble autonomy.",hint:"The king's agents in the provinces who reported directly to Paris."}, {q:"The Fronde (1648–1653) was:",opts:["A dance","A series of rebellions by French nobles and parlements against royal authority during Louis XIV's childhood","A naval battle","A treaty"],ans:1,exp:"Young Louis XIV witnessed these revolts. The trauma shaped his determination to crush noble independence — motivating his later absolutist policies and Versailles.",hint:"Noble rebellions during young Louis's childhood traumatized him into absolutism."}, {q:"Cardinal Mazarin's role was:",opts:["He was pope","He was Richelieu's successor as chief minister, guiding France through the Fronde and consolidating royal power for Louis XIV","He was a general","He was a Protestant leader"],ans:1,exp:"Mazarin (d. 1661) continued Richelieu's centralization policies. When he died, Louis XIV famously declared he would be his own chief minister.",hint:"He continued Richelieu's work until Louis XIV was ready to rule alone."}, {q:"French classicism under Louis XIV reflected absolutism through:",opts:["Chaotic, disorderly art","Order, symmetry, discipline, and grandeur in art, architecture, and literature (Racine, Molière)","Simple peasant art","Gothic architecture"],ans:1,exp:"Just as Louis imposed political order, French classical art emphasized rules, proportion, and control — the cultural expression of absolutist ideals.",hint:"Art mirrored politics: order, rules, grandeur, discipline."}, {q:"Why did Louis XIV's wars ultimately weaken France?",opts:["He always won easily","Constant warfare drained the treasury, caused famine, and left France exhausted and financially vulnerable","He never fought any wars","His wars were very short"],ans:1,exp:"Decades of war (Dutch War, League of Augsburg, Spanish Succession) bankrupted France. By Louis's death (1715), France was deeply in debt — a root cause of the Revolution 74 years later.",hint:"Endless wars emptied the treasury and set up France's financial crisis."}, {q:"The Treaty of Utrecht (1713) established:",opts:["French dominance of Europe","A balance of power — France kept its borders but couldn't unite with Spain; Britain gained Gibraltar and colonies","German unification","The end of all European wars"],ans:1,exp:"Utrecht prevented Bourbon hegemony: Philip V kept Spain's throne but renounced claims to France. Britain emerged as a major colonial and naval power.",hint:"No union of France and Spain; Britain gained significantly."}, {q:"How did Louis XIV control the French Church?",opts:["He became pope","Through Gallicanism — the French king had significant authority over the Catholic Church within France, appointing bishops","He abolished the Church","He converted to Protestantism"],ans:1,exp:"Gallicanism gave French kings power over church appointments, revenues, and even some doctrine. The French Church was essentially a department of the state.",hint:"The French Church answered to the king almost as much as to the pope."}, {q:"The War of the League of Augsburg (1688–1697) was caused by:",opts:["English aggression","Louis XIV's aggressive expansion into the Rhineland, alarming neighboring states into forming a coalition against him","Ottoman invasion","A trade dispute"],ans:1,exp:"Louis's invasions united England, the Netherlands, Spain, Austria, and German states against France. The war showed limits to French expansion.",hint:"Louis pushed too far and Europe pushed back."}, {q:"Which architectural style is Versailles?",opts:["Gothic","Baroque classicism — grand, symmetrical, ornate interiors with formal geometric gardens","Art Nouveau","Romanesque"],ans:1,exp:"Versailles combined French classical restraint with Baroque splendor — the Hall of Mirrors, geometric gardens by Le Nôtre, and elaborate fountains symbolized royal power.",hint:"Grand, symmetrical, with those famous geometric gardens and the Hall of Mirrors."}, {q:"Louis XIV's 'one king, one law, one faith' policy meant:",opts:["Religious tolerance","Political, legal, and religious centralization under the monarch — no regional variation or religious diversity permitted","Democracy","Free trade"],ans:1,exp:"This absolutist ideal sought uniformity in every sphere — centralized laws replacing regional customs, one religion (Catholicism) replacing tolerance, one authority (the king) replacing local powers.",hint:"Everything uniform, everything centralized, everything under royal control."}, {q:"What was the 'balance of power' concept?",opts:["A physics theory","The diplomatic principle that no single state should dominate Europe — alliances form to check any rising power","A trade agreement","A military tactic"],ans:1,exp:"This became the organizing principle of European diplomacy after the wars of Louis XIV. When one state grew too strong, others allied against it.",hint:"If one country gets too powerful, the others team up against it."}, {q:"Mercantilism under Louis XIV included:",opts:["Free trade with everyone","State-supported manufacturing, protective tariffs, colonial expansion, and favorable trade balances","Socialism","No government involvement in economy"],ans:1,exp:"Colbert built royal manufactures, imposed tariffs on Dutch/English goods, expanded the navy, and developed colonies (New France, Caribbean) to increase French wealth.",hint:"Government controls trade to accumulate wealth — Colbert's specialty."}, {q:"The salon culture that developed under Louis XIV was:",opts:["A hairdressing trend","Gatherings hosted by elite women where intellectuals discussed ideas — seeds of the future Enlightenment","Military briefings","Church services"],ans:1,exp:"Salons, hosted by women like Madame de Rambouillet, became spaces for intellectual exchange outside royal and church control — precursors to Enlightenment discourse.",hint:"Elite women hosted gatherings where intellectuals debated freely."}, {q:"What was the 'lever' and 'coucher' at Versailles?",opts:["Architectural features","Elaborate public rituals of the king's morning rising and evening retiring — nobles competed for the honor of attending","Military drills","Religious services"],ans:1,exp:"These rituals turned the king's daily routine into political theater. Nobles who attended gained prestige; those excluded lost status. Control through ceremony.",hint:"The king's waking up and going to bed became elaborate political ceremonies."}, {q:"Louis XIV's longest war was:",opts:["War of the League of Augsburg","War of Spanish Succession (1701–1714)","Franco-Dutch War","Thirty Years' War"],ans:1,exp:"The War of Spanish Succession lasted 13 years and nearly bankrupted France. The elderly Louis XIV saw French territory invaded for the first time.",hint:"His last and most exhausting war over who would rule Spain."}, {q:"How did Louis XIV differ from earlier French kings regarding the Estates-General?",opts:["He called it frequently","He never called it — ruling without any representative assembly for his entire 72-year reign","He abolished it formally","He expanded its powers"],ans:1,exp:"Louis XIV ruled without summoning the Estates-General even once. It wouldn't meet again until 1789 — when it helped trigger the French Revolution.",hint:"Not called once during his reign. The next time? 1789."}, {q:"The dragonnades were:",opts:["Dragon-themed festivals","The quartering of brutal soldiers in Huguenot homes to force conversion to Catholicism","A type of cannon","Naval tactics"],ans:1,exp:"Before formally revoking the Edict of Nantes, Louis used dragonnades — billeting soldiers who terrorized Protestant families — to pressure conversion.",hint:"Soldiers terrorized Protestant families to force them to convert."}, {q:"Louis XIV's legacy for France was:",opts:["A perfect government","A powerful centralized state but also crushing debt, religious intolerance, and seeds of the Revolution","Democratic institutions","A weak monarchy"],ans:1,exp:"Louis created the most powerful state in Europe but left France financially exhausted and socially rigid — problems his successors couldn't solve, leading to 1789.",hint:"Glorious state, but crushing debt and rigidity that eventually caused revolution."}, {q:"What lesson did other European monarchs take from Louis XIV?",opts:["Avoid building palaces","Absolutism was the model to emulate — many built their own 'Versailles' and imitated French court culture","Democracy was inevitable","Religion should be abolished"],ans:1,exp:"From Peter the Great's St. Petersburg to Frederick the Great's Sanssouci, European monarchs imitated Versailles. French became the language of European diplomacy and courts.",hint:"Everyone wanted their own Versailles and copied French style."}, ]}, // ─── DAY 8: Absolutism — Eastern Europe ─── { day:8, title:"Eastern European Absolutism: Russia & Prussia", theme:"Absolutism", questions:[ {q:"Peter the Great westernized Russia primarily to:",opts:["Please his wife","Modernize Russia's military and economy to compete with Western European powers","Convert to Protestantism","Conquer France"],ans:1,exp:"Peter studied Western shipbuilding, technology, and administration firsthand, then forcibly modernized Russia to make it a European great power.",hint:"Military competition with the West drove his reforms."}, {q:"St. Petersburg was built to:",opts:["Replace Moscow as a more Western-oriented capital and provide a 'window to the West'","House the poor","Be a vacation resort","Store grain"],ans:0,exp:"Peter built his new capital on swampy Baltic land using forced labor. It symbolized Russia's new European orientation — facing west, not east.",hint:"A 'window to the West' on the Baltic Sea."}, {q:"Peter the Great's Table of Ranks (1722) was:",opts:["A dining guide","A merit-based system of government service where rank came from service, not just birth","A tax system","A military formation"],ans:1,exp:"The Table of Ranks allowed talented commoners to rise through military or civil service, weakening the old hereditary aristocracy's monopoly on power.",hint:"Advancement based on service to the state, not just noble birth."}, {q:"The boyars were:",opts:["Russian peasants","Russia's traditional landowning nobility whom Peter forced to westernize","Ottoman soldiers","Polish merchants"],ans:1,exp:"Peter humiliated the boyars by forcing them to shave their beards, wear Western clothes, and attend Western-style social gatherings.",hint:"Old Russian nobles who had to cut their beards and wear Western dress."}, {q:"Serfdom in Russia under Peter the Great:",opts:["Was abolished","Intensified — serfs were bound more tightly to the land and conscripted for labor and military service","Remained unchanged","Was voluntary"],ans:1,exp:"Peter's modernization was built on serf labor — conscripted for the army, forced into construction (St. Petersburg), and taxed through the soul tax.",hint:"Modernization came at a terrible cost to Russia's peasants."}, {q:"Frederick William I of Prussia (the 'Soldier King') built:",opts:["A great navy","Europe's most efficient army and bureaucracy, creating the Prussian military tradition","A grand palace like Versailles","A democratic parliament"],ans:1,exp:"Frederick William I (r. 1713–1740) was obsessed with military efficiency. He created the 80,000-man Prussian army — the fourth largest in Europe from a small state.",hint:"He earned his nickname by building a massive, disciplined military."}, {q:"The Junker class in Prussia was:",opts:["Urban merchants","The landowning military aristocracy who provided officers for the Prussian army","Industrial workers","Church officials"],ans:1,exp:"Junkers formed the backbone of Prussian military culture — they served as army officers in exchange for authority over their serfs and estates.",hint:"Prussian landed nobility who served as military officers."}, {q:"Frederick the Great (Frederick II) was considered an 'enlightened despot' because he:",opts:["Abolished the monarchy","Reformed law, promoted religious tolerance, patronized arts, but maintained absolute power and serfdom","Established democracy","Gave up his throne"],ans:1,exp:"Frederick corresponded with Voltaire, reformed Prussian law, allowed religious freedom, and improved education — while keeping full autocratic control.",hint:"He adopted Enlightenment ideas selectively while keeping absolute power."}, {q:"The Great Northern War (1700–1721) was primarily between:",opts:["England and France","Russia and Sweden for Baltic dominance","Austria and Ottoman Empire","Spain and Portugal"],ans:1,exp:"Peter the Great defeated Sweden's Charles XII, transforming Russia into a major European power and gaining crucial Baltic territory including where St. Petersburg was built.",hint:"Russia replaced Sweden as the dominant power around the Baltic Sea."}, {q:"Catherine the Great expanded Russia by:",opts:["Purchasing territory","Conquering Crimea, partitioning Poland, and expanding to the Black Sea","Peaceful diplomacy only","Inheriting territory"],ans:1,exp:"Catherine (r. 1762–1796) gained warm-water ports on the Black Sea, absorbed much of Poland, and pushed Russian borders westward and southward.",hint:"Black Sea access, Polish territory, Crimea — Russia grew enormously."}, {q:"Catherine the Great's Nakaz (Instructions) was:",opts:["A military manual","A document outlining Enlightenment-inspired legal reforms that were largely never implemented","A cookbook","A religious text"],ans:1,exp:"Catherine wrote the Nakaz citing Montesquieu and Beccaria but backed away from real reform when the nobility resisted and after Pugachev's Rebellion scared her.",hint:"She wrote about Enlightenment reform but mostly didn't follow through."}, {q:"Pugachev's Rebellion (1773–1775) was:",opts:["A noble revolt","A massive serf/Cossack uprising that terrified Catherine into tightening noble control over serfs","A religious movement","A student protest"],ans:1,exp:"Yemelyan Pugachev led a massive revolt claiming to be the true Tsar. After crushing it, Catherine gave nobles even more power over serfs — the opposite of Enlightenment ideals.",hint:"A huge serf uprising that made Catherine MORE autocratic, not less."}, {q:"The Partition of Poland (1772, 1793, 1795) was:",opts:["Poland dividing itself","Russia, Prussia, and Austria dividing Polish territory among themselves until Poland disappeared from the map","A trade agreement","A peace treaty"],ans:1,exp:"Three neighboring powers carved up Poland in stages. By 1795, Poland no longer existed as a state — it wouldn't be independent again until 1918.",hint:"Three empires carved up Poland until it disappeared entirely."}, {q:"Austria's Maria Theresa (r. 1740–1780) was significant because:",opts:["She abdicated","She defended her throne in the War of Austrian Succession and began modernizing the Habsburg state","She conquered France","She established democracy"],ans:1,exp:"Maria Theresa fought off Frederick the Great's attempt to seize Silesia, reformed taxation, centralized administration, and improved education.",hint:"She defended her inheritance and modernized the Habsburg state."}, {q:"The War of Austrian Succession (1740–1748) was triggered by:",opts:["Religious conflict","Frederick the Great's seizure of Silesia after Maria Theresa inherited the Habsburg throne","Ottoman invasion","A trade dispute"],ans:1,exp:"Frederick II opportunistically invaded wealthy Silesia when Maria Theresa became ruler. This began a rivalry between Austria and Prussia that shaped German history.",hint:"Prussia grabbed Austrian territory the moment a woman took the throne."}, {q:"Joseph II of Austria was the most radical 'enlightened despot' because he:",opts:["Abolished the monarchy","Abolished serfdom, granted religious tolerance, and reformed law — but most reforms were reversed after his death","Conquered France","Became Protestant"],ans:1,exp:"Joseph II went further than any monarch: abolishing serfdom, tolerating Protestants and Jews, closing contemplative monasteries. But his speed alienated nobles, and successors undid most reforms.",hint:"He reformed too fast and too much — most changes didn't survive him."}, {q:"The Diplomatic Revolution of 1756 saw:",opts:["No changes in alliances","Traditional enemies France and Austria allying against Prussia and Britain — reversing centuries of rivalry","All of Europe uniting","The end of diplomacy"],ans:1,exp:"The ancient Habsburg-Bourbon rivalry ended as Austria (Maria Theresa) allied with France against the new threat: Frederick the Great's Prussia, allied with Britain.",hint:"Old enemies became allies; old allies became enemies."}, {q:"The Seven Years' War (1756–1763) has been called:",opts:["A minor skirmish","The first 'world war' — fought in Europe, North America, India, and the Caribbean","A religious war","A naval battle only"],ans:1,exp:"Fighting spanned continents: Prussia vs. Austria/France/Russia in Europe; Britain vs. France in North America (French and Indian War) and India. Britain and Prussia emerged dominant.",hint:"It was fought on multiple continents simultaneously."}, {q:"What was serfdom?",opts:["Voluntary farm work","A system where peasants were legally bound to the land and subject to their landlord's authority — essentially unfree labor","A type of tax","Military conscription"],ans:1,exp:"Serfs couldn't leave their land, marry, or change occupation without the lord's permission. In Russia, serfs were practically property — bought and sold with the land.",hint:"Peasants bound to the land — unfree but not technically enslaved."}, {q:"How did Eastern European absolutism differ from Western?",opts:["No difference","Eastern absolutism relied more heavily on serfdom and had weaker middle classes and representative institutions","Eastern Europe was more democratic","Western Europe had more serfdom"],ans:1,exp:"Western Europe had stronger towns, merchants, and parliaments. Eastern monarchs relied on serf-owning nobles and had fewer checks on power.",hint:"Weaker cities, fewer merchants, no real parliaments, more serfdom."}, {q:"The 'service nobility' concept meant:",opts:["Nobles serving in churches","Noble status depended on service to the state (military/bureaucratic) rather than just birth","Commoners serving nobles","No nobility existed"],ans:1,exp:"Both Peter the Great's Table of Ranks and Prussian Junker traditions tied noble privilege to state service, making aristocrats functionally dependent on the monarch.",hint:"Your rank depended on serving the state, not just being born noble."}, {q:"The Ottoman Empire's relationship with European absolutism was:",opts:["They were allies","The Ottoman threat motivated military modernization and centralization in Austria, Russia, and other states","They had no interaction","Europe conquered the Ottomans easily"],ans:1,exp:"The Ottoman siege of Vienna (1683) and constant border wars drove Habsburg and Russian military buildup and administrative centralization.",hint:"The Ottoman threat pushed European states to build stronger armies and governments."}, {q:"What was 'cameralism'?",opts:["A photography technique","The German/Austrian equivalent of mercantilism — state economic management to increase revenue and power","A type of government","A religious movement"],ans:1,exp:"Cameralist thinkers advised Prussian and Austrian rulers on efficient taxation, economic development, and state administration — the intellectual foundation of enlightened despotism.",hint:"The German version of state-managed economics for building power."}, {q:"The Pragmatic Sanction (1713) was:",opts:["A military alliance","Charles VI's decree ensuring his daughter Maria Theresa could inherit all Habsburg territories","A trade agreement","A religious edict"],ans:1,exp:"Charles VI spent his reign getting European powers to accept female Habsburg succession. Frederick the Great violated it immediately by invading Silesia in 1740.",hint:"It was supposed to guarantee a woman could inherit the Habsburg throne."}, {q:"By 1750, the five great powers of Europe were:",opts:["Spain, Portugal, Italy, Switzerland, Poland","France, Britain, Austria, Prussia, and Russia","Only France and Britain","Scandinavia and the Netherlands"],ans:1,exp:"These five states dominated European politics through the 18th and 19th centuries. The old powers (Spain, Netherlands, Sweden, Poland) had declined.",hint:"The 'pentarchy' that dominated European affairs for the next century."}, ]}, // ─── DAY 9: English Constitutionalism ─── { day:9, title:"English Constitutionalism & the Glorious Revolution", theme:"Absolutism", questions:[ {q:"The English Civil War (1642–1649) was primarily between:",opts:["England and France","Royalists (Cavaliers) supporting Charles I and Parliamentarians (Roundheads) led by Oliver Cromwell","Catholics and Protestants","England and Scotland"],ans:1,exp:"Charles I's attempts to rule without Parliament and impose religious uniformity triggered civil war. Parliament won, and Charles was executed in 1649.",hint:"King vs. Parliament — and Parliament won."}, {q:"Charles I was executed in 1649 for:",opts:["Being Catholic","Treason against the English people — the first time a European king was tried and executed by his own subjects","Losing a battle","Tax evasion"],ans:1,exp:"Charles's execution shocked Europe. It established the radical principle that kings could be held accountable by the people — though this was a minority view at the time.",hint:"A king executed by his own people — unprecedented in European history."}, {q:"Oliver Cromwell ruled England as:",opts:["King","Lord Protector — essentially a military dictator who was offered but refused the crown","Prime Minister","Bishop"],ans:1,exp:"Cromwell's Commonwealth and then Protectorate (1649–1660) was a republic in name but a military dictatorship in practice. He dissolved Parliament when it opposed him.",hint:"He had kingly power without the title."}, {q:"The Restoration (1660) brought back:",opts:["Cromwell's heirs","The Stuart monarchy — Charles II returned from exile to take the throne","The Tudor dynasty","Republican government"],ans:1,exp:"After Cromwell's death, England tired of military rule. Charles II was invited back, restoring the monarchy but with the understanding that Parliament's role was permanent.",hint:"Cromwell died, England wanted a king again, so the Stuarts returned."}, {q:"The Habeas Corpus Act (1679) established:",opts:["The king's absolute authority","The right not to be imprisoned without being charged and brought before a court","Freedom of religion","Universal suffrage"],ans:1,exp:"Habeas corpus ('you shall have the body') prevented arbitrary imprisonment — the government had to show legal cause for detention. A cornerstone of civil liberty.",hint:"You can't be locked up without being charged — the government must justify your detention."}, {q:"The Glorious Revolution (1688) was 'glorious' because:",opts:["It was very violent","Power transferred relatively peacefully — James II fled, and William and Mary accepted Parliament's conditions","A great battle was won","Gold was discovered"],ans:1,exp:"Unlike the bloody Civil War, the 1688 revolution was nearly bloodless. James II fled to France; Parliament offered the crown to William and Mary with conditions.",hint:"Almost no bloodshed — James ran away and Parliament chose new monarchs."}, {q:"The English Bill of Rights (1689) established:",opts:["Absolute monarchy","Parliamentary supremacy, regular elections, free speech in Parliament, no royal taxation without consent, and Protestant succession","Universal democracy","A written constitution"],ans:1,exp:"The Bill of Rights is the foundation of British constitutional monarchy — the monarch rules under law and Parliament, not above them.",hint:"Parliament is supreme, the monarch rules under the law."}, {q:"Thomas Hobbes's Leviathan argued that:",opts:["Democracy is the best system","Humans in a 'state of nature' are violent and need an absolute sovereign to maintain order through a social contract","The king rules by divine right","Anarchy is ideal"],ans:1,exp:"Hobbes (1651) argued life without government would be 'solitary, poor, nasty, brutish, and short.' People surrender freedoms to a powerful ruler for security.",hint:"Life without strong government would be 'nasty, brutish, and short.'"}, {q:"John Locke's Two Treatises of Government argued that:",opts:["Kings have absolute divine authority","People have natural rights (life, liberty, property) and government exists to protect them — tyrannical governments can be overthrown","Monarchy is the only legitimate government","The Church should rule"],ans:1,exp:"Locke's ideas justified the Glorious Revolution and later influenced the American and French Revolutions. Government by consent, not divine right.",hint:"Natural rights + consent of the governed + right to revolt against tyranny."}, {q:"How did Locke differ from Hobbes on the social contract?",opts:["No difference","Hobbes: people surrender ALL rights to an absolute ruler. Locke: people retain natural rights and can overthrow rulers who violate them","Locke supported absolute monarchy","Hobbes supported democracy"],ans:1,exp:"Both used social contract theory but reached opposite conclusions — Hobbes justified absolutism, Locke justified limited government and revolution.",hint:"Same theory, opposite conclusions: absolutism vs. limited government."}, {q:"The Toleration Act (1689) granted:",opts:["Universal religious freedom","Freedom of worship to Protestant Dissenters (but NOT Catholics or Unitarians)","Catholic emancipation","Freedom from all religion"],ans:1,exp:"The act allowed Baptists, Quakers, and other Protestants to worship freely. Catholics and non-Trinitarians were still excluded — tolerance was limited.",hint:"Protestant Dissenters got freedom, but NOT Catholics."}, {q:"The Act of Settlement (1701) ensured:",opts:["Catholic succession to the throne","That only Protestants could inherit the British throne — eventually bringing the Hanoverian dynasty to power","Democratic elections for king","The end of the monarchy"],ans:1,exp:"This act barred Catholics from the throne. When Queen Anne died without heirs (1714), the crown passed to George I of Hanover — a distant but Protestant relative.",hint:"No Catholics allowed on the throne — ever."}, {q:"Cabinet government evolved in 18th-century Britain as:",opts:["A furniture style","The monarch's chief ministers (Cabinet) became increasingly responsible to Parliament rather than the king","A judicial system","A military structure"],ans:1,exp:"Under the Hanoverians (who often didn't speak English well), chief ministers like Robert Walpole effectively ran the government, creating the office of Prime Minister.",hint:"Ministers answered to Parliament, not just the king."}, {q:"The Petition of Right (1628) challenged royal power by:",opts:["Asking the king to be nicer","Requiring parliamentary consent for taxation, prohibiting arbitrary imprisonment, and limiting martial law","Establishing a republic","Banning the monarchy"],ans:1,exp:"Parliament forced Charles I to accept these limits on royal power. His violation of the Petition was a key cause of the English Civil War.",hint:"No taxes without Parliament, no imprisonment without cause."}, {q:"The Putney Debates (1647) were remarkable because:",opts:["They were boring","Common soldiers debated with officers about whether all men should have the right to vote — radical democracy in the 17th century","They were about religion only","They were a military strategy meeting"],ans:1,exp:"Levellers in Cromwell's army argued for near-universal male suffrage — astonishingly radical for the time. The debates were suppressed but foreshadowed future democratic movements.",hint:"Ordinary soldiers argued for voting rights — centuries ahead of their time."}, {q:"The Levellers were:",opts:["Land surveyors","A political movement during the Civil War demanding expanded suffrage, religious tolerance, and legal equality","A farming technique","A military unit"],ans:1,exp:"Led by John Lilburne, the Levellers advocated radical democratic ideas: popular sovereignty, written constitution, equality before the law. Cromwell suppressed them.",hint:"Radical democrats who wanted to 'level' political distinctions."}, {q:"The Diggers (True Levellers) went even further by:",opts:["Digging for gold","Advocating communal ownership of land — they occupied common land and farmed it collectively","Building roads","Mining coal"],ans:1,exp:"Led by Gerrard Winstanley, Diggers occupied unused land and farmed communally. They were early advocates of economic equality — proto-socialists.",hint:"They believed land should be shared communally — early socialism."}, {q:"Why is England's constitutional development significant for European history?",opts:["It had no influence","It provided a model of limited government, individual rights, and parliamentary sovereignty that influenced Enlightenment thinkers and later revolutions","It showed absolutism was best","It was unique to England only"],ans:1,exp:"Montesquieu studied English government; Voltaire admired English freedoms. The English model influenced the American and French Revolutions and modern democracy.",hint:"English parliamentary government became the model that Enlightenment thinkers admired."}, {q:"The 'Whigs' and 'Tories' were:",opts:["Military regiments","The first political parties — Whigs favored parliamentary power and Protestant succession; Tories supported royal prerogative","Religious denominations","Trade guilds"],ans:1,exp:"These party names emerged during the Exclusion Crisis (1679–1681) over whether to exclude Catholic James from succession. They became Britain's two-party system.",hint:"Britain's first political parties — one favoring Parliament, the other the king."}, {q:"The significance of 'no taxation without representation' originated in:",opts:["The American Revolution only","English parliamentary tradition — Parliament's control over taxation was established in Magna Carta (1215) and reinforced through the Civil War","French philosophy","German law"],ans:1,exp:"This principle evolved from Magna Carta through centuries of English constitutional struggle. American colonists later invoked this English tradition against the British crown.",hint:"An English principle that Americans later used against England itself."}, {q:"How did the Dutch Republic differ from English constitutionalism?",opts:["No difference","The Dutch had a federal republic with elected stadholders and provincial autonomy, while England kept a monarch limited by Parliament","The Dutch were absolutist","England was a republic"],ans:1,exp:"The Dutch Republic was Europe's most commercially successful state — decentralized, religiously tolerant, and governed by merchant elites rather than a hereditary monarch.",hint:"A republic governed by merchants — more decentralized than England."}, {q:"The Dutch Golden Age (17th century) was characterized by:",opts:["Military conquest","Commercial dominance (VOC), religious tolerance, artistic flowering (Rembrandt), and republican government","Poverty and decline","Absolute monarchy"],ans:1,exp:"The Netherlands became Europe's wealthiest state through global trade, religious refugees brought skills, and artists like Rembrandt and Vermeer flourished.",hint:"Trade wealth, tolerance, Rembrandt, and no king."}, {q:"William of Orange became King of England because:",opts:["He conquered it","He was invited by Parliament to replace the Catholic James II and accepted parliamentary conditions","He inherited the throne","He was elected by popular vote"],ans:1,exp:"Seven English nobles invited William (married to James II's Protestant daughter Mary) to invade. James fled; William and Mary accepted the crown with parliamentary conditions.",hint:"Parliament INVITED him — and he accepted THEIR conditions."}, {q:"The concept of 'mixed government' meant:",opts:["A government with mixed races","Government combining monarchical, aristocratic, and democratic elements — king, Lords, and Commons each checking the others","Government in chaos","A temporary government"],ans:1,exp:"English thinkers praised their system for balancing king (monarchy), House of Lords (aristocracy), and House of Commons (democracy) — preventing tyranny of any single element.",hint:"King + Lords + Commons = balanced government where no one dominates."}, {q:"By 1700, England's political development was unique in Europe because:",opts:["It was absolutist","It had established parliamentary sovereignty, rule of law, and individual rights — while most of Europe remained absolutist","It was a republic","It had no government"],ans:1,exp:"While Louis XIV perfected absolutism, England developed constitutional monarchy. This contrast fascinated Enlightenment thinkers and shaped their political theories.",hint:"Parliament rules, individual rights protected — the opposite of absolutism."}, ]}, // ─── DAY 10: Scientific Revolution ─── { day:10, title:"The Scientific Revolution", theme:"Enlightenment", questions:[ {q:"The geocentric model placed what at the center of the universe?",opts:["The Sun","Earth","Jupiter","Nothing"],ans:1,exp:"Ptolemy's Earth-centered model was supported by the Church for over 1,000 years because it matched biblical descriptions.",hint:"The old model put our planet at the center."}, {q:"Copernicus proposed the heliocentric model in which work?",opts:["Principia","On the Revolutions of the Celestial Spheres (1543)","The Starry Messenger","Dialogue"],ans:1,exp:"Published just before his death, this book argued the Sun — not Earth — was at the center. It took decades to gain acceptance.",hint:"Published in 1543, the year he died, arguing the Sun was central."}, {q:"Galileo's telescope observations proved:",opts:["Earth was flat","Jupiter had moons, the Moon had craters, and Venus had phases — supporting heliocentrism","The Sun orbited Earth","Nothing important"],ans:1,exp:"Galileo's observations (1609–1610) provided empirical evidence against the geocentric model. The Church forced him to recant in 1633.",hint:"He saw things through his telescope that contradicted Church-endorsed astronomy."}, {q:"Galileo was tried by the Inquisition because:",opts:["He committed murder","His heliocentric writings challenged Church authority over scientific truth","He was Protestant","He stole the telescope"],ans:1,exp:"The Church saw heliocentrism as contradicting Scripture. Galileo was found 'vehemently suspect of heresy' and spent his remaining years under house arrest.",hint:"His science contradicted the Church's reading of the Bible."}, {q:"Newton's Principia Mathematica (1687) was revolutionary because it:",opts:["Proved the geocentric model","Unified terrestrial and celestial physics with universal laws of gravitation and motion","Was written in English","Disproved gravity"],ans:1,exp:"Newton showed that the same mathematical laws govern a falling apple and orbiting planets — creating a unified, predictable 'clockwork universe.'",hint:"One set of laws explained BOTH earthly and heavenly motion."}, {q:"Francis Bacon championed which approach to knowledge?",opts:["Rationalism","Empiricism — knowledge through observation, experimentation, and inductive reasoning","Mysticism","Scholasticism"],ans:1,exp:"Bacon's scientific method: observe, hypothesize, experiment, conclude. He argued we must test nature, not just read ancient authorities.",hint:"Observation and experimentation, not ancient texts."}, {q:"Descartes's famous statement 'Cogito, ergo sum' means:",opts:["I eat, therefore I am","I think, therefore I am — establishing reason as the foundation of knowledge","I believe, therefore I am","I doubt, therefore I am wrong"],ans:1,exp:"Descartes used systematic doubt to find one certain truth: the act of thinking proves existence. This made human reason the starting point of knowledge.",hint:"Even if everything else is uncertain, the fact that you're thinking proves you exist."}, {q:"William Harvey's major discovery was:",opts:["Gravity","The circulation of blood through the body, pumped by the heart","The microscope","Bacteria"],ans:1,exp:"Harvey (1628) demonstrated that blood circulates in a closed system — overturning Galen's 1,400-year-old model of blood production.",hint:"He proved blood moves in a loop, pumped by the heart."}, {q:"Kepler's laws described:",opts:["Chemical reactions","Planetary orbits as elliptical (not circular), with mathematical relationships between orbital periods and distances","Sound waves","Gravity"],ans:1,exp:"Kepler used Tycho Brahe's astronomical data to show planets move in ellipses, not perfect circles — destroying the ancient ideal of circular heavenly motion.",hint:"Orbits are egg-shaped (ellipses), not perfect circles."}, {q:"The Scientific Revolution challenged the Church because it:",opts:["Promoted atheism","Showed that observation and mathematics, not Scripture or tradition, reveal truth about nature","Attacked Christian morality","Was funded by Protestants only"],ans:1,exp:"Science established a new source of authority — empirical evidence and reason — competing with Scripture and Church tradition as the arbiter of truth.",hint:"A new authority — evidence and reason — challenged religious authority over truth."}, {q:"Robert Boyle is considered the founder of modern:",opts:["Physics","Chemistry — he rejected the four-element theory and defined elements as substances that cannot be broken down further","Biology","Astronomy"],ans:1,exp:"Boyle's The Sceptical Chymist (1661) introduced the modern concept of chemical elements, replacing the ancient earth-water-air-fire model.",hint:"He moved chemistry from alchemy to science."}, {q:"What was deism?",opts:["Atheism","The belief that God created the universe and set it in motion (like a clockmaker) but doesn't intervene in daily events","Polytheism","Mysticism"],ans:1,exp:"Influenced by Newton's orderly universe, deists saw God as a 'divine watchmaker' — rational, not miraculous. Many Enlightenment thinkers were deists.",hint:"God as watchmaker — created the universe, set the rules, then stepped back."}, {q:"Andreas Vesalius revolutionized:",opts:["Astronomy","Anatomy — his detailed dissections and illustrations corrected errors in Galen's ancient anatomical texts","Mathematics","Navigation"],ans:1,exp:"Vesalius's On the Fabric of the Human Body (1543) provided accurate anatomical illustrations from actual dissections, replacing Galen's errors from animal dissections.",hint:"He actually dissected human bodies and corrected ancient anatomical mistakes."}, {q:"The Royal Society of London (1660) and French Academy of Sciences (1666) were:",opts:["Political parties","Scientific societies that promoted research, published findings, and established peer review","Religious orders","Military academies"],ans:1,exp:"These institutions formalized scientific collaboration — sharing experiments, publishing results, and creating a community of knowledge. Science became organized.",hint:"They turned individual genius into organized, collaborative science."}, {q:"The 'mechanical philosophy' viewed the universe as:",opts:["Magical","A machine operating by predictable, mathematical laws that could be discovered through observation","Unpredictable chaos","Controlled by spirits"],ans:1,exp:"The mechanical worldview replaced the medieval organic, spiritual universe with a clockwork universe governed by mathematical laws — enormously influential.",hint:"The universe as a giant clock — predictable, mathematical, discoverable."}, {q:"Tycho Brahe's contribution to astronomy was:",opts:["Inventing the telescope","Collecting the most precise astronomical observations of his era, which Kepler later used to discover his laws","Proving heliocentrism","Building the first observatory"],ans:1,exp:"Brahe (1546–1601) spent decades making incredibly accurate observations. His data was the raw material Kepler used to derive the laws of planetary motion.",hint:"He collected the data; Kepler found the patterns in it."}, {q:"The scientific method consists of:",opts:["Reading ancient texts","Observation, hypothesis, experimentation, and conclusion — a systematic way to test ideas about nature","Prayer and meditation","Philosophical debate only"],ans:1,exp:"This method — developed by Bacon and Galileo — replaced reliance on ancient authority with systematic testing. It remains the foundation of modern science.",hint:"Observe → hypothesize → experiment → conclude."}, {q:"Antonie van Leeuwenhoek discovered:",opts:["Planets","Microorganisms ('animalcules') using improved microscopes he built himself","Electricity","Gravity"],ans:1,exp:"Leeuwenhoek (1632–1723) ground his own lenses and was the first to observe bacteria, protozoa, and sperm cells — opening the microscopic world.",hint:"He built his own microscopes and discovered a hidden world of tiny creatures."}, {q:"How did the Scientific Revolution affect views of women?",opts:["It immediately improved women's status","It had mixed effects — some women participated (Margaret Cavendish, Émilie du Châtelet) but science was increasingly professionalized and male-dominated","Women led the revolution","No women were involved"],ans:1,exp:"A few aristocratic women contributed significantly, but the new scientific academies excluded women. The revolution didn't challenge gender hierarchies.",hint:"Some women contributed, but scientific institutions excluded them."}, {q:"Newton's concept of gravity explained:",opts:["Only falling objects on Earth","Both why apples fall AND why planets orbit — a single force operating universally","Chemical reactions","Electricity"],ans:1,exp:"Universal gravitation was the key insight: the same force pulling the apple pulls the Moon toward Earth. One law for everything, everywhere.",hint:"The same force that makes apples fall keeps the Moon in orbit."}, {q:"The Scientific Revolution's greatest legacy was:",opts:["Specific discoveries","Establishing that human reason and observation, not tradition or authority, are the best paths to understanding nature","Proving all religions wrong","Military technology"],ans:1,exp:"More than any single discovery, the method of questioning, observing, and testing transformed how humans seek truth — laying the foundation for the Enlightenment and modern world.",hint:"The method matters more than any single finding."}, {q:"Blaise Pascal contributed to science AND philosophy by:",opts:["Inventing the telephone","Advancing mathematics/probability theory while also writing about the limits of reason and the need for faith (Pensées)","Being a military leader","Discovering oxygen"],ans:1,exp:"Pascal (1623–1662) was both a brilliant mathematician (probability, calculators) and a devout Christian who argued reason alone was insufficient — faith was also necessary.",hint:"He excelled in math AND argued for the importance of faith."}, {q:"The concept of 'natural law' in science influenced political thought by:",opts:["Having no political impact","Suggesting that human society, like nature, is governed by discoverable rational laws — inspiring political thinkers to seek 'natural' political principles","Proving monarchy was natural","Ending all government"],ans:1,exp:"If nature follows rational laws, perhaps society does too. This reasoning led to concepts of natural rights, rational government, and social contracts.",hint:"If nature has rational laws, maybe society should too."}, {q:"Why was the Scientific Revolution initially limited to elites?",opts:["Common people weren't intelligent","Science required expensive instruments, mathematical training, leisure time, and access to publications — all tied to wealth and social status","It was kept secret","The Church banned science for commoners"],ans:1,exp:"Telescopes, laboratories, books, and time to think were expensive. Most scientists were wealthy, noble, or church-connected. Science democratized slowly over centuries.",hint:"You needed money, education, and free time to do science."}, {q:"The transition from alchemy to chemistry illustrates:",opts:["Nothing important","How the Scientific Revolution transformed mystical, secretive practices into transparent, empirical science","That alchemy was always correct","Chemistry replaced religion"],ans:1,exp:"Alchemists sought to turn lead into gold through mystical processes. Boyle and others applied scientific method — testing, measuring, publishing — to create modern chemistry.",hint:"From secret mystical recipes to open, testable experiments."}, ]}, // ─── DAY 11: Enlightenment Thinkers ─── { day:11, title:"The Enlightenment Philosophes", theme:"Enlightenment", questions:[ {q:"The Enlightenment is best defined as:",opts:["A religious revival","An intellectual movement applying reason to reform society, politics, and religion","A military campaign","An art movement"],ans:1,exp:"Enlightenment thinkers (philosophes) believed reason could improve human society — challenging tradition, superstition, and arbitrary authority.",hint:"Reason + reform + progress = the Enlightenment."}, {q:"Voltaire is MOST associated with:",opts:["Absolute monarchy","Freedom of speech, religious tolerance, and sharp criticism of the Catholic Church","Communism","Pacifism"],ans:1,exp:"Voltaire championed civil liberties and religious tolerance. His witty attacks on the Church and censorship made him the Enlightenment's most famous voice.",hint:"'I may disagree with what you say, but I will defend your right to say it.'"}, {q:"Montesquieu's The Spirit of the Laws advocated:",opts:["Absolute monarchy","Separation of powers into executive, legislative, and judicial branches with checks and balances","Democracy","Communism"],ans:1,exp:"Montesquieu studied English government and argued that dividing power prevents tyranny. This directly influenced the U.S. Constitution.",hint:"Three branches of government checking each other."}, {q:"Rousseau's Social Contract argued:",opts:["The king is always right","Legitimate government derives from the 'general will' of the people — popular sovereignty","Only the wealthy should vote","Nature is evil"],ans:1,exp:"Rousseau argued that true freedom comes from obeying laws one helps create. The general will represents the common good, not individual interests.",hint:"'Man is born free, and everywhere he is in chains.'"}, {q:"Diderot's Encyclopédie was significant because it:",opts:["Was a religious text","Compiled human knowledge using reason, challenged superstition, and spread Enlightenment ideas widely","Was a novel","Was a military manual"],ans:1,exp:"The 28-volume Encyclopédie (1751–1772) was a massive collaborative project promoting rational knowledge over tradition and superstition.",hint:"All human knowledge organized by reason — a weapon against ignorance."}, {q:"Adam Smith's The Wealth of Nations argued for:",opts:["Mercantilism","Free markets guided by an 'invisible hand' — laissez-faire economics","Government control of all trade","Communism"],ans:1,exp:"Smith argued that individuals pursuing self-interest naturally promote the public good through market competition. Government should minimize interference.",hint:"Free markets regulate themselves — the 'invisible hand.'"}, {q:"Mary Wollstonecraft's A Vindication of the Rights of Woman argued:",opts:["Women should stay home","Enlightenment principles of reason and rights should apply equally to women, including education","Women are inferior","Only wealthy women deserve rights"],ans:1,exp:"Wollstonecraft (1792) argued that women seemed inferior only because they lacked education. Given equal education, women would be equal to men.",hint:"If the Enlightenment is about human reason, women are human too."}, {q:"Cesare Beccaria's On Crimes and Punishments argued against:",opts:["All laws","Torture, capital punishment, and arbitrary sentencing — advocating proportional, rational justice","Education","Freedom of speech"],ans:1,exp:"Beccaria (1764) applied Enlightenment reason to criminal justice: punishment should fit the crime, torture doesn't produce truth, and prevention beats punishment.",hint:"Rational justice: no torture, proportional punishment, prevention over cruelty."}, {q:"Salons were important to the Enlightenment because:",opts:["They were hair salons","They provided spaces (usually hosted by elite women) for intellectuals to discuss and debate new ideas","They were government buildings","They were churches"],ans:1,exp:"Women like Madame Geoffrin and Madame du Deffand hosted gatherings where philosophes, artists, and politicians exchanged ideas outside state and church control.",hint:"Elite women hosted intellectual gatherings where new ideas circulated."}, {q:"The concept of 'natural rights' holds that:",opts:["Nature has no rights","Humans are born with inherent rights (life, liberty, property) that no government can legitimately take away","Only kings have natural authority","Rights come from the church"],ans:1,exp:"Locke formulated this concept; Enlightenment thinkers expanded it. The idea that rights are inherent — not granted by governments — became revolutionary.",hint:"Rights you're born with that no government can take away."}, {q:"What was the 'Republic of Letters'?",opts:["A postal service","An international network of Enlightenment intellectuals who corresponded and shared ideas across borders","A country","A university"],ans:1,exp:"Thinkers across Europe exchanged letters, publications, and ideas — creating an international community of knowledge that transcended national boundaries.",hint:"An invisible international community of thinkers connected by letters."}, {q:"Immanuel Kant defined the Enlightenment as:",opts:["A religion","'Man's emergence from self-imposed immaturity' — having the courage to think for oneself","A political party","A scientific discovery"],ans:1,exp:"Kant's essay 'What Is Enlightenment?' (1784) argued the motto should be 'Sapere aude' — 'Dare to know' — have the courage to use your own reason.",hint:"'Dare to know' — think for yourself."}, {q:"The physiocrats believed:",opts:["Manufacturing is the only source of wealth","Land and agriculture are the true source of wealth, and the economy has natural laws government shouldn't interfere with","Only gold creates wealth","Government should control everything"],ans:1,exp:"French physiocrats (Quesnay) argued wealth comes from the land and nature has economic laws. Their laissez-faire ideas influenced Adam Smith.",hint:"Agriculture = true wealth. Let nature's economic laws work."}, {q:"Enlightenment thinkers generally viewed organized religion as:",opts:["The highest authority","An obstacle to reason — promoting superstition, intolerance, and resistance to progress (though many were deists, not atheists)","Essential for science","Democratic"],ans:1,exp:"Most philosophes weren't atheists but criticized the Church's political power, censorship, persecution, and opposition to science. Many were deists.",hint:"The Church was seen as an enemy of reason and tolerance."}, {q:"David Hume's contribution to Enlightenment thought was:",opts:["Defending religion","Radical skepticism and empiricism — questioning causation, miracles, and the limits of human knowledge","Supporting absolutism","Inventing calculus"],ans:1,exp:"Scottish philosopher Hume pushed empiricism to its logical extreme: we can't even prove causation — we just see patterns. His skepticism sharpened Enlightenment thinking.",hint:"He questioned whether we can truly know ANYTHING beyond our observations."}, {q:"What was 'laissez-faire' economics?",opts:["Government control of trade","The principle that governments should not interfere in economic activity — let markets operate freely","Socialism","Feudalism"],ans:1,exp:"French for 'let do' or 'leave alone' — the idea that free markets work best without government regulation, tariffs, or monopolies.",hint:"French for 'leave it alone' — don't interfere with markets."}, {q:"The Enlightenment's relationship to slavery was:",opts:["Consistently abolitionist","Contradictory — many philosophes criticized slavery in theory but benefited from colonial slave economies in practice","Supportive of slavery","Indifferent"],ans:1,exp:"Enlightenment ideals of human rights logically opposed slavery, but many thinkers compromised or ignored it. The abolitionist movement grew partly from Enlightenment ideas.",hint:"Their principles said slavery was wrong, but their practice often said otherwise."}, {q:"Rousseau's concept of the 'noble savage' suggested:",opts:["Savages are noble fighters","Humans in a state of nature are good, and civilization corrupts them — contrasting with Hobbes","Indigenous people are inferior","Nature is dangerous"],ans:1,exp:"Rousseau argued civilization creates inequality, competition, and corruption. Natural humans are compassionate and free — society ruins them.",hint:"Opposite of Hobbes: nature makes us good, society makes us bad."}, {q:"The Encyclopedia's articles on trades and crafts were revolutionary because they:",opts:["Were poorly written","Dignified manual labor with detailed illustrations, treating artisans' knowledge as worthy of scholarly attention","Were all by one author","Only covered farming"],ans:1,exp:"By documenting manufacturing processes with precise illustrations, the Encyclopédie elevated practical knowledge to the same level as philosophy.",hint:"Artisans' skills were treated as important as philosophers' ideas."}, {q:"How did the Enlightenment view progress?",opts:["Progress was impossible","Human society could continuously improve through the application of reason, education, and reform","The past was always better","Only technology could progress"],ans:1,exp:"Unlike medieval thinkers who looked backward to a golden age, Enlightenment thinkers believed humanity was progressing toward a better future through reason.",hint:"The future will be better than the past — reason makes progress possible."}, {q:"Baron d'Holbach was unusual among philosophes because he was:",opts:["A king","An outright atheist and materialist who argued religion was a harmful human invention","A devout Catholic","A military officer"],ans:1,exp:"Most philosophes were deists; d'Holbach rejected God entirely. His System of Nature (1770) was one of the first openly atheist works in European history.",hint:"He went further than most — rejecting not just the Church, but God entirely."}, {q:"The Enlightenment's impact on education included:",opts:["Banning schools","Promoting universal education, practical curricula, and the idea that education could improve society","Only educating priests","Reducing literacy"],ans:1,exp:"Thinkers like Rousseau (Émile) and Condorcet argued education should develop rational citizens, not just produce obedient subjects or pious Christians.",hint:"Education for reason and citizenship, not just religion and obedience."}, {q:"Why was Frederick the Great's relationship with Voltaire significant?",opts:["They were enemies","It represented the ideal of the philosopher-king — Enlightenment ideas influencing absolute power — though it ended bitterly","They never met","They co-authored books"],ans:1,exp:"Frederick invited Voltaire to Potsdam, and their friendship symbolized the alliance of reason and power. But they clashed — showing the limits of 'enlightened' rule.",hint:"The philosopher and the king tried to work together — it didn't last."}, {q:"The Enlightenment primarily emerged in which country?",opts:["England","France — Paris was the intellectual capital, and French was the language of educated Europeans","Germany","Italy"],ans:1,exp:"While drawing on English empiricism and science, the Enlightenment flowered in France. Philosophes like Voltaire, Diderot, and Rousseau dominated European thought.",hint:"Paris was the intellectual capital of the Enlightenment."}, {q:"The fundamental tension in Enlightenment thought was between:",opts:["Men and women","Individual liberty and the common good — how to balance freedom with social order","Science and art","Rich and poor only"],ans:1,exp:"Locke emphasized individual rights; Rousseau emphasized the general will. This tension between individual freedom and collective welfare still defines political debate today.",hint:"How much freedom vs. how much order? This debate is still going."}, ]}, // ─── DAY 12: Enlightened Despots & Pre-Revolution ─── { day:12, title:"Enlightened Despotism & Seeds of Revolution", theme:"Enlightenment", questions:[ {q:"An 'enlightened despot' was a monarch who:",opts:["Gave up power","Adopted Enlightenment reforms (religious tolerance, legal reform) while maintaining absolute rule","Was elected democratically","Rejected all Enlightenment ideas"],ans:1,exp:"These rulers used Enlightenment ideas to strengthen their states — reforming from above without sharing power with the people.",hint:"Enlightenment reforms WITHOUT democracy — modernization from the top."}, {q:"Frederick the Great of Prussia exemplified enlightened despotism by:",opts:["Abolishing the army","Reforming law, promoting religious tolerance, patronizing the arts, while maintaining serfdom and autocratic control","Establishing democracy","Banning education"],ans:1,exp:"Frederick reformed the justice system, welcomed religious refugees, and hosted Voltaire — but kept the Junker/serf system and ruled absolutely.",hint:"Legal reform and tolerance, but still absolute power and serfdom."}, {q:"Joseph II of Austria's most radical reform was:",opts:["Building palaces","Abolishing serfdom (1781) — the most sweeping social reform of any enlightened despot","Creating a parliament","Starting a war"],ans:1,exp:"Joseph freed serfs, granted religious tolerance (Toleration Patent, 1781), and reformed education. But reforms were reversed after his death because he moved too fast.",hint:"He freed the serfs — but it didn't last after he died."}, {q:"Catherine the Great was called 'enlightened' because she:",opts:["Freed all serfs","Corresponded with Voltaire and Diderot, wrote the Nakaz, and founded educational institutions — but expanded serfdom after Pugachev's revolt","Established democracy in Russia","Gave up her throne"],ans:1,exp:"Catherine talked Enlightenment but walked autocracy — especially after the Pugachev serf rebellion terrified her into strengthening noble control.",hint:"Enlightenment in theory, autocracy in practice — especially after a serf revolt."}, {q:"The common limitation of ALL enlightened despots was:",opts:["They were too democratic","They reformed from above without sharing power or creating democratic institutions — reforms depended on the ruler and could be reversed","They were too weak","They ignored economics"],ans:1,exp:"Without institutional change, reforms lasted only as long as the reformer lived. Joseph II's successor reversed most changes; Catherine expanded serfdom.",hint:"No institutional change = reforms die when the reformer dies."}, {q:"The American Revolution (1776) influenced Europe by:",opts:["Having no European impact","Demonstrating that Enlightenment principles could create a real government — inspiring future European reformers and revolutionaries","Causing immediate European revolutions","Weakening Britain permanently"],ans:1,exp:"The successful American experiment proved Enlightenment ideas were practical: written constitution, separated powers, natural rights, popular sovereignty.",hint:"It proved Enlightenment ideas could actually work in practice."}, {q:"France's participation in the American Revolution led to:",opts:["French territorial gains in America","Massive French debt that worsened the financial crisis leading to the French Revolution","French colonization of the eastern US","No consequences for France"],ans:1,exp:"France spent enormously supporting American independence to weaken Britain. This debt, combined with existing problems, helped bankrupt the French government.",hint:"Helping America fight Britain bankrupted France."}, {q:"What was the ancien régime?",opts:["A new government","The old political and social system of pre-revolutionary France: absolute monarchy, three estates, feudal privileges","A type of diet","A military strategy"],ans:1,exp:"The 'old regime' featured an absolute king, a society divided into three estates with unequal privileges, and a tax system that exempted the wealthy.",hint:"The entire old system: absolute king, three estates, unfair taxes."}, {q:"The Three Estates in France were:",opts:["Three political parties","First: clergy, Second: nobility, Third: everyone else (98% of population including bourgeoisie, workers, and peasants)","Three regions of France","Three branches of government"],ans:1,exp:"The First and Second Estates (1-2% of population) were largely tax-exempt, while the Third Estate bore most taxes despite having the least privilege.",hint:"2% had all the privilege; 98% paid all the taxes."}, {q:"The French bourgeoisie were frustrated because:",opts:["They were poor","Despite growing wealth and education, they lacked political power and social status equal to the nobility","They wanted to be peasants","They supported the king completely"],ans:1,exp:"Wealthy merchants, lawyers, and professionals in the Third Estate had money and education but were excluded from political power and looked down upon by nobles.",hint:"Rich and educated but still second-class — they wanted power to match their wealth."}, {q:"France's financial crisis in the 1780s was caused by:",opts:["Too little taxation","Expensive wars (especially American Revolution), royal extravagance, inefficient tax collection, and the tax exemptions of the privileged","Natural disasters only","British sabotage"],ans:1,exp:"France spent more than it earned. The privileged estates blocked tax reform. By 1789, the government was essentially bankrupt.",hint:"Too many wars, too much spending, and the rich didn't pay taxes."}, {q:"What was the Parlements' role in pre-revolutionary France?",opts:["Elected legislatures","Aristocratic law courts that could block royal edicts — they resisted reforms that threatened noble privilege","Military courts","Religious tribunals"],ans:1,exp:"Parlements (not elected parliaments) were courts staffed by nobles. They blocked tax reforms, claiming to defend liberty but really protecting aristocratic privilege.",hint:"Noble-run courts that blocked the king's reforms — defending their own privilege."}, {q:"Turgot and Necker attempted to solve France's financial crisis by:",opts:["Starting wars","Proposing tax reforms that would make privileged estates pay — but were dismissed when nobles resisted","Printing money","Borrowing indefinitely"],ans:1,exp:"Finance ministers Turgot and Necker proposed rational reforms, but the nobility's resistance to losing tax privileges made reform impossible without revolutionary change.",hint:"They tried to make the rich pay taxes — the rich got them fired."}, {q:"The calling of the Estates-General in 1789 was significant because:",opts:["It happened every year","It hadn't met since 1614 — its convocation signaled the total failure of the ancien régime to solve its problems","It was routine","The king called it for fun"],ans:1,exp:"Louis XVI called the Estates-General as a last resort to solve the financial crisis. No king had needed to call it for 175 years — showing how desperate things were.",hint:"Not called for 175 years — calling it meant the old system had completely failed."}, {q:"The 'What is the Third Estate?' pamphlet (Sieyès, 1789) argued:",opts:["The Third Estate is nothing","The Third Estate is everything — it does all productive work and should have political power equal to its importance","The king should have more power","Nobles are essential"],ans:1,exp:"Abbé Sieyès argued the Third Estate WAS the nation: 'What has it been? Nothing. What does it ask? To become something.' This crystallized revolutionary sentiment.",hint:"The 98% does all the work and deserves political power."}, {q:"The cahiers de doléances were:",opts:["Dance steps","Lists of grievances compiled by each estate for the Estates-General — revealing widespread desire for reform","Tax records","Military orders"],ans:1,exp:"These 'notebooks of complaints' documented French society's frustrations: unfair taxes, feudal dues, lack of representation. They showed a nation demanding change.",hint:"Every community wrote down what was wrong — a nationwide list of complaints."}, {q:"Enlightenment ideas contributed to revolutionary sentiment by:",opts:["Having no practical effect","Providing intellectual frameworks (natural rights, popular sovereignty, social contract) that justified challenging the existing order","Supporting the monarchy","Promoting feudalism"],ans:1,exp:"When people read Locke on natural rights, Rousseau on the social contract, and Voltaire on injustice, they had a vocabulary and logic for demanding change.",hint:"Ideas about rights and justice gave people words to express — and justify — their anger."}, {q:"The term 'philosophe' most accurately describes:",opts:["Any philosopher","Public intellectuals who applied reason to critique society and advocate reform — more activists than academics","University professors only","Scientists only"],ans:1,exp:"Philosophes weren't abstract academics — they were public figures who wrote for general audiences, frequented salons, and advocated practical social reform.",hint:"Public intellectuals who wanted to change society, not just study it."}, {q:"Which Enlightenment idea most directly challenged the ancien régime?",opts:["Scientific method","Popular sovereignty — the idea that political authority comes from the people, not God or birth","Deism","Empiricism"],ans:1,exp:"If government authority comes from the people (Locke, Rousseau), then a king ruling by divine right with no popular consent is illegitimate.",hint:"If power comes from the people, what justifies an absolute king?"}, {q:"The Enlightenment's greatest practical impact was:",opts:["Immediate revolution everywhere","Creating a new political vocabulary (rights, liberty, equality, consent) that made old institutions seem unjustifiable","No practical impact","Only scientific progress"],ans:1,exp:"The Enlightenment didn't cause revolutions directly, but it made the old order intellectually defenseless. Once people thought in terms of 'rights,' absolutism seemed absurd.",hint:"It changed how people THOUGHT about power — making the old system indefensible."}, {q:"Condorcet believed in:",opts:["The decline of civilization","The perfectibility of humanity — that through reason and education, human society would continuously improve","Original sin","Returning to nature"],ans:1,exp:"Condorcet's Sketch for a Historical Picture of the Progress of the Human Mind (1795) expressed radical Enlightenment optimism about human progress through reason.",hint:"Humanity will keep getting better forever through reason and education."}, {q:"Denis Diderot spent 25 years working on:",opts:["A novel","The Encyclopédie — the greatest single project of the Enlightenment","A palace","A military strategy"],ans:1,exp:"Diderot edited the massive 28-volume Encyclopédie despite censorship, imprisonment, and betrayal. It was the Enlightenment's greatest collaborative achievement.",hint:"A quarter-century of work compiling ALL human knowledge."}, {q:"The concept of 'progress' was new because:",opts:["Medieval Europeans also believed in progress","Previous European thought generally looked backward to a golden age; the Enlightenment looked forward to human improvement","Progress is an ancient idea","Only scientists believed in progress"],ans:1,exp:"Medieval and classical thought saw history as decline from a golden past or cyclical repetition. The Enlightenment introduced the radical idea that the future would be better.",hint:"Looking forward instead of backward was a revolutionary idea."}, {q:"The Enlightenment's blind spots included:",opts:["It had no blind spots","Eurocentric assumptions, limited application of equality to women and non-Europeans, and elite bias","Too much democracy","Too much religious tolerance"],ans:1,exp:"Despite preaching universalism, most philosophes were European men who assumed Western civilization was superior and often excluded women and non-whites from 'universal' rights.",hint:"'Universal' rights often meant 'European men's' rights."}, {q:"What connects all Enlightenment thinkers?",opts:["Identical beliefs","Confidence that human reason can understand and improve the world — though they disagreed on nearly everything else","Religious devotion","Loyalty to France"],ans:1,exp:"From Voltaire's liberalism to Rousseau's democracy to Smith's economics, the common thread was faith in reason as the tool for human progress.",hint:"They disagreed on everything except one thing: reason can improve the world."}, ]}, // ─── DAY 13: French Revolution — Causes & National Assembly ─── { day:13, title:"French Revolution: Causes & the National Assembly", theme:"Revolution", questions:[ {q:"The immediate cause of the French Revolution was:",opts:["Napoleon's coup","A severe financial crisis forcing Louis XVI to call the Estates-General","British invasion","A volcanic eruption"],ans:1,exp:"France was bankrupt from wars and royal spending. The privileged estates refused to pay taxes, forcing Louis XVI to summon the Estates-General in May 1789.",hint:"The government was broke and had no other options."}, {q:"The Third Estate demanded what change at the Estates-General?",opts:["Fewer meetings","Voting by head (not by estate), which would give them majority power","More privileges for nobles","Return to feudalism"],ans:1,exp:"Under the old system, each estate had one vote (First + Second = 2 vs. 1). Voting by head would give the larger Third Estate a real voice.",hint:"One person, one vote — instead of one estate, one vote."}, {q:"The Tennis Court Oath (June 20, 1789) was:",opts:["A sports pledge","Third Estate delegates swearing not to disband until they had written a constitution for France","A military oath","A religious vow"],ans:1,exp:"Locked out of their meeting hall, Third Estate delegates met at a nearby tennis court and took this oath — the first revolutionary act.",hint:"They swore to stay together until France had a constitution."}, {q:"The storming of the Bastille (July 14, 1789) symbolized:",opts:["Military defeat","Popular uprising against royal tyranny — the prison fortress represented absolutism's power","A celebration","A religious festival"],ans:1,exp:"Though the Bastille held only 7 prisoners, it symbolized royal oppression. Its fall showed the people could challenge the king's authority through force.",hint:"The prison represented everything wrong with the old system."}, {q:"The Great Fear (summer 1789) was:",opts:["The king's fear of revolution","Peasant panic and violence across the countryside, targeting nobles' estates and destroying feudal records","A plague outbreak","An economic theory"],ans:1,exp:"Rumors of aristocratic plots triggered peasant attacks on châteaux, where they burned records of feudal obligations — destroying evidence of their legal oppression.",hint:"Peasants attacked noble estates and burned the records of their feudal debts."}, {q:"The August Decrees (August 4, 1789) abolished:",opts:["The monarchy","Feudal privileges, tithes, and noble tax exemptions — dismantling the ancien régime's social structure in one night","All property","The military"],ans:1,exp:"In a dramatic night session, nobles renounced their privileges. Feudalism was officially dead in France — though implementation took longer.",hint:"Feudalism, special privileges, and unfair taxes — abolished in one night."}, {q:"The Declaration of the Rights of Man and Citizen stated:",opts:["The king is supreme","Men are born free and equal; natural rights include liberty, property, security, and resistance to oppression","Only nobles have rights","France should be a monarchy"],ans:1,exp:"Inspired by Locke, Rousseau, and the American Declaration, this document established the principles of the Revolution — though it excluded women.",hint:"Liberty, equality, natural rights — the Revolution's creed."}, {q:"The Women's March on Versailles (October 1789) resulted in:",opts:["Women gaining the vote","Parisian women forcing Louis XVI and his family to move from Versailles to Paris, where they could be watched","A fashion show","A religious pilgrimage"],ans:1,exp:"Thousands of women, furious over bread prices, marched to Versailles and forced the royal family to Paris — the king was now a virtual prisoner.",hint:"Angry women dragged the royal family from Versailles to Paris."}, {q:"The Civil Constitution of the Clergy (1790) caused conflict because it:",opts:["Supported the Pope","Required clergy to swear loyalty to the state over the Pope, splitting the French Church","Abolished Christianity","Doubled Church salaries"],ans:1,exp:"This law made clergy state employees and required an oath of loyalty. About half refused (non-juring clergy), creating a bitter religious divide.",hint:"Clergy had to choose: loyalty to France or loyalty to the Pope."}, {q:"The assignats were:",opts:["Military units","Paper currency backed by confiscated Church lands — they eventually caused severe inflation","Gold coins","Government bonds"],ans:1,exp:"The government printed assignats to pay debts, using seized Church property as backing. Overprinting caused inflation that hurt the poor most.",hint:"Paper money backed by seized Church property — they printed too much."}, {q:"Louis XVI's attempted flight to Varennes (June 1791) was significant because:",opts:["He escaped successfully","His capture proved he was trying to flee France and possibly invite foreign intervention, destroying trust in the monarchy","He went on vacation","He visited troops"],ans:1,exp:"Caught near the border disguised as a servant, Louis's flight attempt proved he was insincere about the Revolution — radicalizing public opinion against the monarchy.",hint:"The king tried to run away — proving he couldn't be trusted."}, {q:"The Constitution of 1791 created:",opts:["An absolute monarchy","A constitutional monarchy with a Legislative Assembly elected by property-owning men","A republic","A dictatorship"],ans:1,exp:"This moderate constitution kept the king but limited his power. Only 'active citizens' (property owners) could vote — about 4 million men out of 28 million French.",hint:"A king with limited power and a legislature — but only rich men could vote."}, {q:"The Jacobins were:",opts:["Moderate royalists","A radical political club that increasingly dominated the Revolution, led by Robespierre","A religious order","A foreign army"],ans:1,exp:"The Jacobin Club became the most powerful political force. Their radical wing pushed for a republic, universal male suffrage, and eventually the Terror.",hint:"The most radical political club — they pushed the Revolution further and further."}, {q:"The Girondins vs. the Mountain (Montagnards) represented:",opts:["No real difference","A split between moderate republicans (Girondins) and radical Jacobins (Mountain) who wanted more drastic action","Two military factions","Two religious groups"],ans:1,exp:"Girondins wanted a moderate republic; the Mountain (so called because they sat in upper seats) wanted radical social change. The Mountain won.",hint:"Moderates vs. radicals — the radicals won."}, {q:"The sans-culottes were:",opts:["Nobles without trousers","Working-class Parisians (artisans, shopkeepers) who were the radical revolution's street-level force","Military officers","Clergy"],ans:1,exp:"'Without knee-breeches' — they wore long trousers, not aristocratic breeches. They demanded bread, price controls, and direct democracy through violence if necessary.",hint:"Working-class Parisians who powered the radical phase of the Revolution."}, {q:"Why did France go to war in April 1792?",opts:["To conquer Britain","Both revolutionaries and European monarchs saw war as serving their interests — revolutionaries to spread revolution, monarchs to crush it","By accident","For colonial territory"],ans:1,exp:"Girondins hoped war would unite France and spread revolution. Austria and Prussia hoped to crush the Revolution. Both miscalculated — war radicalized the Revolution.",hint:"Both sides wanted war for different reasons — it made everything more extreme."}, {q:"The Declaration of Pillnitz (1791) was:",opts:["A peace treaty","A statement by Austria and Prussia threatening intervention if the French royal family was harmed — inflaming French anger","A trade agreement","A scientific paper"],ans:1,exp:"This joint declaration was meant as a bluff but was taken as a real threat in France, strengthening the argument for war against European monarchies.",hint:"Foreign kings threatened France — which only made the French angrier."}, {q:"The significance of the September Massacres (1792) was:",opts:["They were peaceful protests","Parisian mobs killed ~1,200 prisoners (suspected royalists and priests) — showing the Revolution turning increasingly violent","A military victory","A court proceeding"],ans:1,exp:"As foreign armies advanced, Parisians panicked and killed perceived enemies in prisons. This mob violence foreshadowed the institutionalized Terror to come.",hint:"Mob killings driven by fear and paranoia — a sign of what was coming."}, {q:"The French Republic was proclaimed on:",opts:["July 14, 1789","September 22, 1792 — after the storming of the Tuileries and the suspension of the king","1800","1815"],ans:1,exp:"After the mob invaded the Tuileries Palace and the Legislative Assembly suspended the king, France became a republic — Year I of the revolutionary calendar.",hint:"The monarchy was abolished and France became a republic."}, {q:"Louis XVI was executed on January 21, 1793 for:",opts:["Being Catholic","Treason — convicted by the National Convention of conspiring with foreign enemies against France","Tax evasion","Fleeing Versailles"],ans:1,exp:"The Convention voted narrowly to execute Louis. His death shocked Europe, united foreign powers against France, and escalated the Revolution's radicalism.",hint:"Found guilty of conspiring with France's enemies."}, {q:"Marie Antoinette's reputation was damaged by:",opts:["Her cooking","Propaganda portraying her as extravagant ('Let them eat cake' — which she never said), Austrian sympathies, and scandals like the Diamond Necklace Affair","Her popularity","Her charity work"],ans:1,exp:"'Madame Deficit' was a symbol of royal excess. Her Austrian birth made her seem like a foreign enemy. She was executed in October 1793.",hint:"She symbolized everything the revolutionaries hated about the monarchy."}, {q:"The levée en masse (August 1793) was:",opts:["A type of bread","The first mass conscription in modern history — mobilizing the entire French nation for war","A dance","A tax"],ans:1,exp:"France drafted all able-bodied men, converted the economy to war production, and fielded the largest army in European history. This 'nation in arms' concept changed warfare forever.",hint:"The entire nation mobilized for war — the first modern military draft."}, {q:"Olympe de Gouges wrote the Declaration of the Rights of Woman to argue:",opts:["Women should stay home","Women deserved the same political rights as men — the Revolution's ideals should apply to everyone","Women should be queen","Men should lose rights"],ans:1,exp:"De Gouges (1791) pointed out the hypocrisy of declaring 'rights of man' while excluding women. She was executed during the Terror in 1793.",hint:"If 'men are born free and equal,' why not women too?"}, {q:"The Revolutionary Tribunal was:",opts:["A sports competition","A special court with simplified procedures for trying enemies of the Revolution — often with predetermined outcomes","A university","A church court"],ans:1,exp:"The Tribunal tried suspected counter-revolutionaries with minimal defense rights. Conviction rates were extremely high, especially during the Terror.",hint:"A court where the verdict was often decided before the trial began."}, {q:"What role did economic grievances play in the Revolution?",opts:["None — it was purely political","Central — bread prices, hunger, unfair taxation, and economic inequality drove popular anger alongside political ideals","Only the wealthy were unhappy","Economics weren't important"],ans:1,exp:"Empty stomachs mattered as much as Enlightenment ideas. The price of bread, feudal dues, and tax inequality fueled the rage that powered the Revolution.",hint:"Hungry people with Enlightenment ideas = revolution."}, ]}, // ─── DAY 14: Reign of Terror & Directory ─── { day:14, title:"Reign of Terror, Thermidor & the Directory", theme:"Revolution", questions:[ {q:"The Committee of Public Safety was:",opts:["A fire department","A 12-member body with emergency powers that effectively governed France during the Terror (1793–94)","A police union","A health agency"],ans:1,exp:"Led by Robespierre, the Committee centralized power to fight external war and internal enemies. It became a de facto dictatorship.",hint:"Emergency government that became a dictatorship."}, {q:"Robespierre justified the Terror by arguing:",opts:["Terror was fun","Terror was necessary to defend the Revolution against its many enemies — 'virtue without terror is impotent'","He was following orders","The people demanded it voluntarily"],ans:1,exp:"Robespierre believed in a 'Republic of Virtue' — terror was the tool to force moral regeneration. About 17,000 were officially executed; many more died in prison.",hint:"He thought extreme measures were necessary to save the Revolution."}, {q:"The Law of Suspects (September 1793) allowed:",opts:["Fair trials for all","Arrest of anyone suspected of opposing the Revolution — with a very broad definition of 'suspect'","Freedom for prisoners","Open borders"],ans:1,exp:"Anyone who 'by their conduct or relationships' showed sympathy for the old regime could be arrested. Denunciations flourished; paranoia became policy.",hint:"Almost anyone could be arrested on suspicion of being an enemy."}, {q:"The guillotine was adopted as the method of execution because:",opts:["It was entertaining","Enlightenment principles of equality — everyone, regardless of rank, received the same swift, 'humane' death","It was traditional","It was cheap"],ans:1,exp:"Dr. Guillotin advocated it as more humane than hanging or breaking on the wheel. Its mechanical equality symbolized the Revolution's egalitarian ideals — applied to death.",hint:"Equal in death — even the method of execution was 'enlightened.'"}, {q:"The de-Christianization campaign included:",opts:["Building more churches","Closing churches, creating a 'Cult of Reason,' adopting a new revolutionary calendar, and renaming months","Converting to Islam","Strengthening the Pope's authority"],ans:1,exp:"Radicals renamed months (Thermidor, Brumaire), replaced Christian holidays with revolutionary festivals, and promoted the Cult of Reason in Notre-Dame.",hint:"They tried to replace Christianity entirely with revolutionary 'religion.'"}, {q:"The Revolutionary Calendar replaced the Gregorian calendar to:",opts:["Be more accurate","Break with Christian tradition and create a new revolutionary era starting from September 22, 1792 (Year I)","Save paper","Confuse enemies"],ans:1,exp:"New months named after nature (Germinal = growth, Thermidor = heat), 10-day weeks, no Sundays — an attempt to remake even time itself.",hint:"Even the calendar was revolutionized — no more Christian dates."}, {q:"The Vendée Rebellion (1793–1796) was:",opts:["A Parisian uprising","A massive Catholic-royalist counter-revolution in western France, brutally suppressed with up to 250,000 deaths","A foreign invasion","A workers' strike"],ans:1,exp:"Peasants in the Vendée region revolted against conscription and de-Christianization. The Republic's brutal suppression has been called genocide by some historians.",hint:"Catholic peasants revolted and were crushed with horrific violence."}, {q:"Danton was executed because:",opts:["He was a royalist","He called for moderation and an end to the Terror — Robespierre saw moderation itself as counter-revolutionary","He was foreign","He committed fraud only"],ans:1,exp:"Danton's plea for clemency was seen as weakness. Robespierre had him arrested and guillotined (April 1794) — showing no one was safe from the Terror.",hint:"Calling for mercy became a death sentence during the Terror."}, {q:"The Thermidorian Reaction (July 27, 1794) was:",opts:["A scientific discovery","The overthrow and execution of Robespierre by Convention members who feared they'd be next — ending the Terror","A new phase of Terror","A foreign invasion"],ans:1,exp:"Convention members turned against Robespierre before he could purge them. He was arrested and guillotined — the Terror devoured its creator.",hint:"Those who feared being next victims turned on Robespierre first."}, {q:"The 'White Terror' after Thermidor was:",opts:["A new reign of terror by Robespierre","Revenge killings against former Jacobins and Terror supporters by royalists and moderates","A snowstorm","A scientific theory"],ans:1,exp:"After Robespierre's fall, the pendulum swung — former Terrorists were hunted, imprisoned, and killed. Jacobin clubs were closed.",hint:"The opposite of the Red Terror — this time former radicals were the targets."}, {q:"The Directory (1795–1799) was characterized by:",opts:["Strong, stable government","Political instability, corruption, economic problems, and reliance on the military to maintain order","Democracy","Monarchy"],ans:1,exp:"A five-man executive Directory governed ineffectively — plagued by royalist plots, Jacobin conspiracies, inflation, and military coups.",hint:"Weak, corrupt government that couldn't solve any of France's problems."}, {q:"The Constitution of 1795 restricted voting to:",opts:["All citizens","Property-owning men — a retreat from the radical 1793 Constitution's universal male suffrage","Women and men equally","Nobles only"],ans:1,exp:"After the radical phase, the thermidorian Convention pulled back — limiting the vote to the wealthy. The revolution was becoming more conservative.",hint:"The wealthy moderates took over and restricted who could vote."}, {q:"Napoleon's rise was made possible by:",opts:["His royal blood","The Directory's weakness, his military victories in Italy, and the public's desire for strong, stable leadership after years of chaos","Foreign intervention","The Pope's support"],ans:1,exp:"Military success made Napoleon popular. On 18 Brumaire (November 9, 1799), he overthrew the Directory in a coup — ending the Revolution and beginning his rule.",hint:"A weak government + a popular general = a coup d'état."}, {q:"The Revolution's most lasting domestic achievement was:",opts:["The Terror","The abolition of feudalism, legal equality, religious tolerance, and the principle that sovereignty belongs to the people","Stable government","The guillotine"],ans:1,exp:"Despite the chaos and violence, the Revolution permanently destroyed feudalism in France, established equality before the law, and planted the seeds of modern democracy.",hint:"No more feudalism, legal equality, people's sovereignty."}, {q:"How many people died during the Reign of Terror?",opts:["About 100","Approximately 17,000 officially executed, with perhaps 40,000+ total deaths including prison and civil war","Over a million","Only the king"],ans:1,exp:"The official guillotine count was ~17,000, but thousands more died in prison, civil conflicts like the Vendée, and summary executions.",hint:"Tens of thousands died — guillotine, prison, and civil war combined."}, {q:"The Festival of the Supreme Being (June 1794) reflected:",opts:["Catholic revival","Robespierre's attempt to create a new civic religion based on deism — replacing both Catholicism and atheism","A military parade","A harvest celebration"],ans:1,exp:"Robespierre rejected both Catholicism and radical atheism, promoting a deist 'Supreme Being.' The festival was elaborate but soon became an embarrassment after his fall.",hint:"Robespierre wanted a new religion — neither Catholic nor atheist."}, {q:"The sans-culottes' influence declined after Thermidor because:",opts:["They all died","The new moderate leadership suppressed popular radicalism and dismantled mechanisms of direct democracy","They became wealthy","They joined the army"],ans:1,exp:"The Thermidorian Convention closed Jacobin clubs, disbanded neighborhood assemblies, and arrested sans-culotte leaders — ending the radical phase.",hint:"The moderates shut down everything that gave working people political power."}, {q:"The Conspiracy of Equals (1796) led by Babeuf is significant because:",opts:["It succeeded","It was the first movement advocating communal property and economic equality — a proto-communist conspiracy","It was a royalist plot","It was a tax reform"],ans:1,exp:"Gracchus Babeuf's plot to overthrow the Directory and establish economic equality through communal property foreshadowed 19th-century socialism and communism.",hint:"The first real attempt at communist revolution — way before Marx."}, {q:"What was the 'Great Terror' (June–July 1794)?",opts:["The entire Terror period","An acceleration of executions in the final weeks before Thermidor — the Law of 22 Prairial removed remaining legal protections for the accused","A foreign invasion","A natural disaster"],ans:1,exp:"The Law of 22 Prairial eliminated defense attorneys and reduced trials to formalities. Executions in Paris tripled — provoking the Thermidorian Reaction.",hint:"The Terror got even worse right before it was ended."}, {q:"The French Revolution's impact on European monarchies was:",opts:["None","Profound fear — monarchs formed coalitions against France and cracked down on revolutionary sympathizers in their own countries","They supported it","They ignored it"],ans:1,exp:"The execution of Louis XVI terrified European monarchs. Austria, Prussia, Britain, Spain, and others formed coalitions to crush revolutionary France.",hint:"Killing a king terrified every other king in Europe."}, {q:"The metric system was created during the Revolution to:",opts:["Confuse people","Replace the chaotic variety of local measurements with a rational, universal system based on nature","Help scientists only","Copy Britain"],ans:1,exp:"France had hundreds of different local measurements. The revolutionaries created the metric system based on rational, decimal principles — now used worldwide.",hint:"Rational, universal measurements to replace the irrational old system."}, {q:"Women's role in the Revolution was:",opts:["Nonexistent","Significant but limited — women led bread marches, organized clubs, and fought, but were denied political rights and their clubs were banned in 1793","They gained full equality","Only aristocratic women participated"],ans:1,exp:"Women were crucial revolutionary actors but were excluded from formal politics. When women's clubs demanded rights, the Convention banned them entirely.",hint:"They powered the Revolution but were denied its benefits."}, {q:"The abolition of slavery in French colonies (1794) was:",opts:["Permanent","A radical decree by the Convention that freed enslaved people — but was later reversed by Napoleon in 1802","Proposed but never enacted","A British initiative"],ans:1,exp:"The Convention abolished slavery after the Haitian revolution forced the issue. Napoleon re-established slavery in 1802, though Haiti kept its independence.",hint:"Freed by the Revolution, re-enslaved by Napoleon."}, {q:"The Revolution's most important lesson for European history was:",opts:["Revolution is always good","Revolutions can spiral from reform to radicalism to authoritarianism — and popular sovereignty is both powerful and dangerous","Revolution is impossible","Kings should never change"],ans:1,exp:"The trajectory from 1789 reform → 1793 Terror → 1799 Napoleon showed that revolutions are unpredictable, and the pursuit of perfect justice can produce tyranny.",hint:"Moderate reform → radical terror → authoritarian strongman. A pattern that repeated."}, {q:"What connected the French Revolution to the Haitian Revolution?",opts:["Nothing","French revolutionary ideals of liberty and equality inspired enslaved people in Saint-Domingue to revolt for their own freedom","France conquered Haiti","Haiti caused the French Revolution"],ans:1,exp:"The Haitian Revolution (1791–1804) was the logical extension of French revolutionary principles — if all men are born equal, slavery cannot be justified.",hint:"The enslaved took the Revolution's ideas seriously and applied them to themselves."}, ]}, // ─── DAY 15: Napoleon ─── { day:15, title:"Napoleon: Rise, Reforms & Fall", theme:"Revolution", questions:[ {q:"Napoleon seized power through the coup of 18 Brumaire (1799), establishing himself as:",opts:["King","First Consul — effectively a dictator with republican trappings","Emperor immediately","Prime Minister"],ans:1,exp:"Napoleon overthrew the Directory and created the Consulate. He became First Consul, then Consul for Life (1802), then Emperor (1804).",hint:"Republican title, dictatorial power."}, {q:"The Napoleonic Code's most lasting impact was:",opts:["Military strategy","Establishing legal equality, property rights, and secular law across French-controlled Europe","Monarchy restoration","Religious law"],ans:1,exp:"The Code unified French law: equality before law, religious freedom, property protection. But it also restricted women's rights under patriarchal authority.",hint:"Legal equality and property rights — but not for women."}, {q:"Napoleon's Continental System aimed to:",opts:["Unite Europe peacefully","Destroy Britain economically by closing European ports to British trade","Spread democracy","Build infrastructure"],ans:1,exp:"Unable to invade Britain, Napoleon tried economic warfare. It hurt Europe more than Britain and bred resentment that undermined French control.",hint:"If you can't invade Britain, starve them economically."}, {q:"Napoleon's invasion of Russia (1812) failed because:",opts:["The Russian army was larger","Scorched-earth tactics, brutal winter, overextended supply lines, and Russian refusal to engage in decisive battle","Napoleon got lost","Britain invaded France"],ans:1,exp:"Napoleon entered Russia with 600,000 troops; fewer than 100,000 returned. The retreat from Moscow was the greatest military disaster of the era.",hint:"Burned fields, freezing cold, endless retreat — disaster."}, {q:"The Battle of Waterloo (1815) was significant because:",opts:["Napoleon won","It permanently ended Napoleon's power — defeated by Wellington and Blücher, Napoleon was exiled to St. Helena","It was a minor skirmish","France conquered Belgium"],ans:1,exp:"After his escape from Elba ('Hundred Days'), Napoleon was defeated at Waterloo by British and Prussian forces. He was exiled to remote St. Helena, where he died in 1821.",hint:"His final defeat ended the Napoleonic era permanently."}, {q:"The Concordat of 1801 with the Pope:",opts:["Abolished Catholicism","Restored Catholicism as France's majority religion while maintaining state control over the Church","Made the Pope ruler of France","Established Protestantism"],ans:1,exp:"Napoleon ended the de-Christianization conflict by recognizing Catholicism but keeping Church appointments and property under state control — pragmatic compromise.",hint:"Peace with the Church, but the state stays in charge."}, {q:"Napoleon spread revolutionary ideals across Europe by:",opts:["Writing philosophy","Imposing the Napoleonic Code, abolishing feudalism, and restructuring governments in conquered territories","Peaceful negotiation only","Sending missionaries"],ans:1,exp:"Wherever French armies went, feudalism ended, legal equality was introduced, and merit replaced birth — permanently changing European society.",hint:"His armies carried legal equality and merit-based government everywhere."}, {q:"Napoleon's greatest military innovation was:",opts:["The bayonet","Corps system — self-sufficient army divisions that could march separately and combine for battle, with rapid decision-making","Naval warfare","Trench warfare"],ans:1,exp:"Napoleon's corps system allowed faster movement and flexible tactics. Combined with citizen-soldier motivation and his tactical genius, it dominated Europe for a decade.",hint:"Independent army divisions that could march separately, fight together."}, {q:"The Congress of Vienna (1815) sought to:",opts:["Spread democracy","Restore pre-Napoleonic order: balance of power, legitimate monarchies, and territorial compensation","Create a European republic","Start more wars"],ans:1,exp:"Led by Metternich, the Congress restored old dynasties, redrew borders, and created a system to prevent future French domination — and future revolutions.",hint:"Put everything back the way it was before Napoleon."}, {q:"Metternich's guiding principle at Vienna was:",opts:["Democracy","Conservatism — restoring legitimate monarchies and suppressing nationalism and liberalism","Socialism","Mercantilism"],ans:1,exp:"Metternich believed revolution was a disease. The Vienna settlement aimed to contain nationalism and liberalism — the forces Napoleon had unleashed.",hint:"Stop revolution, restore kings, suppress dangerous new ideas."}, {q:"The Concert of Europe was:",opts:["A musical event","A system of great-power cooperation to maintain the Vienna settlement and suppress revolutionary movements","A trade union","A military alliance"],ans:1,exp:"The five great powers agreed to meet regularly to resolve disputes and collectively intervene against revolutions. It maintained relative peace until the 1850s.",hint:"Great powers cooperating to keep the peace and crush revolutions."}, {q:"Napoleon's Egyptian campaign (1798–1801) was militarily unsuccessful but culturally important because:",opts:["He conquered Egypt permanently","It brought scholars who discovered the Rosetta Stone and founded modern Egyptology","He converted to Islam","He found gold"],ans:1,exp:"Though the military campaign failed, the accompanying scientists' discoveries (including the Rosetta Stone) opened the study of ancient Egypt.",hint:"Military failure, cultural triumph — the Rosetta Stone."}, {q:"The Peninsular War (1807–1814) in Spain was damaging to Napoleon because:",opts:["Spain was too hot","Spanish guerrilla warfare, aided by Britain's Wellington, drained French resources in an unwinnable insurgency","Spain surrendered immediately","Napoleon never fought there"],ans:1,exp:"Napoleon called it his 'Spanish ulcer.' Guerrilla resistance plus British intervention tied down 300,000 French troops for years.",hint:"Napoleon's 'Spanish ulcer' — endless guerrilla warfare drained France."}, {q:"Napoleon crowned himself Emperor in 1804 to signal:",opts:["Religious devotion","That his authority came from himself and the people, not the Pope — he literally took the crown from the Pope's hands","Submission to the Church","Alliance with Austria"],ans:1,exp:"By crowning himself at Notre-Dame while the Pope watched, Napoleon declared he owed his power to no one. The moment was immortalized in David's painting.",hint:"He took the crown from the Pope and placed it on his own head."}, {q:"The Confederation of the Rhine was:",opts:["A German river association","A French-controlled alliance of German states that replaced the Holy Roman Empire — simplifying German politics","A Swiss confederation","A trade route"],ans:1,exp:"Napoleon dissolved the 1,000-year-old Holy Roman Empire and reorganized German states into a French satellite. This simplified German politics and inadvertently promoted later unification.",hint:"Napoleon reorganized Germany — which accidentally helped it unify later."}, {q:"The Battle of Trafalgar (1805) was significant because:",opts:["Napoleon conquered Britain","Britain's naval victory under Nelson ensured British control of the seas for a century, making direct invasion of Britain impossible","France won at sea","It was a land battle"],ans:1,exp:"Admiral Nelson destroyed the French-Spanish fleet off Spain. Britain's naval dominance forced Napoleon to rely on the Continental System instead of invasion.",hint:"Britain ruled the seas; Napoleon was stuck on land."}, {q:"The Battle of Austerlitz (1805) is considered Napoleon's masterpiece because:",opts:["He lost","He decisively defeated Austria and Russia through brilliant tactical deception — the 'Battle of Three Emperors'","It was a draw","It was a naval battle"],ans:1,exp:"Napoleon lured the Allies into attacking what they thought was a weak position, then counterattacked and shattered their armies. Austria sued for peace immediately.",hint:"He tricked two enemy armies into a devastating trap."}, {q:"The Hundred Days refers to:",opts:["Napoleon's first 100 days as emperor","Napoleon's return from Elba exile in March 1815 until his final defeat at Waterloo in June","A French holiday","The Terror's duration"],ans:1,exp:"Napoleon escaped Elba, marched to Paris gathering troops, briefly reclaimed power, but was defeated at Waterloo and exiled permanently to St. Helena.",hint:"His dramatic escape, brief return to power, and final defeat."}, {q:"How did nationalism both help and hurt Napoleon?",opts:["It only helped him","French nationalism empowered his armies, but the nationalism he awakened in conquered peoples (Spain, Germany, Russia) turned against France","It only hurt him","Nationalism was irrelevant"],ans:1,exp:"French soldiers fought with patriotic fervor, but Spanish guerrillas, German patriots, and Russian defenders were also fighting for their nations — against France.",hint:"He weaponized French nationalism but accidentally armed everyone else's too."}, {q:"Napoleon's legacy for European history includes:",opts:["Nothing lasting","Spreading legal equality, ending feudalism, stimulating nationalism, modernizing administration — changes that couldn't be fully reversed","Only military tactics","Only the Napoleonic Code"],ans:1,exp:"Even after the Vienna restoration, feudalism never returned where Napoleon had abolished it. Legal codes, administrative reform, and national consciousness persisted.",hint:"The clock couldn't be turned back completely — too much had permanently changed."}, {q:"The Treaty of Tilsit (1807) was:",opts:["A peace between France and Britain","Napoleon's agreement with Tsar Alexander I dividing Europe into French and Russian spheres — the height of Napoleon's power","A trade deal","A colonial agreement"],ans:1,exp:"After defeating Prussia and Russia, Napoleon was at his peak. He and Alexander divided Europe — but the alliance eventually collapsed over the Continental System.",hint:"Napoleon and the Tsar divided Europe between them."}, {q:"The Lycée system was Napoleon's contribution to:",opts:["Military training only","French public education — creating state-run secondary schools that trained loyal citizens and administrators","Religious education","Women's education"],ans:1,exp:"Napoleon established lycées to produce trained bureaucrats and officers — a meritocratic education system that still forms the backbone of French education.",hint:"State schools producing loyal, capable administrators through merit."}, {q:"Why did Napoleon ultimately fail?",opts:["Bad luck","Overextension, inability to defeat British sea power, nationalism in conquered territories, and the disastrous Russian campaign","He was a poor strategist","He gave up willingly"],ans:1,exp:"Napoleon could win battles but not end wars against Britain (safe behind the Royal Navy). His empire grew too large, and conquered peoples resisted increasingly.",hint:"Too many enemies, too much territory, and he couldn't defeat Britain."}, {q:"The impact of the Napoleonic Wars on European casualties was:",opts:["Minimal","Approximately 3–6 million military and civilian deaths — making them the deadliest European conflicts before World War I","Over 50 million","Only a few hundred"],ans:1,exp:"Two decades of warfare devastated populations across Europe. The scale of destruction was unprecedented until the 20th century.",hint:"Millions died — Europe's bloodiest wars until the World Wars."}, {q:"Napoleon's sale of Louisiana to the United States (1803) was motivated by:",opts:["Friendship with America","The failure of the Haitian Revolution, which made the Louisiana colony strategically useless, plus need for war funds","Love of democracy","British pressure"],ans:1,exp:"When Haiti's revolt destroyed France's Caribbean empire, Louisiana lost its purpose. Napoleon sold it cheaply to fund European wars — doubling the US overnight.",hint:"Haiti's revolt made Louisiana useless, and Napoleon needed cash for wars."}, ]}, // ─── DAYS 16-18: Industrialization ─── { day:16, title:"Origins of Industrialization", theme:"Industrialization", questions:[ {q:"Why did industrialization begin in Britain?",opts:["Government planning","Abundant coal/iron, colonial markets, capital, labor from enclosure, stable government, and navigable waterways","Better weather","Larger population than others"],ans:1,exp:"Britain had a unique combination of natural resources, capital from trade, displaced rural workers, and political stability that enabled industrialization.",hint:"Resources + capital + workers + stability = first industrial nation."}, {q:"The enclosure movement displaced rural workers by:",opts:["Building walls around cities","Consolidating common lands into private farms, forcing landless peasants to seek factory work in cities","Flooding farmland","Banning agriculture"],ans:1,exp:"Enclosure increased agricultural efficiency but eliminated small farmers' access to common land, creating a mobile labor force for factories.",hint:"Common land became private → peasants lost their land → they moved to cities."}, {q:"The spinning jenny and water frame revolutionized:",opts:["Farming","Textile production — enabling faster, cheaper cloth manufacturing that moved production from homes to factories","Transportation","Mining"],ans:1,exp:"These inventions mechanized spinning thread. Production moved from cottages to water-powered factories, beginning the factory system.",hint:"Making cloth faster and cheaper in factories instead of homes."}, {q:"James Watt's improved steam engine (1769) was important because:",opts:["It was decorative","It provided reliable mechanical power independent of water location, enabling factories and mines anywhere","It replaced horses entirely","It was solar-powered"],ans:1,exp:"Watt's engine converted coal into mechanical power efficiently, freeing factories from rivers. It was later adapted for trains and ships.",hint:"Power from coal instead of water — factories could go anywhere."}, {q:"The factory system differed from the putting-out system by:",opts:["Being identical","Concentrating workers, machines, and power sources in one location under employer supervision and strict schedules","Being less efficient","Using only handwork"],ans:1,exp:"Factories brought production under one roof with machinery, clock-based schedules, and employer control — replacing home-based, self-paced work.",hint:"Workers came to the machines instead of machines going to workers."}, {q:"Child labor in early factories was:",opts:["Rare","Common — children as young as 5 worked 14-hour days in mines and mills because they were cheap and could fit into small spaces","Only in agriculture","Well-regulated"],ans:1,exp:"Children cleaned under running machinery, pulled coal carts in mines, and worked brutal hours. Reform came slowly through Factory Acts in the 1830s-40s.",hint:"Young children worked long hours in dangerous conditions."}, {q:"The railway's impact on industrialization was:",opts:["Minimal","Transformative — railways moved goods cheaply, connected markets, stimulated steel/iron demand, and created new investment opportunities","Only for passengers","Negative for the economy"],ans:1,exp:"Stephenson's Rocket (1829) launched the railway age. Railways reduced transport costs, unified national markets, and became the era's biggest industry themselves.",hint:"Cheaper transport, bigger markets, and a massive industry in itself."}, {q:"Urbanization during industrialization led to:",opts:["Better living conditions","Overcrowding, pollution, disease (cholera), inadequate sanitation, and social dislocation in rapidly growing cities","Depopulation of cities","Rural improvement"],ans:1,exp:"Cities like Manchester grew explosively without infrastructure. Workers lived in slums with no sewers, clean water, or regulations.",hint:"Cities grew fast without planning — filthy, overcrowded, disease-ridden."}, {q:"The Luddites were:",opts:["Scientists","Workers who destroyed machines they blamed for unemployment and poor conditions — early resistance to industrialization","Factory owners","Politicians"],ans:1,exp:"Named after mythical 'Ned Ludd,' they smashed textile machinery (1811-16). The government crushed them with military force and executions.",hint:"They broke machines they blamed for taking their jobs."}, {q:"Adam Smith's division of labor meant:",opts:["Dividing working hours equally","Breaking production into specialized tasks so each worker does one step efficiently","Sharing wages equally","Government labor rules"],ans:1,exp:"Smith used the pin factory example: one worker makes 1 pin/day alone, but 10 workers doing specialized steps make 48,000 pins/day.",hint:"Each worker does one task very efficiently — total output explodes."}, {q:"The 'iron law of wages' (Ricardo) argued:",opts:["Workers would get rich","Wages would always fall to bare subsistence because population growth creates surplus labor","Wages always rise","Iron workers deserve more"],ans:1,exp:"David Ricardo argued wages naturally fall to survival level. More workers = more competition = lower wages. This pessimistic view influenced Marx.",hint:"More workers competing for jobs = wages pushed down to survival level."}, {q:"Robert Owen's New Lanark demonstrated:",opts:["That child labor was essential","That good working conditions, education, and fair wages could be profitable — an early socialist experiment","Military efficiency","Religious revival"],ans:1,exp:"Owen improved housing, shortened hours, provided schools, and still made profits. His utopian socialism inspired the cooperative movement.",hint:"Treat workers well AND make a profit — it was possible."}, {q:"The Chartist movement in Britain demanded:",opts:["More factories","Universal male suffrage, secret ballot, annual parliaments, and other democratic reforms","Return to agriculture","Abolition of Parliament"],ans:1,exp:"The People's Charter (1838) demanded political democracy for working men. Though the petition failed three times, most demands were eventually enacted.",hint:"Working people demanding the right to vote — most goals were eventually achieved."}, {q:"Britain's Factory Acts (1833, 1844, 1847) regulated:",opts:["Nothing","Working hours, child labor, and safety conditions in factories — early government intervention in the economy","Farm production","Trade with other countries"],ans:1,exp:"These acts limited child work hours, required schooling, and gradually reduced adult hours. They represented the beginning of labor regulation.",hint:"The government finally started regulating working conditions."}, {q:"The Public Health Act of 1848 was prompted by:",opts:["A military threat","Cholera epidemics and Edwin Chadwick's report linking disease to unsanitary conditions in industrial cities","A fire","A flood"],ans:1,exp:"Chadwick showed that disease spread through contaminated water and sewage. The Act began government responsibility for public health.",hint:"Cholera epidemics forced the government to address sanitation."}, {q:"Malthus argued that population growth would:",opts:["Solve all problems","Outstrip food supply, inevitably leading to famine, disease, and misery — opposing welfare for the poor","Never be a problem","Decrease naturally"],ans:1,exp:"Malthus's Essay on Population (1798) argued food grows linearly but population grows exponentially. He opposed poor relief as encouraging larger families.",hint:"Population grows faster than food supply → inevitable suffering."}, {q:"The key difference between the First and Second Industrial Revolutions was:",opts:["There was no difference","First (textiles, steam, iron, ~1760–1840); Second (steel, electricity, chemicals, internal combustion, ~1870–1914)","Only location changed","Only speed changed"],ans:1,exp:"The Second Industrial Revolution brought new energy sources (electricity, oil), new materials (steel), and new industries (chemicals, automobiles).",hint:"First wave: steam and iron. Second wave: electricity, steel, and chemicals."}, {q:"The Bessemer process (1856) was important for:",opts:["Making glass","Producing cheap steel quickly — enabling railways, bridges, buildings, and machinery on a massive scale","Making cloth","Refining oil"],ans:1,exp:"Bessemer's converter transformed iron into steel cheaply and quickly, making steel the defining material of the industrial age.",hint:"Cheap steel = railways, skyscrapers, bridges, ships."}, {q:"Why did Germany and the United States industrialize rapidly after 1870?",opts:["They copied Britain exactly","Government support, education systems, natural resources, large populations, and ability to adopt latest technologies without legacy systems","Better weather","British investment only"],ans:1,exp:"'Late industrializers' could leapfrog to the newest technology. Germany's education system and state support were particularly effective.",hint:"They could skip the old technology and go straight to the newest."}, {q:"The demographic transition describes:",opts:["People moving to cities","The shift from high birth/death rates → declining death rates → declining birth rates → stable low population growth","Population decline","Immigration patterns"],ans:1,exp:"As industrialization improved medicine and sanitation, death rates fell first. Birth rates fell later as urbanization changed family economics.",hint:"Death rates drop first, then birth rates follow — population stabilizes."}, {q:"Trade unions were initially:",opts:["Encouraged by governments","Illegal in most countries — workers who organized were prosecuted under combination acts","Government-created","Only for factory owners"],ans:1,exp:"Britain's Combination Acts (1799-1800) banned worker organizations. Unions were legalized gradually (1824-1871), gaining power slowly.",hint:"Forming a union was literally a crime at first."}, {q:"The Crystal Palace Exhibition (1851) symbolized:",opts:["Agricultural progress","British industrial supremacy — showcasing technology, manufactured goods, and imperial confidence to the world","Military power","Religious revival"],ans:1,exp:"The Great Exhibition in London's Crystal Palace displayed Britain's industrial achievements to millions of visitors — a triumph of Victorian confidence.",hint:"Britain showing the world it was the industrial leader."}, {q:"How did industrialization change family structure?",opts:["No change","Work moved from home to factory, separating workplace from family life and creating new gender roles (men work, women homemakers)","Families grew larger","Children stopped working"],ans:1,exp:"Pre-industrial families worked together. Factories separated work from home, creating the 'separate spheres' ideology for middle-class families.",hint:"Work and home were separated — creating new ideas about men's and women's roles."}, {q:"The standard of living debate asks:",opts:["How rich the king was","Whether early industrialization improved or worsened conditions for ordinary workers — evidence supports both sides for different periods","About royal living standards","About food prices only"],ans:1,exp:"'Optimists' point to eventual wage growth and cheaper goods; 'pessimists' point to horrific early conditions. Both are partially right for different time periods.",hint:"Did workers' lives get better or worse? The answer depends on which decade you look at."}, {q:"Industrialization's long-term environmental impact included:",opts:["Cleaner air","Air and water pollution, deforestation, resource depletion, and the beginning of fossil fuel-driven climate change","No environmental effects","Improved landscapes"],ans:1,exp:"Industrial pollution was devastating and unregulated. The burning of coal that began the industrial age also began the accumulation of greenhouse gases.",hint:"The environmental costs we're still dealing with today started here."}, ]}, { day:17, title:"Marx, Socialism & Social Responses to Industrialization", theme:"Industrialization", questions:[ {q:"Marx's theory of historical materialism argues that:",opts:["Ideas drive history","Economic forces (modes of production) and class struggle drive historical change","Great leaders drive history","Religion drives history"],ans:1,exp:"Marx saw history as a series of economic stages (feudalism → capitalism → socialism → communism), each overthrown by class conflict.",hint:"Economics and class conflict drive everything — not ideas or great men."}, {q:"According to Marx, the bourgeoisie are:",opts:["Workers","The capitalist class who own the means of production (factories, land, capital)","Peasants","Clergy"],ans:1,exp:"The bourgeoisie profit by exploiting proletarian labor. Marx argued this exploitation would eventually drive workers to revolution.",hint:"The owners — those who control the factories, land, and capital."}, {q:"The proletariat, in Marx's view, would eventually:",opts:["Become bourgeoisie","Rise up in revolution, seize the means of production, and create a classless communist society","Accept their conditions","Emigrate"],ans:1,exp:"Marx believed capitalism's internal contradictions (falling profits, growing misery) would inevitably produce proletarian revolution.",hint:"Workers would eventually revolt and create a society without classes."}, {q:"Marx's concept of 'surplus value' means:",opts:["Extra goods","The difference between what workers produce and what they're paid — the source of capitalist profit (exploitation)","A tax","Savings"],ans:1,exp:"If a worker produces $100 of goods but is paid $50, the $50 surplus goes to the capitalist as profit. Marx called this exploitation.",hint:"Workers create more value than they receive — the difference is the owner's profit."}, {q:"The Communist Manifesto (1848) famously opens with:",opts:["'Four score and seven years ago'","'A specter is haunting Europe — the specter of communism'","'We the people'","'In the beginning'"],ans:1,exp:"Marx and Engels announced that communism was a real political force that Europe's ruling classes should fear. It ends: 'Workers of the world, unite!'",hint:"A 'specter' (ghost) is haunting Europe."}, {q:"Utopian socialists (Owen, Fourier, Saint-Simon) differed from Marx by:",opts:["Supporting capitalism","Proposing ideal communities through voluntary cooperation rather than revolution and class conflict","Being more radical","Rejecting all reform"],ans:1,exp:"Marx called them 'utopian' because they imagined ideal societies without analyzing capitalism's contradictions or the need for revolution.",hint:"They wanted to build perfect communities; Marx wanted revolution."}, {q:"Why did Marx's predicted revolution NOT happen in industrialized Western Europe?",opts:["Marx was completely wrong","Rising living standards, labor reforms, trade unions, expanding suffrage, and nationalism divided workers — conditions improved enough to prevent revolution","Workers were too lazy","Capitalists surrendered voluntarily"],ans:1,exp:"Reform (Factory Acts, voting rights, unions) and rising living standards reduced revolutionary pressure. Nationalism also divided workers along national lines.",hint:"Things improved enough that workers chose reform over revolution."}, {q:"The First International (1864) was:",opts:["A sports event","An international organization of workers' parties and unions coordinating the labor movement across countries","A trade fair","A peace conference"],ans:1,exp:"Marx helped found the International Workingmen's Association to coordinate socialist movements globally. It collapsed due to internal disputes (Marx vs. anarchists).",hint:"Workers of the world trying to unite — but they couldn't agree on how."}, {q:"Anarchism, as advocated by Bakunin, differed from Marxism by:",opts:["Supporting capitalism","Opposing ALL forms of state authority — even a temporary workers' state — advocating immediate abolition of government","Being more conservative","Supporting monarchy"],ans:1,exp:"Bakunin argued Marx's 'dictatorship of the proletariat' would just create a new tyranny. He wanted to destroy all government immediately.",hint:"No state at all — not even a workers' state."}, {q:"Social Darwinism applied Darwin's ideas to argue:",opts:["Everyone deserves help","'Survival of the fittest' justified inequality, imperialism, and laissez-faire capitalism — the poor are poor because they're 'unfit'","Evolution is wrong","All races are equal"],ans:1,exp:"Herbert Spencer (not Darwin) coined 'survival of the fittest' for society. This misapplication of biology justified exploitation and racism.",hint:"Misusing evolution to justify inequality — the rich deserve wealth, the poor deserve poverty."}, {q:"The Fabian Society in Britain advocated:",opts:["Violent revolution","Gradual, democratic socialism through reform rather than revolution — influenced the Labour Party","Return to monarchy","Anarchism"],ans:1,exp:"Named after Roman general Fabius (who won through patience), Fabians like Sidney and Beatrice Webb promoted socialism through education and democratic politics.",hint:"Slow, patient, democratic path to socialism — no revolution needed."}, {q:"Pope Leo XIII's Rerum Novarum (1891) was significant because:",opts:["It supported communism","The Catholic Church acknowledged workers' right to fair wages and unions while rejecting socialism — a middle path","It banned labor unions","It endorsed capitalism completely"],ans:1,exp:"This encyclical defended workers' dignity and right to organize while also defending private property and rejecting Marxist class warfare.",hint:"The Church said: workers deserve better, but communism isn't the answer."}, {q:"Germany's social welfare state under Bismarck included:",opts:["Nothing for workers","Health insurance (1883), accident insurance (1884), and old-age pensions (1889) — designed to undercut socialist appeal","Universal basic income","Free housing"],ans:1,exp:"Bismarck created the world's first comprehensive welfare state — not out of compassion, but to steal socialist voters by giving workers state-provided security.",hint:"Give workers insurance so they won't vote socialist — pragmatic, not idealistic."}, {q:"The 'labor theory of value' holds that:",opts:["Money determines value","A product's value comes from the labor required to produce it — workers therefore create all value","Supply and demand alone determine value","Land creates all value"],ans:1,exp:"This theory (from Smith, Ricardo, and Marx) argues labor is the source of value. Marx used it to argue capitalists exploit workers by paying less than the value workers create.",hint:"Workers create all value — so why don't they get all the rewards?"}, {q:"Women in the industrial workforce primarily worked in:",opts:["Management","Textile factories, domestic service, and later clerical/retail work — usually for lower wages than men","The military","Only agriculture"],ans:1,exp:"Women were concentrated in textiles and domestic service, paid less than men. The middle-class 'separate spheres' ideal excluded women from many occupations.",hint:"Textiles and domestic service — always paid less than men."}, {q:"The 'condition of England' question referred to:",opts:["English weather","Debates about how to address the social problems caused by industrialization — poverty, inequality, health, and working conditions","English military strength","English diplomacy"],ans:1,exp:"Writers like Dickens, Carlyle, and Engels documented industrial misery, prompting political debate about government's responsibility to address social problems.",hint:"What should England do about industrial poverty and suffering?"}, {q:"Friedrich Engels's Condition of the Working Class in England (1845) was important because:",opts:["It praised capitalism","It provided detailed, firsthand documentation of workers' horrific living and working conditions in Manchester","It was fiction","It supported the Factory Acts"],ans:1,exp:"Engels lived in Manchester and documented slums, pollution, disease, and exploitation. His observations shaped his collaboration with Marx.",hint:"He lived among Manchester's workers and wrote down everything he saw."}, {q:"The Chartists failed in the short term but succeeded long-term because:",opts:["All their demands were rejected permanently","Most of their six demands (universal male suffrage, secret ballot, etc.) were eventually enacted through later reforms","They started a revolution","They became a political party"],ans:1,exp:"By 1918, five of six Chartist demands were law. The movement showed that sustained political agitation, even when initially defeated, can eventually succeed.",hint:"They lost every vote but eventually won almost everything they asked for."}, {q:"'Lump of labor' fallacy in the Luddite context refers to:",opts:["A medical condition","The false belief that there's a fixed amount of work — so machines taking jobs means permanent unemployment","A type of coal","A labor union tactic"],ans:1,exp:"While machines did destroy specific jobs, industrialization created more new jobs than it eliminated. But the transition was brutal for those displaced.",hint:"Machines destroyed old jobs but created new ones — eventually."}, {q:"Cooperatives, inspired by the Rochdale Pioneers (1844), were:",opts:["Factories","Worker-owned businesses sharing profits equally — an alternative to both capitalism and revolution","Government agencies","Churches"],ans:1,exp:"The Rochdale Society established principles (democratic control, profit-sharing, open membership) that the global cooperative movement still follows.",hint:"Workers owning the business together — a middle path between capitalism and communism."}, {q:"The Second International (1889) established:",opts:["A new country","May Day as international workers' day, coordinated socialist parties, and debated reform vs. revolution","A military alliance","A trade agreement"],ans:1,exp:"The Second International united socialist parties worldwide. Its key debate: should socialists work within democracy (reformists) or seek revolution (revolutionaries)?",hint:"International coordination of socialist parties — and a big internal debate."}, {q:"Revisionism in socialism, associated with Bernstein, argued:",opts:["Return to feudalism","Marx was wrong that capitalism would collapse — socialists should pursue reform through democratic politics instead of revolution","Marx was always right","Revolution was imminent"],ans:1,exp:"Eduard Bernstein (1899) noted capitalism was getting stronger, not weaker. He argued for evolutionary socialism through democracy — splitting the socialist movement.",hint:"Maybe Marx was wrong about capitalism collapsing — work within democracy instead."}, {q:"How did industrialization change warfare?",opts:["Wars became less deadly","Mass-produced weapons, railways for troop movement, telegraphs for communication, and industrial economies made wars deadlier and larger in scale","No change","Wars ended entirely"],ans:1,exp:"Industrialization gave states the ability to field millions of soldiers with machine-made weapons, move them by rail, and sustain wars for years. WWI was the terrible result.",hint:"Industrial power applied to war = unprecedented destruction."}, {q:"The 'social question' of the 19th century was:",opts:["A quiz show","How should society address poverty, inequality, and working conditions created by industrialization?","A census","A philosophical puzzle"],ans:1,exp:"Every political movement — liberalism, socialism, conservatism, the Church — had to answer this question. Their different answers shaped modern politics.",hint:"The central political question: what do we do about industrial poverty?"}, {q:"Industrialization's most transformative long-term impact was:",opts:["Fashion changes","Shifting most humans from agricultural to urban life, creating modern consumer economies and dramatically raising average living standards over time","Only negative consequences","Only affecting Britain"],ans:1,exp:"Despite terrible early conditions, industrialization eventually produced the wealth, technology, and living standards that define modern life.",hint:"In the long run, it transformed human life more than any event since agriculture."}, ]}, { day:18, title:"Second Industrial Revolution & Society", theme:"Industrialization", questions:[ {q:"The Second Industrial Revolution (c. 1870–1914) was driven by:",opts:["Wind power","Steel, electricity, chemicals, and the internal combustion engine","Wood and water","Nuclear energy"],ans:1,exp:"New energy sources (electricity, petroleum), materials (cheap steel), and industries (chemicals, automobiles) created a second wave of transformation.",hint:"New energy + new materials + new industries."}, {q:"Edison and the spread of electricity transformed society by:",opts:["Making candles unnecessary","Enabling factories to run 24/7, lighting cities, and powering new technologies from streetcars to telephones","Having no real impact","Only helping the wealthy"],ans:1,exp:"Electricity freed factories from steam engines, extended working/leisure hours, and enabled countless inventions that defined modern life.",hint:"Light, power, and a whole new world of technology."}, {q:"The internal combustion engine led to:",opts:["Nothing new","Automobiles, airplanes, and oil-based economies that reshaped transportation, warfare, and geopolitics","Better horse breeding","Cleaner air"],ans:1,exp:"Daimler and Benz's engines (1880s) led to cars, then Henry Ford's assembly line made them affordable. Oil became the world's most strategic resource.",hint:"Cars, planes, and the age of oil."}, {q:"Assembly line production, perfected by Henry Ford, meant:",opts:["Slower production","Standardized mass production — making goods cheaper and workers' tasks more repetitive and specialized","Higher prices","More craft work"],ans:1,exp:"Ford's Model T assembly line (1913) reduced car production time from 12 hours to 93 minutes. Mass production made goods affordable for the masses.",hint:"Fast, cheap, standardized — but workers did the same tiny task all day."}, {q:"Germany became an industrial powerhouse by 1900 through:",opts:["Copying Britain exactly","State-supported education, research universities, chemical/electrical industries, and cartels","Natural advantages only","Colonial exploitation only"],ans:1,exp:"German universities produced scientists who led in chemicals (Bayer, BASF) and electrical engineering (Siemens). The state actively promoted industrial development.",hint:"Education + science + government support = industrial giant."}, {q:"The department store (Le Bon Marché, Selfridges) represented:",opts:["A return to traditional shopping","A new consumer culture — mass-produced goods displayed attractively for a growing middle class","Government-run shops","Workers' cooperatives"],ans:1,exp:"Department stores created modern consumer culture: fixed prices, browsing, advertising, and the idea of shopping as leisure. They targeted women consumers especially.",hint:"Shopping as entertainment — a new consumer culture emerged."}, {q:"The 'new imperialism' of 1870–1914 was driven by:",opts:["Religious conversion only","Industrial demand for raw materials, markets for manufactured goods, strategic competition, and Social Darwinist ideology","A desire for peace","Democratic ideals"],ans:1,exp:"Industrialized nations needed raw materials (rubber, copper, oil) and markets for surplus goods. Nationalism, strategic rivalry, and racist ideology provided justification.",hint:"Industry needed raw materials and markets; nationalism provided the motivation."}, {q:"The germ theory of disease (Pasteur, Koch) transformed public health by:",opts:["Proving disease was punishment for sin","Identifying microorganisms as causes of disease — enabling sanitation, vaccination, and antiseptic surgery","Having no practical impact","Replacing all traditional medicine"],ans:1,exp:"Understanding that germs cause disease led to clean water systems, sewage treatment, surgical sterilization, and targeted vaccines — dramatically reducing death rates.",hint:"Once you know germs cause disease, you can fight them systematically."}, {q:"The rise of the middle class during industrialization created:",opts:["No social change","New values emphasizing education, respectability, domestic life, and self-improvement — 'Victorian' culture","A classless society","Aristocratic revival"],ans:1,exp:"The growing bourgeoisie defined 'respectability': hard work, education, church attendance, temperance, domestic order, and the 'separate spheres' gender ideology.",hint:"A whole new culture of respectability, education, and proper behavior."}, {q:"The women's suffrage movement began in the 19th century because:",opts:["Men encouraged it","Enlightenment equality ideals, women's education advances, and their role in reform movements highlighted the contradiction of denying them the vote","No reason","Economic necessity only"],ans:1,exp:"Women active in abolition, temperance, and reform asked: if we can advocate for others' rights, why can't we vote ourselves? The suffrage movement grew from this logic.",hint:"Women who fought for others' rights started fighting for their own."}, {q:"Social realism in literature (Dickens, Zola, Dostoevsky) responded to industrialization by:",opts:["Ignoring social problems","Depicting the harsh realities of industrial life, poverty, and social inequality — using fiction to advocate for reform","Celebrating factory life","Writing only for the wealthy"],ans:1,exp:"Dickens's Oliver Twist exposed workhouse conditions; Zola's Germinal depicted miners' lives. These novels made the public aware of industrial suffering.",hint:"Using novels to show the public how the other half lived."}, {q:"Impressionist art (Monet, Renoir) broke with tradition by:",opts:["Painting only religious subjects","Capturing light, color, and modern life with visible brushstrokes — rejecting academic realism","Using only black and white","Painting only factories"],ans:1,exp:"Impressionists painted outdoors, captured fleeting moments of modern Parisian life, and emphasized visual perception over precise representation.",hint:"Light, color, everyday life — painted quickly to capture the moment."}, {q:"Darwin's On the Origin of Species (1859) challenged:",opts:["Only scientific views","Traditional religious accounts of creation by proposing natural selection as the mechanism of evolution","Nothing — everyone agreed","Only political views"],ans:1,exp:"Darwin's theory that species evolve through natural selection, not divine creation, was one of the most revolutionary ideas in human history.",hint:"Species change over time through natural selection — not divine design."}, {q:"Freud's psychoanalysis challenged Enlightenment confidence by arguing:",opts:["Humans are perfectly rational","Unconscious desires and irrational drives (id, ego, superego) motivate much human behavior","Everyone is insane","Dreams have no meaning"],ans:1,exp:"Freud suggested humans are driven by hidden, irrational forces (sexuality, aggression) — undermining the Enlightenment's faith in human reason.",hint:"We're not as rational as we think — unconscious forces drive us."}, {q:"Nietzsche's philosophy challenged European values by:",opts:["Supporting Christianity","Declaring 'God is dead' — meaning traditional morality had lost its foundation, requiring humans to create their own values","Supporting democracy","Defending the Church"],ans:1,exp:"Nietzsche argued that the decline of religion left a moral vacuum. His call for the Übermensch (overman) to create new values was both liberating and dangerous.",hint:"Traditional values are dying — humans must create their own meaning."}, {q:"Mass education systems in the late 19th century aimed to:",opts:["Produce revolutionaries","Create literate, skilled citizens and workers loyal to the nation-state","Only educate elites","Teach only religion"],ans:1,exp:"States invested in public education to produce skilled workers for industry and patriotic citizens for the nation. Literacy rates soared across Europe.",hint:"Literate workers for factories + loyal citizens for the nation."}, {q:"The 'Eastern Question' in the late 19th century concerned:",opts:["Asian trade routes","What would happen to territories as the Ottoman Empire declined — competition among European powers for influence","Education policy","Industrial planning"],ans:1,exp:"The Ottoman Empire's weakness created power vacuums in the Balkans and Middle East. Russia, Austria, Britain, and France competed for influence.",hint:"The Ottoman Empire was dying — who would get its territory?"}, {q:"Mass newspapers (Pulitzer, Hearst) changed politics by:",opts:["Having no political impact","Enabling mass political communication, sensationalist journalism, and public opinion as a political force","Reducing literacy","Only serving the elite"],ans:1,exp:"Cheap newspapers with mass circulation created 'public opinion' as a political force. Sensational journalism ('yellow press') could even push nations toward war.",hint:"Cheap papers for everyone = public opinion becomes a political weapon."}, {q:"The telephone (Bell, 1876) and wireless telegraph (Marconi, 1895) changed society by:",opts:["Replacing all other communication","Enabling instant long-distance communication, connecting businesses, governments, and eventually ordinary people","Having minimal impact","Only helping the military"],ans:1,exp:"Instantaneous communication transformed business, journalism, and personal life — shrinking the world and accelerating the pace of events.",hint:"Instant communication across vast distances changed everything."}, {q:"Anti-Semitism in late 19th-century Europe was fueled by:",opts:["Religious tolerance","Nationalist ideology, racial pseudoscience, economic scapegoating, and conspiracy theories like The Protocols of the Elders of Zion","Jewish political power","Democratic principles"],ans:1,exp:"The Dreyfus Affair in France (1894) exposed deep anti-Semitism. Racial antisemitism (vs. older religious prejudice) would culminate in the Holocaust.",hint:"Nationalism + racial ideology + scapegoating = dangerous rise of anti-Semitism."}, {q:"The Dreyfus Affair (1894–1906) divided France between:",opts:["Rich and poor only","Defenders of Dreyfus (liberals, republicans, Zola) and accusers (army, Church, nationalists, anti-Semites)","North and south","Men and women"],ans:1,exp:"Jewish Captain Dreyfus was falsely convicted of treason. The affair split France and revealed the strength of anti-Semitism. Zola's 'J'accuse!' became a landmark in press freedom.",hint:"A falsely accused Jewish officer exposed France's deep divisions."}, {q:"The Second Industrial Revolution shifted economic leadership from:",opts:["Asia to Europe","Britain to Germany and the United States — both surpassed British industrial output by 1900","Europe to Africa","West to East"],ans:1,exp:"Germany's chemical and electrical industries and America's mass production overtook Britain. Britain's early start became a disadvantage — older factories were harder to modernize.",hint:"Germany and America caught up and then surpassed Britain."}, {q:"The welfare state began to emerge because:",opts:["Capitalists demanded it","Growing labor movements, socialist parties, and fear of revolution pressured governments to provide social safety nets","Governments were generous","Churches demanded it"],ans:1,exp:"Bismarck's social insurance, British old-age pensions (1908), and other reforms showed governments accepting responsibility for citizens' welfare — to prevent revolution.",hint:"Governments provided safety nets partly to prevent socialist revolution."}, {q:"The 'Scramble for Africa' at the Berlin Conference (1884-85) resulted in:",opts:["African independence","European powers dividing nearly all of Africa among themselves — no Africans were invited to the conference","Fair treaties with African leaders","African industrialization"],ans:1,exp:"14 European nations carved up Africa with arbitrary borders ignoring ethnic and cultural boundaries. These imposed borders caused lasting problems.",hint:"Europeans drew lines on a map of Africa — Africans had no say."}, {q:"By 1914, the major sources of international tension included:",opts:["Only trade disputes","Arms race, alliance systems, imperial rivalries, nationalist movements, and unresolved Balkan conflicts","Only religious differences","Only border disputes"],ans:1,exp:"All the forces of the 19th century — nationalism, imperialism, militarism, alliance systems — were converging toward a catastrophic explosion.",hint:"Everything was building toward a disaster — and everyone knew it."}, ]}, // ─── DAY 19: Revolutions of 1848 & Nationalism ─── { day:19, title:"Revolutions of 1848 & Rise of Nationalism", theme:"Nationalism", questions:[ {q:"The Revolutions of 1848 were triggered by:",opts:["Napoleon's return","Economic crisis, food shortages, and liberal/nationalist demands for constitutional government and national unity","British invasion","A plague"],ans:1,exp:"A wave of revolutions swept Europe — France, Austria, Prussia, Italy — demanding constitutions, parliaments, and national self-determination.",hint:"Economic hardship + liberal ideas + nationalist dreams = revolution across Europe."}, {q:"In France, the 1848 revolution resulted in:",opts:["Restored absolute monarchy","The Second Republic with universal male suffrage — then Louis-Napoleon's coup establishing the Second Empire (1852)","A communist state","British rule"],ans:1,exp:"Louis Philippe was overthrown; the Second Republic was proclaimed. But Louis-Napoleon (Napoleon's nephew) won the presidency and made himself Emperor Napoleon III.",hint:"Republic → president → emperor. History repeated itself."}, {q:"The Frankfurt Assembly (1848) attempted to:",opts:["Start a war","Create a unified, liberal German nation-state with a constitution — but failed when the Prussian king rejected the crown","Abolish Germany","Join Austria"],ans:1,exp:"German liberals met to draft a constitution and offered Frederick William IV the crown. He refused a crown 'from the gutter' — from a revolutionary assembly.",hint:"German liberals tried to unify Germany through a parliament — the king said no."}, {q:"Why did the 1848 revolutions mostly fail?",opts:["They succeeded everywhere","Divisions between liberals and radicals, nationalist rivalries, lack of military power, and conservative forces regrouping","Foreign invasion","Natural disasters"],ans:1,exp:"Middle-class liberals feared radical workers; different nationalities couldn't agree; armies stayed loyal to old regimes. Conservatives crushed the divided revolutionaries.",hint:"The revolutionaries couldn't agree among themselves, and the armies stayed loyal to the old order."}, {q:"Nationalism is best defined as:",opts:["Patriotic songs","The belief that people sharing language, culture, and history should form their own sovereign state","Loyalty to a king","International cooperation"],ans:1,exp:"Nationalism demanded that political borders match ethnic/cultural boundaries — a force that could both unite (Germany, Italy) and destroy (Austria-Hungary, Ottoman Empire).",hint:"One people = one nation = one state."}, {q:"Metternich fell from power in 1848 because:",opts:["He retired voluntarily","Revolution in Vienna forced him to flee — symbolizing the collapse of the conservative order he had built since 1815","He was assassinated","He won an election"],ans:1,exp:"The architect of conservative Europe since 1815 was swept away by the very revolutionary forces he had spent decades suppressing. He fled to London.",hint:"The man who built the post-Napoleon conservative order was overthrown by revolution."}, {q:"The Hungarian revolt of 1848 was led by:",opts:["Metternich","Lajos Kossuth, who demanded Hungarian autonomy from the Habsburg Empire","Bismarck","Garibaldi"],ans:1,exp:"Kossuth proclaimed Hungarian independence and liberal reforms. Austrian forces, with crucial Russian military help, crushed the revolt in 1849.",hint:"Hungary declared independence from Austria — Russia helped Austria crush it."}, {q:"The 'June Days' in Paris (1848) showed:",opts:["Unity among revolutionaries","A class war between middle-class republicans and radical working-class socialists — the revolution eating itself","A peaceful resolution","Foreign intervention"],ans:1,exp:"Workers demanding social reforms were brutally suppressed by the republican government. Thousands died. This class divide doomed the revolution.",hint:"The middle class and working class couldn't agree — and turned on each other."}, {q:"Louis Kossuth vs. the Habsburg Empire illustrated the tension between:",opts:["Art and science","Liberal nationalism (self-determination for Hungarians) and multi-ethnic empires that couldn't grant one group independence without losing others","Two religions","Two economic systems"],ans:1,exp:"If Hungarians got independence, so would Czechs, Croats, Romanians, etc. — the Habsburg Empire would disintegrate. Multi-ethnic empires and nationalism were incompatible.",hint:"Grant one nationality independence and everyone else wants it too."}, {q:"Giuseppe Mazzini's 'Young Italy' movement sought:",opts:["Youth sports","A unified Italian republic based on popular sovereignty and democratic nationalism","Italian monarchy","Austrian alliance"],ans:1,exp:"Mazzini (1805–1872) was the idealist of Italian unification — inspiring a generation with his vision of a democratic, united Italy.",hint:"The romantic idealist who dreamed of a democratic, unified Italy."}, {q:"The concept of 'self-determination' means:",opts:["Individual freedom only","The right of a people/nation to determine their own political status and form of government","Military strength","Economic independence"],ans:1,exp:"Nationalists argued each 'people' (defined by language, culture, history) had the right to govern themselves — a principle that continues to shape world politics.",hint:"Every people should decide their own political future."}, {q:"Pan-Slavism was:",opts:["A cooking style","A movement promoting unity among Slavic peoples, often under Russian leadership — threatening Austria-Hungary and the Ottomans","A religious movement","An art style"],ans:1,exp:"Pan-Slavism united diverse Slavic peoples (Russians, Serbs, Czechs, Poles) and was used by Russia to extend influence in the Balkans.",hint:"All Slavic peoples should unite — with Russia as leader."}, {q:"The 'Springtime of Peoples' (1848) earned its name because:",opts:["It happened in spring","Revolutions bloomed across Europe simultaneously, inspiring hope for liberal and national liberation — though most wilted quickly","New flowers were discovered","A new season was created"],ans:1,exp:"From Paris to Vienna to Berlin to Budapest to Rome, peoples rose up demanding freedom. The metaphor captured both the hope and the brevity.",hint:"Revolutions bloomed everywhere at once — then mostly died."}, {q:"Realpolitik, practiced after 1848, meant:",opts:["Idealistic politics","Practical, power-based politics prioritizing national interests over ideological principles","Democratic politics","Socialist politics"],ans:1,exp:"After 1848's idealistic failures, politicians like Bismarck and Cavour achieved nationalist goals through pragmatic diplomacy, war, and manipulation rather than liberal idealism.",hint:"Forget ideals — use power, diplomacy, and war to get what you want."}, {q:"The Austrian Empire survived 1848 because:",opts:["It reformed successfully","Divisions among nationalities, military loyalty, and Russian intervention saved the multi-ethnic empire — for now","It was democratic","It surrendered territory voluntarily"],ans:1,exp:"Hungarians, Czechs, Italians, and Croats couldn't cooperate. Austrian armies (helped by Russia) defeated them separately. But the empire's vulnerability was exposed.",hint:"The rebels couldn't unite, and Russia sent troops to help Austria."}, {q:"After 1848, conservatives learned that:",opts:["Revolution was impossible","Nationalism could be co-opted as a conservative tool — unifying the nation under traditional authority rather than liberal democracy","All reform was necessary","Liberals were always right"],ans:1,exp:"Bismarck brilliantly demonstrated this: using nationalism to unify Germany under Prussian monarchy, stealing the nationalists' agenda while keeping conservative power.",hint:"Instead of fighting nationalism, USE it — on your own terms."}, {q:"The Second French Republic's constitution included:",opts:["A king","Universal male suffrage and a directly elected president — which Louis-Napoleon used to build personal power","Only wealthy voters","Women's suffrage"],ans:1,exp:"Universal male suffrage was revolutionary but also enabled Louis-Napoleon's populist appeal. He won the presidency overwhelmingly, then staged a coup in 1851.",hint:"Democracy gave voters power — and they chose a future dictator."}, {q:"The Roman Republic of 1849 was significant because:",opts:["It lasted decades","Mazzini and Garibaldi briefly created a democratic republic in Rome before French troops restored papal rule","It conquered Europe","It was permanent"],ans:1,exp:"The short-lived republic showed Italian nationalist ideals in action. France's Louis-Napoleon crushed it to win Catholic support — realism over idealism.",hint:"A brief democratic experiment in Rome — crushed by French troops."}, {q:"Nationalism was a UNIFYING force in:",opts:["Austria-Hungary","Germany and Italy — where it brought together fragmented states into nation-states","The Ottoman Empire","The British Empire"],ans:1,exp:"Nationalism united Germans and Italians into new nation-states. But in multi-ethnic empires, the same force was destructive and divisive.",hint:"It brought together Germans and Italians but tore apart empires."}, {q:"Nationalism was a DESTRUCTIVE force in:",opts:["Germany","Multi-ethnic empires (Austria-Hungary, Ottoman, Russian) where competing nationalisms pulled the state apart","Unified nation-states","Small countries"],ans:1,exp:"When many nationalities exist in one state, each demanding self-determination, the state faces impossible contradictions. This would eventually destroy Austria-Hungary.",hint:"In empires with many peoples, everyone wants their own nation — empire falls apart."}, {q:"The legacy of 1848 included:",opts:["Permanent revolution","Universal male suffrage in France, the end of serfdom in Austria, and the demonstration that liberal nationalism was a powerful force even in defeat","Nothing lasting","Return to feudalism"],ans:1,exp:"Though most revolutions failed, some gains stuck: Austrian serfdom ended permanently, French suffrage expanded, and the movements showed rulers they couldn't ignore popular demands.",hint:"The revolutions mostly failed but permanently changed what was possible."}, {q:"How did the 1848 revolutions affect Marx?",opts:["He ignored them","They confirmed his theory of class conflict but also showed the bourgeoisie would betray the working class when threatened by radical demands","He led them","They disproved his theories"],ans:1,exp:"Marx saw the June Days as proof: the bourgeoisie preferred order over liberty when their property was threatened. Workers needed their own revolution, not alliance with liberals.",hint:"The middle class sided with order over workers — proving workers can't trust them."}, {q:"What is 'civic nationalism' vs. 'ethnic nationalism'?",opts:["No difference","Civic: national identity based on shared laws/values (French model). Ethnic: based on shared blood/language/culture (German model)","Civic is always good, ethnic always bad","Only one exists"],ans:1,exp:"France defined the nation by citizenship; Germany by ethnicity (Volk). This distinction shaped different and sometimes dangerous forms of nationalism.",hint:"French model: you're French if you live in France. German model: you're German if you have German blood."}, {q:"Napoleon III's domestic policy as Emperor included:",opts:["Pure absolutism","Authoritarian rule with economic modernization — rebuilding Paris (Haussmann), promoting industry, and limited liberalization later","Full democracy","Isolationism"],ans:1,exp:"Napoleon III modernized France: rebuilt Paris with broad boulevards, promoted railways and banking, but maintained police surveillance and censorship.",hint:"Modern economy and beautiful cities — but political repression."}, {q:"The Crimean War (1853–1856) was significant because:",opts:["Russia won easily","It destroyed the Concert of Europe, weakened Russia, and showed the Ottoman Empire's vulnerability — reshaping European alliances","It had no impact","Britain lost its navy"],ans:1,exp:"The first major European war since 1815 shattered the conservative alliance. Russia's defeat exposed its backwardness, leading to Alexander II's reforms.",hint:"The post-1815 peace system collapsed, and Russia learned it was falling behind."}, ]}, // ─── DAY 20: Italian & German Unification ─── { day:20, title:"Italian & German Unification", theme:"Nationalism", questions:[ {q:"Cavour's strategy for Italian unification relied on:",opts:["Popular revolution alone","Diplomatic alliances (especially with France), modernization of Piedmont-Sardinia, and provoking Austria into war","British support","Papal blessing"],ans:1,exp:"Count Cavour was the pragmatic architect of unification — using realpolitik, not idealism. He allied with Napoleon III to fight Austria.",hint:"Diplomacy, alliances, and clever provocation — not romantic revolution."}, {q:"Garibaldi's 'Thousand' (Redshirts) conquered:",opts:["Austria","The Kingdom of the Two Sicilies (southern Italy) — adding it to the emerging Italian nation-state","France","The Papal States"],ans:1,exp:"Garibaldi's volunteer army of ~1,000 incredibly conquered Sicily and Naples (1860), then surrendered his conquests to King Victor Emmanuel II.",hint:"A tiny volunteer army conquered all of southern Italy — then gave it to the king."}, {q:"The three key figures of Italian unification were:",opts:["Napoleon, Wellington, Metternich","Mazzini (idealist), Cavour (diplomat), Garibaldi (military hero) — the head, brain, and sword","Marx, Engels, Lenin","Three popes"],ans:1,exp:"Mazzini provided the vision, Cavour the political strategy, and Garibaldi the military action. Together they created Italy.",hint:"The dreamer, the planner, and the fighter."}, {q:"Italy was unified under which form of government?",opts:["A republic","A constitutional monarchy under the House of Savoy (Piedmont-Sardinia)","A theocracy","A dictatorship"],ans:1,exp:"Despite Mazzini's republican dreams, Italy became a monarchy under Victor Emmanuel II — the king of Piedmont became king of Italy.",hint:"A king, not a president — Mazzini's republican dream didn't win."}, {q:"The 'Roman Question' referred to:",opts:["A math problem","The dispute between Italy and the papacy over Rome and the Papal States — not resolved until 1929 (Lateran Treaty)","A philosophical debate","A trade dispute"],ans:1,exp:"Italy seized Rome in 1870, but the Pope refused to recognize Italy until Mussolini's Lateran Treaty created Vatican City in 1929.",hint:"Italy took Rome; the Pope was furious. It took 60 years to resolve."}, {q:"Bismarck unified Germany through:",opts:["Democratic elections","'Blood and iron' — three wars (Denmark 1864, Austria 1866, France 1870-71) that progressively united German states under Prussian leadership","Peaceful diplomacy only","A popular referendum"],ans:1,exp:"Bismarck engineered wars against Denmark, Austria, and France, each expanding Prussian dominance until German unification was achieved through military victory.",hint:"Three carefully planned wars, each bringing more German states under Prussia."}, {q:"The Austro-Prussian War (1866) was significant because:",opts:["Austria won","Prussia's rapid victory at Königgrätz excluded Austria from German affairs and established Prussian dominance","It lasted decades","It was a draw"],ans:1,exp:"The Seven Weeks' War was shockingly fast. Prussia's modern army crushed Austria, settling the 'German Question' in favor of a 'kleindeutsch' (small German) solution without Austria.",hint:"Prussia beat Austria in seven weeks — Austria was OUT of German politics."}, {q:"The Ems Dispatch was:",opts:["A telegram about weather","A telegram edited by Bismarck to provoke France into declaring war — giving Prussia the pretext for the Franco-Prussian War","A peace offer","A trade agreement"],ans:1,exp:"Bismarck edited a telegram about a meeting between the Prussian king and French ambassador to make it sound insulting. France declared war — exactly as Bismarck planned.",hint:"Bismarck edited a telegram to trick France into starting a war."}, {q:"The German Empire was proclaimed at Versailles (1871) to:",opts:["Celebrate Franco-German friendship","Humiliate France — declaring the German Empire in France's own palace after defeating them in war","Honor French culture","Sign a trade deal"],ans:1,exp:"Proclaiming the German Empire in the Hall of Mirrors at Versailles was a deliberate insult to France. French desire for revenge festered for decades.",hint:"Maximum humiliation — declaring Germany's empire in France's grandest palace."}, {q:"The 'kleindeutsch' vs. 'grossdeutsch' debate was about:",opts:["Trade policy","Whether unified Germany should exclude Austria (kleine/small) or include it (grosse/large) — Prussia's victory settled it as kleindeutsch","Military strategy","Religious differences"],ans:1,exp:"Bismarck's Germany excluded Austria, creating a Protestant-dominated, Prussian-led nation. The inclusion of Austria would have created a Catholic-majority state.",hint:"Small Germany (without Austria) vs. Big Germany (with Austria) — small won."}, {q:"Bismarck's Kulturkampf was:",opts:["A cultural festival","A campaign against Catholic Church influence in Germany — fearing Catholic loyalty to the Pope over the state","A military campaign","A trade policy"],ans:1,exp:"Bismarck restricted Catholic education, expelled Jesuits, and required civil marriages. It backfired — Catholics united against him — and he eventually backed down.",hint:"Fighting Catholic influence in Protestant-dominated Germany — it didn't work."}, {q:"Bismarck's alliance system aimed to:",opts:["Start wars","Isolate France diplomatically while maintaining peace through a complex web of alliances","Spread democracy","Unite all of Europe"],ans:1,exp:"Bismarck's diplomatic genius kept France isolated and maintained a balance of power. When Kaiser Wilhelm II dismissed him (1890), the system unraveled.",hint:"Keep France isolated and everyone else balanced — a diplomatic juggling act."}, {q:"The Zollverein was:",opts:["A military alliance","A German customs union that created economic unity before political unity — led by Prussia, excluding Austria","A religious group","A political party"],ans:1,exp:"The Zollverein (from 1834) unified German markets and tariffs under Prussian leadership, making economic integration a precursor to political unification.",hint:"Economic unity came first — then political unity followed."}, {q:"How did Italian unification differ from German unification?",opts:["No differences","Italy relied more on foreign alliances and popular revolt; Germany relied more on Prussian military power and Bismarck's diplomacy","Italy was more militaristic","Germany was more democratic"],ans:1,exp:"Italy needed French help and Garibaldi's popular campaigns; Germany was unified primarily through Prussian military victories engineered by Bismarck.",hint:"Italy: alliances + revolution. Germany: Prussian army + Bismarck's cunning."}, {q:"The Franco-Prussian War (1870-71) resulted in:",opts:["French victory","German unification, French loss of Alsace-Lorraine, a huge French indemnity, and lasting French desire for revenge","A peace treaty without consequences","Italian unification"],ans:1,exp:"France's humiliating defeat, the loss of Alsace-Lorraine, and the Versailles proclamation created a French thirst for revenge that shaped European politics until 1914.",hint:"France lost territory and was humiliated — and never forgot."}, {q:"Victor Emmanuel II's title 'King of Italy' (1861) was significant because:",opts:["Italy had always had a king","It was the first time Italy was unified as a single state since the Roman Empire","He conquered all of Europe","He was elected democratically"],ans:1,exp:"For the first time since antiquity, Italy was a single political entity — though Rome wasn't incorporated until 1870 and the north-south divide persisted.",hint:"A single Italian state for the first time in over a thousand years."}, {q:"The problems facing unified Italy included:",opts:["No problems","North-south economic divide, lack of national identity ('We have made Italy, now we must make Italians'), and limited democracy","Too much democracy","Foreign invasion"],ans:1,exp:"Massimo d'Azeglio's famous quote revealed the truth: political unification was just the beginning. Creating a unified national culture was much harder.",hint:"The country was unified on paper, but Italians barely felt Italian."}, {q:"The problems facing unified Germany included:",opts:["Weak military","Tensions between Catholics and Protestants, socialists and conservatives, Prussians and other Germans, and minorities (Poles, Danes, French)","Too much democracy","Economic weakness"],ans:1,exp:"Germany was unified by Prussian power, not democratic consensus. Internal divisions — religious, class, regional, ethnic — persisted beneath the surface.",hint:"Unity by force, not consensus — many groups felt excluded."}, {q:"Nationalism after 1871 increasingly became:",opts:["More liberal and democratic","More aggressive, militaristic, and linked to imperialism, racial theories, and great-power competition","More peaceful","Less important"],ans:1,exp:"Early 19th-century liberal nationalism gave way to aggressive, expansionist nationalism. Nations competed for colonies, arms, and prestige — building toward 1914.",hint:"Nationalism went from 'freedom for all peoples' to 'our nation is superior.'"}, {q:"The Treaty of Frankfurt (1871) ending the Franco-Prussian War:",opts:["Was generous to France","Imposed harsh terms — France lost Alsace-Lorraine and paid 5 billion francs in indemnity, creating lasting resentment","Had no lasting impact","Was negotiated equally"],ans:1,exp:"The harsh terms guaranteed French desire for revenge (revanchism). Alsace-Lorraine became a symbol of national humiliation that festered until 1914.",hint:"Harsh terms + lost territory = France wanted revenge for decades."}, {q:"What was the impact of nationalism on the Ottoman Empire?",opts:["It strengthened the empire","Greek, Serbian, Romanian, and Bulgarian nationalism progressively dismembered the empire — creating new Balkan states","No impact","It unified the empire"],ans:1,exp:"National movements inspired by the Greek War of Independence (1821-29) progressively carved new nations from Ottoman territory, destabilizing the Balkans.",hint:"One by one, Balkan peoples declared independence — the empire shrank."}, {q:"Alexander II of Russia emancipated the serfs (1861) because:",opts:["He was a humanitarian","The Crimean War exposed Russia's backwardness — modernization required ending serfdom to create a mobile labor force and modern army","Serfs demanded it violently","Britain pressured him"],ans:1,exp:"Alexander said 'It is better to abolish serfdom from above than to wait until it begins to abolish itself from below.' Emancipation was pragmatic, not idealistic.",hint:"Russia lost the Crimean War partly because serfdom kept it backward."}, {q:"How did Bismarck deal with socialists?",opts:["He joined them","He banned the Social Democratic Party (Anti-Socialist Laws, 1878) while simultaneously implementing welfare programs to steal their voters","He ignored them","He gave them power"],ans:1,exp:"Bismarck's dual strategy: suppress the party with police power while providing workers with insurance benefits that removed the appeal of socialist revolution.",hint:"Ban their party AND give workers what they want — brilliant but cynical."}, {q:"Cavour's modernization of Piedmont-Sardinia included:",opts:["Nothing","Building railways, reforming the army, promoting free trade, and creating a liberal constitutional model for the rest of Italy","Returning to feudalism","Closing factories"],ans:1,exp:"Cavour transformed Piedmont into a modern state that could lead Italian unification by example and military capability.",hint:"He made Piedmont the model Italian state — modern, liberal, strong."}, {q:"The unification of Germany fundamentally changed Europe by:",opts:["Having no impact","Creating a powerful industrial and military state in the center of Europe that upset the balance of power","Weakening Europe","Ending all conflicts"],ans:1,exp:"Unified Germany had the largest population, strongest army, and fastest-growing economy in continental Europe — permanently altering European power dynamics.",hint:"A new superpower appeared in the heart of Europe."}, ]}, // ─── DAY 21: Imperialism ─── { day:21, title:"New Imperialism & Global Competition", theme:"Nationalism", questions:[ {q:"'New Imperialism' (1870–1914) differed from earlier colonialism by:",opts:["Being less violent","Involving systematic conquest of entire continents (especially Africa and Asia) driven by industrial competition and nationalism","Being voluntary","Focusing on trade only"],ans:1,exp:"Industrial nations competed to control territory, resources, and markets on a global scale unprecedented in history.",hint:"Full territorial conquest driven by industrial needs and national pride."}, {q:"The Berlin Conference (1884-85) established rules for:",opts:["European trade","European colonization of Africa — requiring 'effective occupation' without consulting any Africans","African independence","Military alliances"],ans:1,exp:"European powers divided Africa among themselves. No African leaders were invited. This 'Scramble for Africa' imposed arbitrary borders still causing problems today.",hint:"Europeans carved up Africa — Africans had no voice."}, {q:"The 'White Man's Burden' (Kipling) expressed the idea that:",opts:["Europeans should stay home","Western powers had a duty to 'civilize' non-Western peoples — justifying imperialism as a benevolent mission","All races are equal","Colonialism was wrong"],ans:1,exp:"This racist ideology framed conquest as noble duty. In reality, it justified exploitation, cultural destruction, and violence.",hint:"Imperialism disguised as a charitable obligation."}, {q:"The Boer War (1899–1902) was significant because:",opts:["It was brief and painless","British concentration camps, guerrilla warfare, and brutality shocked European opinion about the true nature of imperialism","It was a minor conflict","The Boers won easily"],ans:1,exp:"Britain's brutal tactics against Boer civilians — including concentration camps where thousands died — exposed imperialism's ugly reality.",hint:"British concentration camps in South Africa revealed imperialism's dark side."}, {q:"The Suez Canal (1869) was strategically vital because:",opts:["It was decorative","It connected the Mediterranean to the Indian Ocean, becoming Britain's lifeline to India and Asia","It had no importance","It connected the Atlantic to Pacific"],ans:1,exp:"Britain purchased controlling interest in 1875, making the canal central to imperial strategy and Egyptian subjugation.",hint:"A shortcut to India — whoever controlled it controlled access to Asia."}, {q:"Japan's Meiji Restoration (1868) showed that:",opts:["Only Europeans could modernize","A non-Western nation could rapidly industrialize and become an imperial power — defeating Russia in 1905","Asia would remain colonized","Modernization was impossible"],ans:1,exp:"Japan's victory over Russia (1905) shocked the world and inspired anti-colonial movements across Asia.",hint:"Japan modernized, industrialized, and beat a European power."}, {q:"Economic motives for imperialism included:",opts:["Charity","Raw materials (rubber, copper, diamonds), markets for surplus goods, and investment opportunities for surplus capital","No economic motives existed","Only gold"],ans:1,exp:"Lenin later argued imperialism was capitalism's highest stage — the search for profits drove territorial expansion.",hint:"Resources, markets, and places to invest surplus capital."}, {q:"Social Darwinism justified imperialism by arguing:",opts:["All cultures are equal","'Superior' races had a natural right to dominate 'inferior' ones — survival of the fittest applied to nations","Cooperation is key","Imperialism is wrong"],ans:1,exp:"Misapplied evolutionary theory provided a pseudo-scientific rationale for racism and conquest.",hint:"The 'fittest' races supposedly had the right to rule others."}, {q:"The Fashoda Incident (1898) nearly caused war between:",opts:["Germany and Russia","Britain and France — competing for control of the Nile/Sudan region","Japan and China","Italy and Turkey"],ans:1,exp:"British and French forces confronted each other at Fashoda, Sudan. France backed down, but the crisis showed how imperial competition could cause European war.",hint:"Two European powers nearly went to war over African territory."}, {q:"The Opium Wars (1839–60) forced China to:",opts:["Conquer Britain","Accept British trade (especially opium), cede Hong Kong, and grant Western powers special trading privileges","Join the British Empire","Industrialize rapidly"],ans:1,exp:"Britain forced China to open its markets through military force, beginning China's 'century of humiliation.'",hint:"Britain used military force to make China accept drug trade and Western dominance."}, {q:"Indian resistance to British rule included:",opts:["Nothing","The Sepoy Mutiny (1857), which led to direct British crown rule replacing the East India Company","Immediate independence","Alliance with France"],ans:1,exp:"After the Sepoy Rebellion, Britain took direct control. Indian nationalism grew slowly, eventually producing the independence movement led by Gandhi.",hint:"A major rebellion led to direct British government control of India."}, {q:"King Leopold II's Congo Free State was infamous for:",opts:["Good governance","Extreme brutality — forced labor, mutilation, and millions of deaths in rubber extraction","Democratic government","Economic development"],ans:1,exp:"Leopold's personal colony used terror (hand amputations for failing rubber quotas) that killed an estimated 10 million Congolese.",hint:"One of history's worst atrocities — millions killed for rubber profits."}, {q:"The 'civilizing mission' (mission civilisatrice) was:",opts:["An actual educational program","France's justification for imperialism — claiming to bring French language, culture, law, and 'civilization' to colonized peoples","A religious order","A trade agreement"],ans:1,exp:"Like Britain's 'White Man's Burden,' this ideology masked exploitation behind claims of cultural uplift.",hint:"France said it was bringing civilization — it was really bringing conquest."}, {q:"Imperialism's impact on colonized peoples included:",opts:["Only positive effects","Disrupted economies, destroyed cultures, imposed arbitrary borders, but also introduced infrastructure, education, and medicine","No impact","Only negative effects"],ans:1,exp:"The legacy is deeply mixed: railways and schools alongside exploitation, cultural destruction, and lasting poverty.",hint:"Both destruction and development — but the costs far outweighed the benefits for most."}, {q:"The Moroccan Crises (1905, 1911) increased tensions between:",opts:["Britain and France","Germany and France/Britain — Germany challenged French control of Morocco, strengthening Anglo-French alliance","Russia and Japan","Austria and Italy"],ans:1,exp:"Germany's aggressive challenges over Morocco backfired, pushing Britain and France closer together and isolating Germany further.",hint:"Germany tried to break up the Anglo-French alliance — it had the opposite effect."}, {q:"How did imperialism contribute to World War I?",opts:["It didn't","Colonial rivalries, arms races fueled by imperial competition, and nationalist tensions created a volatile international environment","It prevented war","It only affected Africa"],ans:1,exp:"Imperial competition intensified great-power rivalry, fueled arms races, and created global flashpoints that fed into the alliance system that produced WWI.",hint:"Competition for colonies increased hostility between the great powers."}, {q:"The Boxer Rebellion (1900) in China was:",opts:["A sports event","A Chinese uprising against foreign imperialism and Christianity, suppressed by an international military force","A trade dispute","A civil war"],ans:1,exp:"The Boxers attacked foreign legations in Beijing. Eight nations jointly crushed the rebellion and imposed harsh terms, deepening China's humiliation.",hint:"Chinese patriots fought foreign domination — eight nations crushed them."}, {q:"The Rhodes Colossus cartoon depicted:",opts:["A Greek statue","Cecil Rhodes straddling Africa from Cairo to Cape Town — symbolizing British imperial ambition to control the continent","A map of Europe","A military parade"],ans:1,exp:"Rhodes dreamed of a British-controlled corridor from Egypt to South Africa. The cartoon perfectly captured imperial megalomania.",hint:"One man standing over all of Africa — the symbol of British imperial ambition."}, {q:"Indirect rule (British) vs. direct rule (French) differed in:",opts:["No real difference","Britain governed through existing local leaders; France replaced local structures with French administration and culture","Britain was more brutal","France was more democratic"],ans:1,exp:"British indirect rule was cheaper but preserved local power structures; French assimilation aimed to make colonies culturally French.",hint:"Britain worked through local leaders; France imposed French culture directly."}, {q:"The impact of imperialism on European culture included:",opts:["No impact","Racism embedded in popular culture, exotic goods and art influences, and growing confidence in European 'superiority'","Greater humility","Isolationism"],ans:1,exp:"Imperialism reinforced racist attitudes, shaped popular culture (adventure novels, exhibitions), and fueled dangerous national pride.",hint:"Europeans became more confident in their 'superiority' — dangerously so."}, {q:"J.A. Hobson's critique of imperialism (1902) argued:",opts:["Imperialism was beneficial","Imperialism served wealthy investors, not the nation — it was driven by surplus capital seeking profits abroad","Imperialism was democratic","Imperialism helped colonies"],ans:1,exp:"Hobson influenced Lenin's theory that imperialism is capitalism's inevitable expansion. Both argued it benefited elites at everyone else's expense.",hint:"Imperialism enriched capitalists, not nations — a critique that influenced Lenin."}, {q:"Ethiopia was notable in the Scramble for Africa because:",opts:["It was easily conquered","It successfully defeated Italian invasion at the Battle of Adwa (1896), remaining independent","It joined Europe","It was uninhabited"],ans:1,exp:"Emperor Menelik II's victory at Adwa was the most significant African military defeat of a European power during the scramble.",hint:"One of only two African nations to remain independent — it beat Italy."}, {q:"The 'Great Game' was:",opts:["A cricket match","Strategic rivalry between Britain and Russia for influence in Central Asia, particularly Afghanistan","A card game","A trade competition"],ans:1,exp:"Britain feared Russian expansion toward India. Afghanistan became a buffer state in this geopolitical competition.",hint:"Britain and Russia competed for influence in the lands between their empires."}, {q:"Missionaries in colonial territories played what role?",opts:["No role","They provided education and healthcare but also disrupted indigenous cultures and sometimes facilitated colonial control","Only positive roles","Only negative roles"],ans:1,exp:"Missionaries built schools and hospitals but also undermined traditional beliefs and sometimes served as advance agents for colonial governments.",hint:"Schools and hospitals, but also cultural disruption and colonial collaboration."}, {q:"By 1914, European powers controlled approximately what percentage of Earth's land surface?",opts:["About 25%","About 84% — virtually the entire globe outside Japan, Ethiopia, Siam, and parts of China","About 50%","About 10%"],ans:1,exp:"European dominance was near-total. This unprecedented control of the globe would begin to unravel with the World Wars.",hint:"Almost the entire world was under European control or influence."}, ]}, // ─── DAY 22: Causes & Outbreak of WWI ─── { day:22, title:"Causes & Outbreak of World War I", theme:"WorldWar", questions:[ {q:"The MAIN causes of WWI are summarized by the acronym:",opts:["SAFE","MANIA — Militarism, Alliances, Nationalism, Imperialism, and Assassination","PEACE","TRADE"],ans:1,exp:"These interconnected forces created a powder keg. The assassination of Archduke Franz Ferdinand was just the spark.",hint:"Militarism, Alliances, Nationalism, Imperialism, Assassination."}, {q:"The assassination of Archduke Franz Ferdinand occurred in:",opts:["Berlin","Sarajevo, Bosnia — on June 28, 1914, by Serbian nationalist Gavrilo Princip","Paris","London"],ans:1,exp:"Princip's shots triggered the alliance system: Austria vs. Serbia → Russia mobilizes → Germany declares war → France and Britain enter.",hint:"A Serbian nationalist assassinated Austria's heir in Sarajevo — triggering the alliances."}, {q:"The Triple Alliance consisted of:",opts:["Britain, France, Russia","Germany, Austria-Hungary, and Italy (though Italy later switched sides)","Germany, Russia, Britain","France, Austria, Germany"],ans:1,exp:"This alliance opposed the Triple Entente. Italy's defection in 1915 (joining the Entente) showed alliances could shift.",hint:"Germany and Austria-Hungary were the core — Italy switched sides."}, {q:"The Triple Entente consisted of:",opts:["Germany, Austria, Italy","France, Russia, and Britain","France, Germany, Britain","Russia, Germany, Austria"],ans:1,exp:"This coalition faced the Central Powers. Britain's entry (over Belgian neutrality) made it a true world war.",hint:"France, Russia, and Britain — the three powers that opposed Germany."}, {q:"The Schlieffen Plan was Germany's strategy to:",opts:["Defend Berlin","Defeat France quickly through Belgium before Russia could fully mobilize — a two-front war plan","Invade Russia first","Build a navy"],ans:1,exp:"The plan assumed Russia would mobilize slowly. Germany would knock out France in six weeks, then turn east. It failed at the Marne.",hint:"Beat France fast, then turn to fight Russia — it didn't work."}, {q:"The arms race before WWI primarily involved:",opts:["Only land armies","Both naval competition (Britain vs. Germany's dreadnoughts) and massive land army buildups across Europe","Nuclear weapons","Air forces only"],ans:1,exp:"Germany's naval buildup challenged British dominance, while all powers expanded conscript armies. Military spending soared.",hint:"Bigger navies, bigger armies — everyone preparing for war."}, {q:"Pan-Slavism contributed to WWI by:",opts:["Promoting peace","Encouraging Russia to support Serbia against Austria-Hungary — turning a Balkan crisis into a great-power war","Uniting Europe","Ending nationalism"],ans:1,exp:"Russia saw itself as protector of Slavic peoples. When Austria threatened Serbia, Russia mobilized — triggering Germany's response.",hint:"Russia defended Serbia because of Slavic solidarity — dragging in the great powers."}, {q:"The 'blank check' Germany gave Austria-Hungary was:",opts:["A bank transfer","Unconditional support for Austria's demands on Serbia — enabling Austria to be aggressive and escalating the crisis","A peace offer","A trade agreement"],ans:1,exp:"Germany's unconditional backing emboldened Austria to issue an ultimatum to Serbia that was designed to be rejected, ensuring war.",hint:"Germany told Austria: whatever you do, we'll back you. This encouraged aggression."}, {q:"Austria-Hungary's ultimatum to Serbia was:",opts:["Reasonable","Deliberately extreme — designed to be rejected so Austria could justify war against Serbia","A peace proposal","A trade offer"],ans:1,exp:"Serbia actually accepted most demands. Austria declared war anyway — showing the ultimatum was a pretext, not a genuine demand.",hint:"It was designed to be rejected — Austria wanted war, not negotiation."}, {q:"Why did Britain enter WWI?",opts:["To conquer Germany","Germany's invasion of neutral Belgium violated the 1839 treaty Britain had guaranteed — plus strategic concerns about German dominance","Britain was attacked","France demanded it"],ans:1,exp:"Belgian neutrality was the immediate cause, but Britain also couldn't accept German dominance of the continent and Channel ports.",hint:"Germany invaded Belgium — breaking a treaty Britain had promised to uphold."}, {q:"The Balkan Wars (1912-1913) created tensions because:",opts:["They resolved all disputes","They created new territorial grievances, strengthened Serbia (alarming Austria), and destabilized the region","They were peaceful","They unified the Balkans"],ans:1,exp:"Serbia emerged larger and more confident, threatening Austria-Hungary's Balkan interests. The region became the 'powder keg of Europe.'",hint:"Serbia grew stronger — Austria-Hungary felt more threatened."}, {q:"Militarism before 1914 meant:",opts:["Only having an army","The glorification of military power, arms buildups, and military leaders influencing foreign policy","Pacifism","Diplomatic solutions"],ans:1,exp:"Military spending soared, generals gained political influence, and war was seen as noble and natural — not the catastrophe it proved to be.",hint:"War was glorified, armies grew, and generals had too much political power."}, {q:"The 'war guilt clause' (Article 231 of Versailles Treaty) blamed:",opts:["All nations equally","Germany and its allies for causing the war — creating lasting German resentment","Only Austria","Only Serbia"],ans:1,exp:"This clause forced Germany to accept sole responsibility for the war. Germans saw this as unjust, and resentment fueled the rise of Hitler.",hint:"Germany was blamed for the entire war — they never accepted this."}, {q:"The July Crisis (1914) escalated because:",opts:["Diplomats resolved it","Each country's mobilization triggered the next — alliance obligations, rigid military plans, and fear created an unstoppable chain reaction","Everyone wanted peace","Only two countries were involved"],ans:1,exp:"Once Austria mobilized against Serbia, Russia mobilized against Austria, Germany mobilized against Russia and France, and each step made the next inevitable.",hint:"Like dominoes — each mobilization triggered the next until it was unstoppable."}, {q:"The Ottoman Empire entered WWI on Germany's side because:",opts:["Religious reasons","Fear of Russian expansion, desire to regain territory, and German military/economic influence","British invitation","French alliance"],ans:1,exp:"The Ottomans chose Germany hoping to reverse territorial losses and resist Russian ambitions in the Straits region.",hint:"They feared Russia and hoped Germany would help them survive."}, {q:"Public reaction to the outbreak of war in August 1914 was:",opts:["Universal horror","Initial enthusiasm in most countries — crowds cheered, expected a short war, and felt patriotic unity","Indifference","Only soldiers were excited"],ans:1,exp:"The 'Spirit of 1914' saw crowds celebrating in European capitals. Most expected the war to be 'over by Christmas.' They were catastrophically wrong.",hint:"Almost everyone was excited and expected a short, glorious war."}, {q:"The 'balance of power' system failed to prevent WWI because:",opts:["It was working perfectly","Rigid alliances transformed a local crisis into a continental war — the system that was supposed to prevent conflict instead guaranteed it","It never existed","Only one alliance existed"],ans:1,exp:"The alliance system, intended to deter war through mutual threat, instead ensured that any conflict between two nations would involve all of Europe.",hint:"The safety system became a doomsday machine."}, {q:"Fritz Fischer's thesis argued that:",opts:["War was accidental","Germany deliberately planned for an aggressive war to achieve European hegemony — the 'September Program' as evidence","France caused the war","Britain was responsible"],ans:1,exp:"Fischer's controversial 1961 book argued Germany had expansionist war aims before 1914. The debate over war guilt continues among historians.",hint:"A historian argued Germany planned the war deliberately — still debated."}, {q:"The Moroccan Crises and Balkan Wars (1905–1913) were significant because:",opts:["They resolved tensions","They were 'dress rehearsals' that hardened alliances, increased military readiness, and accustomed Europeans to the idea of war","They prevented WWI","They were minor events"],ans:1,exp:"Each crisis made the next one more dangerous. Diplomatic solutions became harder as positions hardened.",hint:"Each crisis made war more likely — like practice runs for the real thing."}, {q:"Kaiser Wilhelm II's foreign policy compared to Bismarck's was:",opts:["Identical","More aggressive and erratic — dropping Bismarck's careful diplomacy for 'Weltpolitik' (world policy) that alienated Britain and Russia","More peaceful","More democratic"],ans:1,exp:"Wilhelm's naval buildup, colonial ambitions, and clumsy diplomacy destroyed Bismarck's alliance system and drove Britain into France's arms.",hint:"Bismarck was careful and clever; Wilhelm was aggressive and clumsy."}, {q:"The concept of 'total war' emerged from WWI because:",opts:["It was a quick war","Entire economies, populations, and societies were mobilized — civilians became targets and industrial production determined outcomes","Only soldiers fought","It was limited in scope"],ans:1,exp:"WWI was the first truly industrial war: nations mobilized their entire economies, rationed food, conscripted millions, and made civilian morale a strategic factor.",hint:"Not just armies fighting — entire societies and economies at war."}, {q:"Social imperialism theory suggests governments used:",opts:["Socialism","Aggressive foreign policy and nationalism to distract populations from domestic social problems and unite them against external enemies","Immigration","Education reform"],ans:1,exp:"Governments could redirect working-class discontent toward national glory and imperial conquest rather than addressing social inequality.",hint:"Start a foreign adventure to make people forget their problems at home."}, {q:"How were the Balkans the 'powder keg of Europe'?",opts:["They produced gunpowder","Multiple nationalist movements, great-power rivalries, declining Ottoman power, and competing claims created an explosive mix","They were peaceful","They were isolated from Europe"],ans:1,exp:"Austrian, Russian, Serbian, Greek, Bulgarian, and Ottoman interests all collided in this small region. One spark would set off a continental explosion.",hint:"Too many competing nations and empires in too small a space."}, {q:"The role of propaganda in building support for war included:",opts:["Honest reporting","Demonizing enemies, glorifying national armies, censoring bad news, and portraying war as noble and defensive","Promoting peace","Telling the full truth"],ans:1,exp:"Every nation portrayed itself as defending civilization against barbarism. The gap between propaganda and reality would produce profound disillusionment.",hint:"Every side said they were the good guys defending against evil enemies."}, {q:"The fundamental lesson of WWI's outbreak is:",opts:["War is always intentional","Complex alliance systems, arms races, and crisis escalation can produce a catastrophic war that no individual nation planned or wanted","War is inevitable","Strong alliances prevent war"],ans:1,exp:"No leader in July 1914 fully wanted the war that resulted. The 'sleepwalkers' stumbled into catastrophe through miscalculation and systemic failure.",hint:"Nobody planned THIS war — the system produced a catastrophe no one fully intended."}, ]}, // ─── DAY 23: WWI & Russian Revolution ─── { day:23, title:"WWI: Total War & the Russian Revolution", theme:"WorldWar", questions:[ {q:"Trench warfare on the Western Front resulted in:",opts:["Quick victories","A bloody stalemate where millions died for minimal territorial gains — battles like the Somme and Verdun","Easy French victory","German surrender in 1915"],ans:1,exp:"Machine guns, barbed wire, and artillery made attack nearly impossible. The Somme (1916) cost over 1 million casualties for a few miles.",hint:"Millions died in trenches for almost no territorial gain."}, {q:"New weapons in WWI included:",opts:["Nuclear bombs","Machine guns, poison gas, tanks, airplanes, submarines, and flamethrowers","Only rifles","Only cannons"],ans:1,exp:"Industrial technology produced unprecedented killing power. Poison gas (chlorine, mustard) was particularly horrifying.",hint:"Industrial killing machines — from poison gas to tanks to submarines."}, {q:"The Battle of Verdun (1916) was designed by Germany to:",opts:["Capture Paris","'Bleed France white' through a war of attrition at a symbolically important fortress","Negotiate peace","Test new weapons"],ans:1,exp:"Falkenhayn aimed to exhaust France. Both sides suffered ~350,000 casualties each. France held, but at devastating cost.",hint:"Germany's plan was to kill so many French soldiers that France would give up."}, {q:"Unrestricted submarine warfare pushed which nation into WWI?",opts:["Japan","The United States — Germany's sinking of merchant ships (including the Lusitania) and the Zimmermann Telegram brought America in (1917)","China","Brazil"],ans:1,exp:"Germany gambled that sinking all ships (including American ones) would starve Britain before the US could mobilize. The gamble failed.",hint:"Germany sank American ships, and a secret telegram to Mexico was intercepted."}, {q:"The Russian Revolution of February 1917 was caused by:",opts:["German invasion","War weariness, food shortages, massive casualties, and incompetent leadership under Tsar Nicholas II","British intervention","A natural disaster"],ans:1,exp:"Workers and soldiers in Petrograd (St. Petersburg) revolted. The Tsar abdicated. A Provisional Government tried to continue the war.",hint:"Hungry, war-weary Russians overthrew the Tsar."}, {q:"The October Revolution (1917) brought to power:",opts:["The Tsar","The Bolsheviks under Lenin, who promised 'Peace, Land, Bread' — withdrawing Russia from WWI","Democrats","The military"],ans:1,exp:"Lenin's Bolsheviks seized power, signed the Treaty of Brest-Litovsk with Germany, and began building the world's first communist state.",hint:"Lenin promised to end the war and give land to peasants — and he did."}, {q:"Lenin's 'April Theses' demanded:",opts:["Support for the Provisional Government","'All power to the Soviets' — no support for the war, land to peasants, and a socialist revolution","Restoring the Tsar","Alliance with Germany"],ans:1,exp:"Lenin shocked even fellow Bolsheviks by demanding immediate socialist revolution rather than working with the moderate government.",hint:"Power to workers' councils, end the war, give land to peasants — NOW."}, {q:"The Treaty of Brest-Litovsk (1918) cost Russia:",opts:["Nothing","Huge territorial losses — Ukraine, Baltic states, Finland, Poland — about 1/3 of Russia's population and agricultural land","Only money","A small border adjustment"],ans:1,exp:"Lenin accepted crushing terms to exit WWI. He believed world revolution would make borders irrelevant anyway.",hint:"Russia lost massive territory to get out of the war."}, {q:"The Armenian Genocide (1915-1923) during WWI involved:",opts:["A trade dispute","The Ottoman Empire's systematic killing of approximately 1.5 million Armenians through massacre, death marches, and starvation","A military battle","A natural famine"],ans:1,exp:"The Ottoman government targeted Armenian Christians during the war. It's recognized as one of the first modern genocides.",hint:"The Ottoman Empire systematically killed over a million Armenian civilians."}, {q:"Women's roles during WWI expanded because:",opts:["Laws changed","With millions of men at war, women filled factory, transport, medical, and agricultural roles previously denied to them","Nothing changed","Women volunteered only as nurses"],ans:1,exp:"Women proved they could do 'men's work.' This contributed to women gaining the vote in many countries after the war.",hint:"Women replaced men in factories and proved they could do any job."}, {q:"War propaganda was used to:",opts:["Tell the truth","Recruit soldiers, sell war bonds, demonize enemies, maintain morale, and justify the enormous sacrifices","Promote peace","Only inform the public"],ans:1,exp:"Every nation used propaganda to maintain support for an increasingly horrific war. The gap between propaganda and reality bred cynicism.",hint:"Keep people supporting a war that was far worse than anyone expected."}, {q:"The Gallipoli Campaign (1915) was:",opts:["A Western Front battle","A failed Allied attempt to capture the Ottoman Straits — devastating for ANZAC forces and Churchill's reputation","A Russian victory","A naval battle only"],ans:1,exp:"The campaign to knock out the Ottoman Empire failed with heavy losses. It's a founding national myth for Australia and New Zealand.",hint:"A disastrous Allied attempt to capture the straits from the Ottoman Empire."}, {q:"The Fourteen Points were:",opts:["Military objectives","President Wilson's idealistic peace plan: self-determination, open diplomacy, League of Nations, free trade, and disarmament","A trade agreement","A secret treaty"],ans:1,exp:"Wilson's vision of a just peace based on principle rather than punishment. European allies largely ignored it at Versailles.",hint:"Wilson's idealistic peace plan — self-determination and a League of Nations."}, {q:"Shell shock (PTSD) revealed:",opts:["Nothing new","The devastating psychological impact of industrial warfare — challenging assumptions that war was noble and soldiers should be stoic","That soldiers were cowards","A new medical treatment"],ans:1,exp:"Thousands of soldiers suffered mental breakdowns. The condition challenged the romantic view of war and eventually led to understanding of trauma.",hint:"War broke minds, not just bodies — challenging the idea that war was glorious."}, {q:"The German home front collapsed in 1918 due to:",opts:["Military defeat only","Naval blockade causing starvation, war exhaustion, influenza pandemic, and revolutionary unrest inspired by Russia","Good conditions","Allied invasion"],ans:1,exp:"The British naval blockade starved Germany. Combined with military setbacks and revolution, the Kaiser abdicated and Germany surrendered (November 11, 1918).",hint:"Starvation, exhaustion, disease, and revolution — Germany collapsed from within."}, {q:"WWI destroyed which empires?",opts:["Only the Ottoman","Four empires: German, Austro-Hungarian, Ottoman, and Russian — redrawing the map of Europe and the Middle East","No empires fell","Only the Russian"],ans:1,exp:"The collapse of these four empires created dozens of new nations and unresolved territorial disputes that fueled future conflicts.",hint:"Four empires fell — creating a completely new map of Europe."}, {q:"The influenza pandemic of 1918-1919 killed:",opts:["A few thousand","An estimated 50-100 million people worldwide — more than the war itself","Only soldiers","Only in Europe"],ans:1,exp:"The pandemic, spread by troop movements, killed more people in a year than the entire four-year war. Troop concentrations made it devastating.",hint:"More people died from the flu than from the war — a global catastrophe."}, {q:"The Sykes-Picot Agreement (1916) secretly divided:",opts:["Germany","The Ottoman Middle East between Britain and France — contradicting promises of Arab independence","Russia","Africa"],ans:1,exp:"This secret deal created artificial borders in the Middle East (Iraq, Syria, Lebanon, Palestine) whose consequences persist today.",hint:"Britain and France secretly carved up the Middle East — breaking promises to Arabs."}, {q:"The Russian Civil War (1918-1921) pitted:",opts:["Russia vs. Germany","Bolsheviks (Reds) against anti-Bolsheviks (Whites), with foreign intervention supporting the Whites","North vs. South Russia","Workers vs. peasants only"],ans:1,exp:"The brutal civil war killed millions. The Bolsheviks won through superior organization, ruthlessness, and the Whites' disunity.",hint:"Communists vs. everyone else — the communists won."}, {q:"Total war meant civilians were affected through:",opts:["Not at all","Rationing, bombing, blockades, forced labor, propaganda, conscription, economic controls, and direct targeting","Only rationing","Only taxation"],ans:1,exp:"WWI blurred the line between soldier and civilian. Entire populations were mobilized, targeted, and affected.",hint:"Everyone was part of the war — soldiers, workers, women, children."}, {q:"The Balfour Declaration (1917) promised:",opts:["German surrender","British support for a Jewish homeland in Palestine — contradicting promises to Arabs and creating lasting conflict","Russian independence","French colonies"],ans:1,exp:"Britain promised Zionists a Jewish homeland while also promising Arabs independence — contradictory pledges whose consequences endure.",hint:"Britain promised the same land to two different peoples."}, {q:"War poetry (Owen, Sassoon) challenged the view that:",opts:["Poetry was important","War was noble and glorious — their graphic depictions of trench horror revealed the reality of industrial warfare","Soldiers were brave","Literature mattered"],ans:1,exp:"'Dulce et decorum est pro patria mori' (it is sweet to die for one's country) — Owen called this 'the old lie.'",hint:"Poets who fought showed that war was horror, not glory."}, {q:"The Bolsheviks used 'war communism' to:",opts:["Build democracy","Nationalize industry, requisition grain from peasants, and centralize the economy to win the civil war — at enormous human cost","Promote free trade","Restore capitalism"],ans:1,exp:"War communism kept the Red Army supplied but caused famine and economic collapse. Lenin later retreated to the NEP (mixed economy).",hint:"Emergency economic controls to win the civil war — causing famine."}, {q:"Why is WWI considered a turning point in European history?",opts:["It had minor effects","It destroyed empires, killed millions, ended European global dominance, and created conditions for WWII, communism, fascism, and decolonization","It changed nothing","Only military tactics changed"],ans:1,exp:"WWI shattered the 19th-century order. Everything that followed — communism, fascism, WWII, decolonization — grew from WWI's devastation.",hint:"Almost everything terrible in the 20th century can be traced back to this war."}, {q:"WWI casualties totaled approximately:",opts:["50,000","20 million dead (10M military, 10M civilian) and 21 million wounded — unprecedented in human history","1 million","100 million"],ans:1,exp:"The scale of death was inconceivable to the generation that entered the war expecting glory and quick victory.",hint:"About 20 million dead — on a scale nobody had imagined possible."}, ]}, // ─── DAY 24: Interwar Period ─── { day:24, title:"Interwar Period: Versailles & Rise of Totalitarianism", theme:"WorldWar", questions:[ {q:"The Treaty of Versailles (1919) imposed on Germany:",opts:["Generous terms","War guilt, massive reparations, territorial losses, military restrictions, and loss of colonies","No penalties","Alliance with France"],ans:1,exp:"Germany lost Alsace-Lorraine, the Polish Corridor, all colonies; paid 132 billion gold marks; and was limited to 100,000 soldiers.",hint:"Blame, money, territory, and military restrictions — Germany resented all of it."}, {q:"The League of Nations failed primarily because:",opts:["It was too powerful","The US never joined, it lacked enforcement power, and major powers ignored it when it suited them","Too many members","It was too expensive"],ans:1,exp:"Without US participation and with no military force, the League couldn't stop aggression by Japan, Italy, or Germany in the 1930s.",hint:"No army, no American support, and aggressive nations simply ignored it."}, {q:"Hyperinflation in Weimar Germany (1923) meant:",opts:["Prices fell","Money became virtually worthless — people needed wheelbarrows of cash for bread, destroying middle-class savings","Strong economy","Rising wages"],ans:1,exp:"The German government printed money to pay reparations. By November 1923, a loaf of bread cost billions of marks. The middle class was devastated.",hint:"Money became worthless — a wheelbarrow of cash couldn't buy bread."}, {q:"The Weimar Republic was weakened by:",opts:["Too much stability","Economic crises, political extremism from both left and right, the 'stab in the back' myth, and lack of democratic tradition","Foreign invasion","Too few political parties"],ans:1,exp:"Many Germans blamed democracy for the Versailles 'betrayal.' Communists and Nazis attacked the republic from both sides.",hint:"Economic disaster + political extremism + resentment of Versailles = fragile democracy."}, {q:"Mussolini's fascism in Italy (1922) was characterized by:",opts:["Democracy and freedom","Extreme nationalism, corporate state, suppression of opposition, cult of the leader (Il Duce), and glorification of violence","Communism","Religious government"],ans:1,exp:"Mussolini's March on Rome (1922) brought fascism to power. Italy became the model for authoritarian nationalist movements.",hint:"Nationalism + authoritarianism + violence + cult of the leader."}, {q:"Hitler rose to power by exploiting:",opts:["German prosperity","Economic depression, Versailles resentment, fear of communism, anti-Semitism, and the Weimar Republic's weaknesses","German military victories","International support"],ans:1,exp:"The Great Depression (1929) destroyed Germany's economy. Hitler offered scapegoats (Jews), simple solutions, and national restoration.",hint:"Depression + resentment + fear + hatred = Hitler's opportunity."}, {q:"The Enabling Act (1933) gave Hitler:",opts:["Limited power","Dictatorial power to make laws without the Reichstag — ending German democracy","The presidency only","Control of the army only"],ans:1,exp:"Hitler used the Reichstag fire as a pretext. The Enabling Act let him rule by decree, establishing the Third Reich's totalitarian state.",hint:"One law ended German democracy and gave Hitler absolute power."}, {q:"Stalin's collectivization of agriculture in the USSR caused:",opts:["Agricultural boom","The Holodomor (famine in Ukraine) killing millions, destruction of the kulak class, and massive human suffering","Prosperity","Only minor disruption"],ans:1,exp:"Forced collectivization and grain requisition caused a famine that killed 3-7 million Ukrainians. Kulaks (wealthier peasants) were deported or killed.",hint:"Forced farming changes caused famine that killed millions in Ukraine."}, {q:"Stalin's Great Purge (1936-1938) eliminated:",opts:["Only criminals","Perceived enemies including Old Bolsheviks, military leaders, intellectuals, and ordinary citizens — millions were executed or sent to gulags","No one","Only foreign spies"],ans:1,exp:"Stalin's paranoia led to show trials, mass executions, and the gulag system. An estimated 750,000 were executed; millions more imprisoned.",hint:"Stalin killed or imprisoned millions of his own people out of paranoia."}, {q:"The Great Depression (1929) affected Europe by:",opts:["Improving economies","Causing mass unemployment, bank failures, and political instability that strengthened extremist movements","Having no European impact","Only affecting trade"],ans:1,exp:"American loans to Europe dried up. Germany was hit hardest — unemployment reached 30%, creating fertile ground for Nazism.",hint:"Economic collapse drove desperate people toward extreme political movements."}, {q:"Totalitarianism differed from traditional authoritarianism by:",opts:["Being less controlling","Seeking to control ALL aspects of life — economy, culture, family, thought — not just political power","Being more democratic","Being less violent"],ans:1,exp:"Totalitarian states (Nazi Germany, Stalin's USSR) used propaganda, secret police, and ideology to dominate every aspect of citizens' lives.",hint:"Not just controlling government — controlling what people think, say, and do."}, {q:"The Nuremberg Laws (1935) in Nazi Germany:",opts:["Protected Jewish rights","Stripped Jews of citizenship and banned Jewish-German marriages — legally codifying anti-Semitic persecution","Were economic reforms","Applied only to foreigners"],ans:1,exp:"These laws began the legal persecution that escalated through Kristallnacht (1938) to the 'Final Solution' (Holocaust).",hint:"Laws that made Jews second-class citizens — the beginning of systematic persecution."}, {q:"Appeasement, as practiced by Chamberlain, meant:",opts:["Military confrontation","Giving in to Hitler's territorial demands (Rhineland, Austria, Sudetenland) hoping to avoid war","Forming alliances against Germany","Economic sanctions"],ans:1,exp:"The Munich Agreement (1938) gave Hitler the Sudetenland. Chamberlain claimed 'peace for our time.' Within a year, WWII began.",hint:"Give the bully what he wants and hope he stops — he didn't."}, {q:"The Spanish Civil War (1936-1939) was a 'dress rehearsal' for WWII because:",opts:["It was a minor conflict","Germany and Italy tested weapons and tactics supporting Franco; the USSR supported the Republic; democracies did nothing","Spain invaded France","It caused WWII directly"],ans:1,exp:"Hitler and Mussolini supported Franco's fascists; Stalin aided the Republicans. The democracies' non-intervention emboldened the dictators.",hint:"Fascists practiced for WWII while democracies stood by and watched."}, {q:"Kristallnacht (November 9-10, 1938) was:",opts:["A celebration","A nationwide Nazi pogrom destroying Jewish businesses, synagogues, and homes — killing ~100 and arresting 30,000","A military exercise","A diplomatic event"],ans:1,exp:"The 'Night of Broken Glass' marked a dramatic escalation from legal discrimination to organized violence against Germany's Jews.",hint:"A night of organized destruction targeting Jewish people across Germany."}, {q:"The Nazi-Soviet Pact (August 1939) shocked the world because:",opts:["They were allies","Ideological enemies (fascism and communism) agreed to non-aggression and secretly divided Poland and Eastern Europe between them","It was a peace treaty","It prevented war"],ans:1,exp:"Hitler and Stalin agreed to divide Eastern Europe. This freed Hitler to invade Poland without facing a two-front war — WWII began days later.",hint:"Sworn enemies made a deal to divide Eastern Europe — war followed within days."}, {q:"The Lateran Treaty (1929) resolved:",opts:["WWI reparations","The 'Roman Question' — Mussolini recognized Vatican City's independence in exchange for papal acceptance of the Italian state","The Spanish Civil War","German-French tensions"],ans:1,exp:"Mussolini solved a 60-year dispute, gaining Catholic support. The Pope got sovereignty over Vatican City.",hint:"Mussolini and the Pope finally made peace about Rome."}, {q:"Keynes's The Economic Consequences of the Peace (1919) warned that:",opts:["Versailles was too lenient","Versailles' harsh reparations would destroy Germany's economy and destabilize Europe — his predictions came true","Germany would prosper","Versailles was fair"],ans:1,exp:"Keynes attended Versailles as a British delegate, quit in protest, and wrote this prescient warning about the treaty's dangers.",hint:"He warned that crushing Germany economically would lead to disaster — he was right."}, {q:"The Dawes Plan (1924) and Young Plan (1929) attempted to:",opts:["End reparations","Restructure German reparations payments with American loans — creating dangerous economic interdependence","Double reparations","Punish Germany further"],ans:1,exp:"American money flowed to Germany, which paid reparations to Allies, who repaid US war debts. When US lending stopped (1929), the whole system collapsed.",hint:"American loans kept the reparations system going — when the loans stopped, everything collapsed."}, {q:"How did fascism differ from communism?",opts:["No differences","Fascism: extreme nationalism, racial hierarchy, corporate state, traditional social order. Communism: international class revolution, abolish private property, classless society","Only uniforms differed","Both were democratic"],ans:1,exp:"Despite both being totalitarian, they had opposing ideologies. Fascists glorified the nation/race; communists sought international class revolution.",hint:"One worshipped the nation; the other worshipped the working class."}, {q:"The 'stab in the back' myth claimed that:",opts:["Germany won WWI","Germany's army was never defeated on the battlefield — it was betrayed by Jews, socialists, and politicians who surrendered","The treaty was fair","France betrayed Germany"],ans:1,exp:"This dangerous myth (Dolchstosslegende) undermined Weimar democracy and was central to Nazi propaganda.",hint:"The lie that Germany's army wasn't defeated — it was 'betrayed' from within."}, {q:"Art movements like Dadaism and Surrealism reflected:",opts:["Support for the old order","Post-war disillusionment, rejection of rational civilization that produced WWI's horrors, and exploration of the unconscious","Military propaganda","Religious revival"],ans:1,exp:"If 'civilization' produced the trenches, perhaps reason itself was the problem. Dada rejected logic; Surrealism explored dreams and the irrational.",hint:"If civilization caused this horror, maybe civilization itself is broken."}, {q:"The Locarno Treaties (1925) briefly created hope because:",opts:["They ended all conflicts","Germany voluntarily accepted its western borders, suggesting reconciliation and the 'spirit of Locarno'","They armed Germany","They punished France"],ans:1,exp:"Germany accepting its western borders suggested peaceful integration. But eastern borders were NOT guaranteed — a warning sign.",hint:"A brief moment of hope — Germany seemed willing to accept peace. It didn't last."}, {q:"The Reichstag fire (February 1933) was used by Hitler to:",opts:["Rebuild the building","Justify emergency powers (Reichstag Fire Decree) suspending civil liberties and persecuting Communists","Declare war","Call elections"],ans:1,exp:"Whether set by a lone communist or Nazis themselves, Hitler used the fire to suspend rights, arrest opponents, and consolidate totalitarian power.",hint:"A convenient fire became the excuse to destroy democracy."}, {q:"The interwar period's fundamental failure was:",opts:["Too much peace","The inability to create a stable European order — Versailles was too harsh to reconcile Germany but too weak to contain it","Too many treaties","Too little nationalism"],ans:1,exp:"Versailles left Germany resentful but potentially powerful. Without American engagement and with economic crisis, the settlement collapsed.",hint:"The peace was harsh enough to anger Germany but not strong enough to keep it down."}, ]}, // ─── DAY 25-26: WWII ─── { day:25, title:"World War II: Causes & Course", theme:"WorldWar", questions:[ {q:"Hitler's foreign policy goals included:",opts:["World peace","Lebensraum (living space) in Eastern Europe, destruction of the Versailles system, and racial empire","Trade agreements","Colonial expansion only"],ans:1,exp:"Hitler aimed to conquer Eastern Europe for German settlement, destroy Slavic and Jewish populations, and create a racial empire.",hint:"'Living space' in the East and undoing Versailles — by force."}, {q:"The invasion of Poland (September 1, 1939) began WWII because:",opts:["Poland attacked first","Britain and France had guaranteed Polish independence and finally declared war on Germany after appeasement failed","It was accidental","The US declared war"],ans:1,exp:"After years of appeasement, Britain and France drew the line at Poland. Germany invaded anyway, and WWII began.",hint:"Britain and France finally said 'enough' and declared war."}, {q:"Blitzkrieg ('lightning war') involved:",opts:["Slow siege warfare","Rapid coordinated attacks using tanks, aircraft, and motorized infantry to break through enemy lines quickly","Trench warfare","Naval bombardment only"],ans:1,exp:"Germany's blitzkrieg conquered Poland in weeks, France in six weeks, and initially devastated the Soviet Union. Speed and coordination were key.",hint:"Fast, coordinated attacks using tanks and planes to overwhelm enemies."}, {q:"The Fall of France (June 1940) shocked the world because:",opts:["France won","France — the largest military power in Western Europe — fell to Germany in just six weeks","It was expected","France surrendered before fighting"],ans:1,exp:"Germany bypassed the Maginot Line through the Ardennes forest. France's rapid collapse left Britain standing alone.",hint:"Six weeks — Europe's supposedly strongest army collapsed."}, {q:"The Battle of Britain (1940) was significant because:",opts:["Germany won","Britain's RAF defeated the Luftwaffe, preventing German invasion — the first major setback for Hitler","It was a naval battle","It was inconclusive"],ans:1,exp:"Churchill's 'finest hour.' RAF pilots (aided by radar) defeated the German air campaign. Hitler postponed invasion indefinitely.",hint:"'Never was so much owed by so many to so few.'"}, {q:"Operation Barbarossa (June 1941) was:",opts:["The invasion of Britain","Germany's massive invasion of the Soviet Union — the largest military operation in history, involving over 3 million troops","An African campaign","A naval battle"],ans:1,exp:"Despite initial devastating success, the invasion ultimately failed. The Eastern Front became WWII's bloodiest theater.",hint:"Germany invaded Russia with the largest army in history — and ultimately lost."}, {q:"The Battle of Stalingrad (1942-43) was the turning point because:",opts:["Germany won","The total destruction of Germany's 6th Army (300,000 troops) proved Germany could be beaten and the tide turned in the East","It was a minor battle","It was a naval engagement"],ans:1,exp:"The Soviet victory at Stalingrad was psychologically and strategically devastating for Germany. After Stalingrad, Germany was on the defensive.",hint:"Germany's first catastrophic defeat — the beginning of the end."}, {q:"D-Day (June 6, 1944) was:",opts:["A German victory","The Allied invasion of Normandy, France — the largest amphibious operation in history, opening a Western Front","An Eastern Front battle","A Pacific battle"],ans:1,exp:"156,000 Allied troops landed on five beaches. D-Day began the liberation of Western Europe from Nazi occupation.",hint:"The massive invasion that began freeing Western Europe."}, {q:"The war in the Pacific was characterized by:",opts:["Quick Japanese surrender","Island-hopping campaigns, kamikaze attacks, and ended with atomic bombs on Hiroshima and Nagasaki","European-style trench warfare","Only naval battles"],ans:1,exp:"The Pacific war was brutal: Midway, Iwo Jima, Okinawa. The atomic bombs (August 1945) forced Japan's surrender.",hint:"Island by island, each more bloody — ended by atomic weapons."}, {q:"The wartime alliance between the US, Britain, and USSR was:",opts:["Natural and easy","An alliance of necessity — ideological enemies united against a common threat, with deep mistrust that produced the Cold War","Permanent","Harmonious throughout"],ans:1,exp:"Churchill said he'd ally with the Devil to defeat Hitler. The alliance held together to win but collapsed into the Cold War almost immediately.",hint:"They agreed on defeating Hitler — and almost nothing else."}, {q:"Total war in WWII meant:",opts:["Only soldiers fought","Entire populations were mobilized, cities were bombed, civilians were targeted, and economies were fully converted to war production","Limited engagement","Gentlemen's warfare"],ans:1,exp:"Strategic bombing of cities (London, Dresden, Tokyo), genocide, forced labor, and total economic mobilization made civilians primary targets.",hint:"Everyone and everything was part of the war."}, {q:"The Yalta Conference (February 1945) agreed to:",opts:["Permanent peace","Dividing Germany into occupation zones, free elections in Eastern Europe (which Stalin violated), and Soviet entry into the Pacific war","Punishing France","Rebuilding Germany immediately"],ans:1,exp:"Roosevelt, Churchill, and Stalin negotiated post-war arrangements. Stalin's promise of free elections in Eastern Europe proved hollow.",hint:"The Big Three divided up the post-war world — but couldn't agree on freedom."}, {q:"The atomic bombings of Hiroshima and Nagasaki:",opts:["Had no impact","Killed ~200,000 people, forced Japan's surrender, and began the nuclear age that defined the Cold War","Were conventional bombings","Were rejected by Truman"],ans:1,exp:"The bombs ended WWII but opened a terrifying new era. The ethical debate continues: were they necessary to prevent an even bloodier invasion?",hint:"They ended the war but began the nuclear age."}, {q:"WWII death toll was approximately:",opts:["5 million","70-85 million — making it the deadliest conflict in human history, with the majority being civilians","20 million","150 million"],ans:1,exp:"The Soviet Union alone lost ~27 million. China lost ~15-20 million. The scale of death was almost incomprehensible.",hint:"The deadliest event in human history — tens of millions dead."}, {q:"The Resistance movements in occupied Europe included:",opts:["No resistance occurred","Underground networks in France, Poland, Yugoslavia, and elsewhere that conducted sabotage, intelligence, and partisan warfare","Only in France","Only military actions"],ans:1,exp:"From the French Maquis to Yugoslav partisans to the Polish Home Army, resistance fighters risked everything to fight occupation.",hint:"Brave people in occupied countries who fought back against the Nazis."}, {q:"Vichy France was:",opts:["Free France","The collaborationist French government under Pétain that cooperated with Nazi Germany — while de Gaulle led Free France from exile","A resistance movement","A neutral state"],ans:1,exp:"France was divided: Vichy collaborated (including deporting Jews); de Gaulle's Free French fought on from London. This split haunted France for decades.",hint:"Some French collaborated with the Nazis; others fought from exile."}, {q:"The Lend-Lease program was:",opts:["A banking system","US material aid to Britain and the USSR before America officially entered the war — crucial to Allied survival","A German program","A peace initiative"],ans:1,exp:"America supplied weapons, food, and materials to the Allies. It was essential for British and Soviet survival before US entry.",hint:"America armed the Allies before officially joining the fight."}, {q:"The Battle of Midway (1942) turned the Pacific war because:",opts:["Japan won","The US destroyed four Japanese aircraft carriers, ending Japan's naval offensive capability","It was a land battle","It was inconclusive"],ans:1,exp:"US codebreaking enabled an ambush that destroyed Japan's carrier fleet. After Midway, Japan was on the defensive.",hint:"American codebreakers helped destroy Japan's carrier fleet — the tide turned."}, {q:"Women in WWII contributed by:",opts:["Not participating","Working in factories ('Rosie the Riveter'), serving in military auxiliaries, joining resistance movements, and running farms and businesses","Only nursing","Only as secretaries"],ans:1,exp:"Women's contributions were even greater than in WWI. Millions worked in war industries, and many served in combat support roles.",hint:"From factories to resistance movements — women were essential to the war effort."}, {q:"The Battle of the Bulge (December 1944) was:",opts:["An Allied offensive","Germany's last major Western Front offensive — initially successful but ultimately a desperate, failed gamble that exhausted remaining German reserves","A Pacific battle","A minor skirmish"],ans:1,exp:"Hitler's surprise attack through the Ardennes briefly pushed Allied lines back but failed. It used Germany's last reserves, hastening defeat.",hint:"Germany's last desperate gamble in the West — it failed."}, {q:"The Italian Campaign (1943-1945) began with:",opts:["Italian declaration of war","Allied invasion of Sicily, then mainland Italy — Mussolini fell, but Germany occupied northern Italy and fighting was brutal","German invasion of Italy","Italian invasion of Africa"],ans:1,exp:"Churchill's 'soft underbelly of Europe' proved anything but. Italy surrendered, but Germany fought tenaciously in mountainous terrain.",hint:"Italy surrendered but Germany kept fighting — brutal mountain warfare."}, {q:"Strategic bombing campaigns targeted:",opts:["Only military targets","Industrial capacity, transportation, and civilian morale — culminating in the firebombing of Dresden and Tokyo","Only airports","Only naval bases"],ans:1,exp:"Allied bombing killed hundreds of thousands of German and Japanese civilians. The morality of strategic bombing remains debated.",hint:"Bombing cities to destroy industry and break civilian morale."}, {q:"The war ended in Europe on:",opts:["December 25, 1944","May 8, 1945 (V-E Day) — after Hitler's suicide and Germany's unconditional surrender","September 1, 1945","January 1, 1946"],ans:1,exp:"Hitler killed himself on April 30. Germany surrendered unconditionally on May 7-8, 1945. Japan surrendered on August 15 (V-J Day).",hint:"Victory in Europe — May 1945."}, {q:"WWII's most significant political consequence was:",opts:["European unity","The decline of European global power and the rise of two superpowers (US and USSR) in a bipolar world","European dominance continued","Nothing changed politically"],ans:1,exp:"Europe's colonial empires crumbled. The US and USSR emerged as superpowers, dividing the world into competing blocs.",hint:"Europe was no longer the center of world power — America and Russia took over."}, {q:"The Potsdam Conference (July 1945) revealed:",opts:["Complete Allied unity","Growing Cold War tensions between the Western Allies and the Soviet Union over Germany's future and Eastern Europe","Plans for European unity","Agreement on everything"],ans:1,exp:"Truman, Stalin, and Attlee disagreed on reparations, borders, and governance. The Cold War was already beginning before WWII ended.",hint:"The Allies started arguing about the post-war world before the war was even over."}, ]}, { day:26, title:"The Holocaust & War's End", theme:"WorldWar", questions:[ {q:"The Holocaust was:",opts:["A natural disaster","The systematic, state-sponsored murder of approximately 6 million Jews and millions of others by Nazi Germany","A single event","Only imprisonment"],ans:1,exp:"The Holocaust was genocide on an industrial scale — organized by the state, implemented through bureaucracy, and executed in death camps.",hint:"Systematic, industrial-scale murder of 6 million Jews."}, {q:"The 'Final Solution' referred to:",opts:["A peace plan","The Nazi plan for the complete extermination of European Jews, decided at the Wannsee Conference (January 1942)","An economic program","A military strategy"],ans:1,exp:"Nazi leaders at Wannsee coordinated the logistics of genocide. Death camps with gas chambers were the implementation.",hint:"The plan to murder every Jew in Europe — organized at a bureaucratic meeting."}, {q:"Auschwitz-Birkenau was:",opts:["A POW camp","The largest Nazi death and concentration camp complex — over 1.1 million people (mostly Jews) were murdered there","A military base","A factory only"],ans:1,exp:"Auschwitz combined slave labor camps with industrialized mass murder. It has become the primary symbol of the Holocaust.",hint:"The most infamous death camp — over a million people murdered."}, {q:"Other groups targeted by the Nazis included:",opts:["Only Jews","Roma/Sinti, disabled persons, homosexuals, political opponents, Slavic peoples, and Jehovah's Witnesses","Only military opponents","No one else"],ans:1,exp:"While Jews were the primary target, the Nazi killing machine extended to many groups deemed 'undesirable' or 'subhuman.'",hint:"Jews were the primary but not the only victims — many groups were targeted."}, {q:"The Einsatzgruppen were:",opts:["Construction crews","Mobile killing squads that followed the German army into Eastern Europe, shooting approximately 1.5 million Jews and others","Medical teams","Supply units"],ans:1,exp:"Before death camps, these squads conducted mass shootings. Babi Yar (33,000 Jews killed in two days) was one of many massacres.",hint:"Mobile death squads that shot victims by the thousands in Eastern Europe."}, {q:"The concept of 'crimes against humanity' was established at:",opts:["The League of Nations","The Nuremberg Trials (1945-46) — where Nazi leaders were tried for war crimes, crimes against peace, and crimes against humanity","The United Nations","The Hague in 1900"],ans:1,exp:"Nuremberg established that individuals (including government leaders) could be held criminally responsible for atrocities — a legal revolution.",hint:"The first time leaders were tried for genocide and atrocities."}, {q:"The Warsaw Ghetto Uprising (1943) demonstrated:",opts:["Easy Jewish victory","Jewish resistance against impossible odds — fighters held off the German army for weeks, becoming a symbol of courage","German mercy","Allied intervention"],ans:1,exp:"Thousands of starving ghetto inhabitants fought with makeshift weapons for nearly a month. The uprising was crushed, but it remains a powerful symbol of resistance.",hint:"Starving fighters resisting the Nazi army for weeks — hopeless but heroic."}, {q:"'Bystander' nations during the Holocaust:",opts:["All helped refugees","Often refused Jewish refugees, failed to bomb death camp railways, and limited immigration — including the US and Britain","All resisted the Nazis","Didn't know about it"],ans:1,exp:"The MS St. Louis (1939) carrying 900 Jewish refugees was turned away from the US and Cuba. Allied knowledge of camps didn't lead to intervention.",hint:"Many nations knew what was happening but refused to help."}, {q:"The Nuremberg Laws, Kristallnacht, and the Final Solution represent:",opts:["Unrelated events","An escalating progression from legal discrimination → organized violence → systematic genocide","A sudden change","Economic policies"],ans:1,exp:"The Holocaust didn't happen overnight. It escalated through identifiable stages: classification, symbolization, discrimination, dehumanization, organization, and extermination.",hint:"Step by step: laws → violence → mass murder. A gradual escalation."}, {q:"How did ordinary people participate in the Holocaust?",opts:["They didn't","Through bureaucratic participation, informing, profiting from confiscated property, turning away refugees, and passive acceptance","Only soldiers participated","Only leaders were responsible"],ans:1,exp:"Hannah Arendt's concept of the 'banality of evil' — ordinary people doing extraordinary evil through compliance, careerism, and moral disengagement.",hint:"Ordinary people filed paperwork, informed on neighbors, and looked away."}, {q:"The United Nations was created (1945) primarily to:",opts:["Replace the British Empire","Prevent future world wars through collective security, human rights protections, and international cooperation","Control trade","Spread democracy by force"],ans:1,exp:"Learning from the League's failure, the UN included a Security Council with enforcement power (though the veto limit proved problematic).",hint:"The second attempt at an international organization to prevent war."}, {q:"The Nuremberg Trials established the principle that:",opts:["Orders excuse everything","'Following orders' is not a defense for war crimes and crimes against humanity","Only losing nations commit crimes","Leaders can't be tried"],ans:1,exp:"The 'Nuremberg defense' was rejected. Individuals have moral and legal obligations that override orders from superiors.",hint:"'I was just following orders' is NOT an excuse for atrocities."}, {q:"Righteous Among the Nations honors:",opts:["Military heroes","Non-Jews who risked their lives to save Jews during the Holocaust — like Oskar Schindler and Raoul Wallenberg","Nobel Prize winners","Political leaders"],ans:1,exp:"Yad Vashem has recognized over 27,000 individuals who showed extraordinary moral courage during humanity's darkest hour.",hint:"People who risked everything to save others during the Holocaust."}, {q:"The displaced persons crisis after WWII involved:",opts:["A few thousand people","Millions of refugees, including Holocaust survivors, expelled Germans, and people displaced by border changes","Only German refugees","Only Jewish survivors"],ans:1,exp:"~12 million Germans were expelled from Eastern Europe; millions of others were homeless. The crisis shaped post-war politics and eventually the creation of Israel.",hint:"Millions of homeless, stateless people — Europe's largest refugee crisis."}, {q:"The Marshall Plan (1948) was:",opts:["A military strategy","American economic aid ($13 billion) to rebuild Western Europe — preventing economic collapse and communist expansion","A Soviet program","A UN initiative"],ans:1,exp:"George Marshall's plan rebuilt Western European economies, created American markets, and blocked communist influence — one of history's most successful policies.",hint:"American money rebuilt Western Europe — preventing communism and creating prosperity."}, {q:"The Truman Doctrine (1947) stated that:",opts:["The US would stay neutral","The US would support free peoples resisting subjugation — effectively committing America to containing Soviet/communist expansion globally","The US would withdraw from Europe","The US would ally with the USSR"],ans:1,exp:"Initially aimed at Greece and Turkey, the doctrine committed America to the global Cold War against communist expansion.",hint:"America would fight communism wherever it appeared."}, {q:"The division of Germany into East and West resulted from:",opts:["German choice","Failed negotiations between Western Allies and the USSR — each side created a German state reflecting their system","A peace treaty","A popular vote"],ans:1,exp:"West Germany (democratic, capitalist) and East Germany (communist, Soviet-controlled) symbolized the Cold War division of Europe.",hint:"The Allies couldn't agree on Germany's future, so they created two Germanies."}, {q:"The Iron Curtain, as described by Churchill, referred to:",opts:["A metal wall","The ideological and physical boundary dividing democratic Western Europe from communist Eastern Europe","A naval blockade","A trade barrier"],ans:1,exp:"Churchill's 1946 speech: 'An iron curtain has descended across the continent.' The metaphor defined the Cold War division.",hint:"Churchill's famous phrase for the division between East and West."}, {q:"WWII's impact on European colonialism was:",opts:["It strengthened empires","It fatally weakened European empires — war exhaustion, the hypocrisy of fighting for freedom while denying it to colonies, and new superpower opposition to empire","No impact","It created new colonies"],ans:1,exp:"European powers were too weak and too discredited to maintain empires. Independence movements accelerated across Asia and Africa.",hint:"Europe was too weak after the war to hold onto its colonies."}, {q:"The Universal Declaration of Human Rights (1948) was significant because:",opts:["It was legally binding","It established, for the first time, a universal standard of human rights — inspired partly by the need to prevent future Holocausts","It was ignored entirely","It only applied to Europe"],ans:1,exp:"Eleanor Roosevelt chaired its drafting. While not legally binding, it became the foundation for international human rights law.",hint:"The world agreed on universal human rights — partly because of the Holocaust."}, {q:"The creation of Israel (1948) was directly connected to WWII because:",opts:["Britain wanted it","The Holocaust demonstrated the deadly consequences of Jewish statelessness and accelerated support for a Jewish homeland","Germany supported it","It was planned before WWII"],ans:1,exp:"The horror of the Holocaust galvanized international support for Zionism. The resulting Israeli-Palestinian conflict remains unresolved.",hint:"The Holocaust made the case for a Jewish state undeniable."}, {q:"Germany's 'denazification' process involved:",opts:["Nothing","Trials, removal of Nazis from public life, and re-education programs — though many former Nazis eventually returned to positions of power","Complete success","Only the Nuremberg Trials"],ans:1,exp:"While top Nazis were tried, many lower-level participants were rehabilitated as Cold War priorities shifted focus from justice to anti-communism.",hint:"Top Nazis were punished, but many others quietly returned to normal life."}, {q:"The moral lessons of WWII and the Holocaust include:",opts:["War is glorious","The danger of unchecked nationalism, racism, and totalitarianism; the importance of international human rights; and the responsibility of bystanders","History never repeats","Only military lessons"],ans:1,exp:"'Never again' became the rallying cry — though genocides in Cambodia, Rwanda, and Bosnia showed the lesson hasn't been fully learned.",hint:"'Never again' — but the world has struggled to live up to that promise."}, {q:"How did WWII change European society?",opts:["No lasting changes","Expansion of welfare states, women's increased participation in public life, decline of deference to authority, and eventual European integration","Return to 19th-century norms","Only economic changes"],ans:1,exp:"The war discredited extreme nationalism and created appetite for cooperation, welfare states, and eventually the European Union.",hint:"After two catastrophic wars, Europeans chose cooperation over conflict."}, {q:"The post-war baby boom and economic recovery were fueled by:",opts:["Nothing specific","Marshall Plan aid, pent-up consumer demand, technological advances from wartime research, and government investment in welfare and infrastructure","Only American aid","Only European savings"],ans:1,exp:"The post-war decades saw unprecedented economic growth in Western Europe, creating the prosperous consumer societies that define modern Europe.",hint:"A combination of American aid, new technology, and government investment."}, ]}, // ─── DAY 27: Cold War ─── { day:27, title:"Cold War: Origins & Division of Europe", theme:"ColdWar", questions:[ {q:"The Cold War was primarily a conflict between:",opts:["Britain and France","The US (capitalism/democracy) and USSR (communism/authoritarianism) — fought through proxy wars, arms races, and ideological competition","Germany and Russia","China and Japan"],ans:1,exp:"The two superpowers never fought directly but competed globally through alliances, nuclear threats, espionage, and proxy conflicts.",hint:"Two superpowers, two ideologies — competing everywhere but never fighting directly."}, {q:"The Berlin Blockade (1948-49) was:",opts:["A wall","The Soviet attempt to cut off Western access to West Berlin — countered by the Berlin Airlift that supplied the city for 11 months","A peace conference","A trade embargo"],ans:1,exp:"Stalin blocked road/rail access to West Berlin. The US and Britain flew in supplies for 11 months. Stalin lifted the blockade — a major Western victory.",hint:"The Soviets blocked Berlin; the Allies flew supplies in for almost a year."}, {q:"NATO (1949) was created to:",opts:["Promote trade","Provide collective defense against Soviet aggression — 'an attack on one is an attack on all'","Replace the UN","Govern Europe"],ans:1,exp:"The North Atlantic Treaty Organization bound Western Europe and North America in mutual defense. The Soviet response was the Warsaw Pact (1955).",hint:"Western military alliance — if the Soviets attack one, they attack all."}, {q:"The Warsaw Pact (1955) was:",opts:["A peace treaty","The Soviet-led military alliance of communist Eastern European states — NATO's counterpart","A trade agreement","A cultural exchange"],ans:1,exp:"The Warsaw Pact formalized Soviet control over Eastern European militaries. It dissolved in 1991 when communism collapsed.",hint:"The Soviet answer to NATO — their side of the military divide."}, {q:"The Berlin Wall (1961) was built to:",opts:["Protect East Germans from Western invasion","Stop East Germans from fleeing to the West — about 3.5 million had already left, embarrassing the communist regime","Improve trade","Beautify Berlin"],ans:1,exp:"The Wall was concrete proof that communism had to imprison its citizens. It became the Cold War's most powerful symbol.",hint:"People were fleeing communism — the Wall was built to trap them."}, {q:"The Hungarian Revolution (1956) showed that:",opts:["The USSR would allow reform","The Soviet Union would use military force to crush any attempt by Eastern bloc nations to leave the communist system","Hungary became independent","NATO would intervene"],ans:1,exp:"Hungarians briefly overthrew their communist government. Soviet tanks crushed the revolt, killing thousands. The West watched but didn't intervene.",hint:"Hungarians tried to break free — Soviet tanks crushed them while the West watched."}, {q:"The Cuban Missile Crisis (1962) was the Cold War's most dangerous moment because:",opts:["Cuba invaded the US","The US discovered Soviet nuclear missiles in Cuba — bringing the superpowers to the brink of nuclear war before a compromise was reached","It was a minor dispute","Only conventional weapons were involved"],ans:1,exp:"For 13 days, the world faced nuclear annihilation. Kennedy and Khrushchev negotiated: Soviets removed missiles; US pledged not to invade Cuba.",hint:"The closest the world came to nuclear war — 13 terrifying days."}, {q:"Containment, as articulated by George Kennan, was:",opts:["Aggressive expansion","The US strategy to prevent the spread of communism without direct military confrontation with the USSR","Isolationism","Appeasement"],ans:1,exp:"Kennan's 'Long Telegram' (1946) argued the USSR would expand if not checked. Containment became the basis of US Cold War policy for decades.",hint:"Don't attack communism directly — just stop it from spreading."}, {q:"Decolonization accelerated after 1945 because:",opts:["Colonies didn't want independence","European powers were weakened by WWII, colonial peoples demanded self-determination, and the US/USSR both opposed traditional empires","European powers voluntarily withdrew","The UN forced decolonization"],ans:1,exp:"India (1947), Indonesia (1949), Ghana (1957), Algeria (1962) — within two decades, most European colonies gained independence.",hint:"Weak European powers + determined colonial peoples + superpower pressure."}, {q:"The Prague Spring (1968) was:",opts:["A music festival","Czechoslovakia's attempt at 'socialism with a human face' under Dubček — crushed by Soviet-led Warsaw Pact invasion","A successful reform","A Western intervention"],ans:1,exp:"Dubček loosened censorship and expanded freedoms. Soviet tanks ended the experiment, reinforcing the 'Brezhnev Doctrine' — the USSR would enforce communist orthodoxy.",hint:"Czechoslovakia tried to reform communism — Soviet tanks said no."}, {q:"The Brezhnev Doctrine stated that:",opts:["Nations were free to leave the communist bloc","The USSR had the right to intervene militarily in any socialist country where communism was threatened","Eastern Europe was independent","Reform was encouraged"],ans:1,exp:"This doctrine justified the invasions of Hungary (1956) and Czechoslovakia (1968). It wasn't abandoned until Gorbachev.",hint:"The Soviet right to invade any communist country that tried to change."}, {q:"MAD (Mutually Assured Destruction) kept the peace by:",opts:["Eliminating all weapons","Ensuring both sides knew nuclear war would destroy both — making first strikes suicidal and deterring direct conflict","Promoting diplomacy only","Building defensive shields"],ans:1,exp:"The terrifying logic: if both sides can destroy each other completely, neither side will start a nuclear war. It worked — but at enormous risk.",hint:"If you attack us, we'll destroy you too — so nobody attacks."}, {q:"The Marshall Plan helped prevent communism in Western Europe by:",opts:["Military force","Rebuilding economies so that poverty and desperation — which communism exploited — were reduced","Banning communist parties","Propaganda only"],ans:1,exp:"Prosperous Western Europeans had less reason to embrace communism. The plan rebuilt infrastructure, industry, and democratic institutions.",hint:"Prosperity is the best defense against communism."}, {q:"Yugoslavia under Tito was unique because:",opts:["It was democratic","It was communist but independent of Soviet control — Tito's break with Stalin (1948) proved communist states could chart their own course","It was capitalist","It joined NATO"],ans:1,exp:"Tito maintained communism but refused Soviet domination. Yugoslavia's non-aligned position and unique self-management socialism made it an exception.",hint:"Communist but NOT controlled by Moscow — Tito said no to Stalin."}, {q:"The Suez Crisis (1956) showed that:",opts:["Britain was still a superpower","Britain and France could no longer act as independent great powers — the US and USSR forced them to withdraw from Egypt","Egypt was weak","The canal was unimportant"],ans:1,exp:"When Britain, France, and Israel invaded Egypt, both the US and USSR demanded withdrawal. It was the definitive end of European imperial power.",hint:"The moment Britain and France learned they were no longer great powers."}, {q:"The Space Race was significant because:",opts:["It was only about science","It demonstrated technological superiority, served as Cold War propaganda, and drove scientific innovation","It was unimportant","Only the US participated"],ans:1,exp:"Sputnik (1957) shocked America; the Moon landing (1969) was a US triumph. The race drove computing, materials, and communications advances.",hint:"Technology competition as Cold War propaganda — with real scientific benefits."}, {q:"Détente (1970s) was a period of:",opts:["Increased tension","Reduced Cold War tensions through arms control treaties (SALT), trade, and diplomacy between the US and USSR","War between superpowers","European unification"],ans:1,exp:"Nixon, Brezhnev, and others pursued reduced tensions. SALT treaties limited nuclear weapons. Détente ended with the Soviet invasion of Afghanistan (1979).",hint:"A thaw in the Cold War — arms control and diplomacy instead of confrontation."}, {q:"The Algerian War of Independence (1954-1962) was significant because:",opts:["It was peaceful","France's brutal eight-year colonial war caused a political crisis in France, brought de Gaulle to power, and showed decolonization's human cost","Algeria remained French","It was a minor conflict"],ans:1,exp:"The war killed over 1 million Algerians and caused France's Fourth Republic to collapse. De Gaulle granted independence in 1962.",hint:"A brutal war that almost destroyed French democracy."}, {q:"East Germany (GDR) was characterized by:",opts:["Freedom and prosperity","Stasi surveillance, restricted travel, planned economy, and Soviet-style authoritarianism — symbolized by the Berlin Wall","Democracy","Economic success"],ans:1,exp:"The Stasi (secret police) monitored millions. The economy lagged far behind West Germany. Escape attempts over the Wall cost hundreds of lives.",hint:"Secret police, no freedom to travel, and a wall to keep people in."}, {q:"The Non-Aligned Movement included countries that:",opts:["Supported the US","Refused to ally with either superpower — led by India's Nehru, Egypt's Nasser, and Yugoslavia's Tito","Supported the USSR","Had no foreign policy"],ans:1,exp:"Many newly independent nations tried to avoid Cold War alignment, though both superpowers competed for their support.",hint:"Countries that tried to stay neutral in the Cold War."}, {q:"The welfare state expanded in post-war Western Europe because:",opts:["Nothing changed","Wartime solidarity, fear of communism, Keynesian economics, and democratic pressure created universal healthcare, education, and social insurance","Only in Britain","Only for the wealthy"],ans:1,exp:"The British NHS (1948), French social security, German co-determination — Western European welfare states became the world's most comprehensive.",hint:"After two wars, Europeans demanded governments protect their citizens."}, {q:"The economic 'miracle' in West Germany (Wirtschaftswunder) was driven by:",opts:["Soviet aid","Marshall Plan aid, currency reform, Ludwig Erhard's social market economy, and German industrial skill","Oil wealth","Colonial exploitation"],ans:1,exp:"West Germany rose from ruins to become Europe's largest economy within two decades — a remarkable recovery.",hint:"From rubble to Europe's strongest economy in just 20 years."}, {q:"De Gaulle's France pursued what Cold War position?",opts:["Total alignment with the US","Independent foreign policy — pulling France out of NATO's military command, building French nuclear weapons, and asserting European autonomy","Alliance with the USSR","Neutrality"],ans:1,exp:"De Gaulle wanted France as an independent great power, not an American subordinate. He recognized China and challenged US dominance.",hint:"France refused to follow America — de Gaulle wanted French independence."}, {q:"The Helsinki Accords (1975) were significant because:",opts:["They ended the Cold War","They recognized post-war European borders AND committed signatories to human rights — which dissidents used to pressure communist governments","They were military treaties","They divided Germany"],ans:1,exp:"The human rights provisions became a tool for dissidents like Václav Havel to challenge communist governments from within.",hint:"Human rights commitments that communist dissidents used against their own governments."}, {q:"The Cold War's impact on European culture included:",opts:["No cultural impact","Existentialism, the theater of the absurd, anti-nuclear movements, spy literature, and a pervasive anxiety about nuclear annihilation","Only positive effects","Cultural unity"],ans:1,exp:"Living under nuclear threat shaped art, literature, and philosophy. Camus, Sartre, le Carré, and protest movements all reflected Cold War anxieties.",hint:"The constant threat of nuclear war shaped how Europeans thought, wrote, and lived."}, ]}, // ─── DAY 28: Decolonization & Cold War Conflicts ─── { day:28, title:"Decolonization & Late Cold War", theme:"ColdWar", questions:[ {q:"Indian independence (1947) was accompanied by:",opts:["Peaceful unification","Partition into Hindu-majority India and Muslim-majority Pakistan, causing massive violence and displacement of ~15 million people","British retention of India","Communist revolution"],ans:1,exp:"Partition caused communal violence killing up to 2 million. Gandhi was assassinated in 1948 by a Hindu nationalist.",hint:"Independence came with terrible violence as India was divided on religious lines."}, {q:"The Bandung Conference (1955) was significant because:",opts:["It was a European summit","Asian and African nations met independently of the superpowers, asserting their role in world affairs and opposing colonialism","It was a trade fair","Only Asian nations attended"],ans:1,exp:"29 nations met in Indonesia to promote Afro-Asian cooperation, oppose colonialism, and establish a 'Third World' identity.",hint:"Asian and African nations said: we matter too — not just the superpowers."}, {q:"The Congo Crisis (1960-1965) illustrated:",opts:["Easy decolonization","The chaos that could follow independence — Cold War interference, secessionist movements, and assassination of Lumumba destabilized the new nation","Peaceful transition","European generosity"],ans:1,exp:"Belgium left Congo almost completely unprepared for independence. Lumumba's assassination (with CIA/Belgian involvement) showed Cold War manipulation of decolonization.",hint:"Unprepared independence + Cold War meddling = chaos and tragedy."}, {q:"The Vietnam War's significance for Europe was:",opts:["No impact","It undermined American credibility, fueled anti-war movements across Europe, and showed the limits of superpower intervention","Europe was involved militarily","It strengthened NATO"],ans:1,exp:"European anti-Vietnam War protests (especially 1968) challenged American moral authority and connected to broader anti-establishment movements.",hint:"America's Vietnam failure weakened its moral authority worldwide."}, {q:"The events of 1968 across Europe included:",opts:["Nothing notable","Student protests in Paris (May 1968), Prague Spring, anti-Vietnam protests — a generation challenged authority across the Western world","Only the Prague Spring","Only in France"],ans:1,exp:"1968 was a global year of upheaval: Paris students nearly toppled de Gaulle, Czechoslovakia briefly reformed, and youth culture challenged establishment values.",hint:"Students, workers, and youth challenged authority everywhere at once."}, {q:"May 1968 in France involved:",opts:["A military coup","Student protests that escalated into a general strike of 10 million workers — the largest in French history, nearly toppling de Gaulle","A minor student protest","An election"],ans:1,exp:"What began as student protests became a massive social uprising questioning consumerism, authority, and traditional values.",hint:"Students + workers = France's biggest strike ever, nearly bringing down the government."}, {q:"The oil crisis of 1973 was caused by:",opts:["Depleted oil reserves","OPEC's oil embargo against Western nations supporting Israel in the Yom Kippur War — quadrupling oil prices","A natural disaster","Overproduction"],ans:1,exp:"The embargo showed Western dependence on Middle Eastern oil and ended the post-war economic boom, causing stagflation (stagnation + inflation).",hint:"Arab oil producers used oil as a weapon — prices quadrupled overnight."}, {q:"Stagflation in the 1970s challenged economics because:",opts:["Prices fell","High inflation AND high unemployment occurred simultaneously — contradicting Keynesian theory that said they couldn't coexist","It was easily solved","Only affected one country"],ans:1,exp:"Keynesian policies couldn't fix both problems at once. This crisis opened the door for monetarism and Thatcher/Reagan-era reforms.",hint:"High prices AND high unemployment at the same time — economists were stumped."}, {q:"Margaret Thatcher's policies in Britain (1979-1990) included:",opts:["Expanding the welfare state","Privatization, deregulation, breaking union power, and reducing the welfare state — a free-market revolution","Nationalizing industries","Strengthening unions"],ans:1,exp:"Thatcher transformed Britain's economy from mixed/socialist toward free-market capitalism. Her legacy remains deeply divisive.",hint:"Free markets, less government, weaker unions — a conservative revolution."}, {q:"Solidarity in Poland (1980) was:",opts:["A government program","An independent trade union led by Lech Wałęsa that became the first crack in communist Eastern Europe","A Soviet organization","A military unit"],ans:1,exp:"Solidarity united 10 million Polish workers against communism. Though suppressed by martial law (1981), it survived underground and triumphed in 1989.",hint:"A workers' union that challenged communism — the first crack in the system."}, {q:"Pope John Paul II's significance was:",opts:["Only religious","His Polish origin, anti-communism, and 1979 visit to Poland inspired Solidarity and undermined communist authority in Eastern Europe","Only ceremonial","He supported communism"],ans:1,exp:"A Polish pope telling Poles 'Be not afraid!' electrified the nation. His moral authority helped delegitimize communist rule.",hint:"A Polish pope who told his people to resist communism — and they listened."}, {q:"The Soviet-Afghan War (1979-1989) was the USSR's:",opts:["Greatest victory","'Vietnam' — a costly, unwinnable war that drained resources, killed thousands, and contributed to Soviet collapse","A minor conflict","A defensive war"],ans:1,exp:"The US armed Afghan mujahideen through Pakistan. The war cost 15,000 Soviet lives and demonstrated the USSR's military and economic weakness.",hint:"The Soviet Union's Vietnam — an unwinnable war that helped destroy it."}, {q:"Gorbachev's reforms included:",opts:["Strengthening communist control","Glasnost (openness) and perestroika (restructuring) — intended to save communism but actually accelerating its collapse","Invading Western Europe","Banning all reform"],ans:1,exp:"Gorbachev allowed criticism (glasnost) and market reforms (perestroika). But once people could speak freely and see the system's failures, communism couldn't survive.",hint:"He tried to fix communism — but opening it up destroyed it."}, {q:"The Chernobyl disaster (1986) damaged Soviet credibility because:",opts:["It was handled well","The government initially tried to cover up the nuclear accident — glasnost forced transparency and exposed Soviet incompetence","It was minor","It only affected Ukraine"],ans:1,exp:"Chernobyl was the world's worst nuclear disaster. The coverup attempt showed everything wrong with Soviet secrecy and incompetence.",hint:"A nuclear disaster + government coverup = proof that the system was broken."}, {q:"The European Economic Community (EEC, later EU) was founded to:",opts:["Create a military alliance","Promote economic integration and make war between European nations (especially France and Germany) materially impossible","Replace national governments","Only benefit France"],ans:1,exp:"Beginning with the Coal and Steel Community (1951), European integration aimed to bind economies so tightly that war would be unthinkable.",hint:"If your economies are intertwined, you can't afford to fight each other."}, {q:"The 'Troubles' in Northern Ireland (1968-1998) involved:",opts:["A minor dispute","Conflict between mainly Catholic nationalists (wanting union with Ireland) and mainly Protestant unionists (wanting to remain in the UK)","Only religious disputes","A war between Ireland and Britain"],ans:1,exp:"Decades of violence killed ~3,500 people. The Good Friday Agreement (1998) brought peace through power-sharing.",hint:"Catholic vs. Protestant, nationalist vs. unionist — decades of violence."}, {q:"The fall of the Portuguese Estado Novo (1974) was significant because:",opts:["Portugal became communist","The Carnation Revolution ended Europe's longest dictatorship and triggered rapid decolonization of Portuguese Africa","Portugal joined the USSR","Nothing changed"],ans:1,exp:"Military officers overthrew the authoritarian regime. Portugal democratized and released African colonies (Angola, Mozambique).",hint:"A peaceful military revolution ended decades of dictatorship."}, {q:"Spain's transition to democracy after Franco (d. 1975) was remarkable because:",opts:["It was violent","It was largely peaceful — King Juan Carlos guided a democratic transition including a new constitution (1978)","Franco chose democracy","The EU forced it"],ans:1,exp:"Spain avoided civil war by negotiating democracy. The 1978 constitution created a parliamentary monarchy with regional autonomy.",hint:"A peaceful transition from dictatorship to democracy — guided by the king."}, {q:"Second-wave feminism in post-war Europe focused on:",opts:["Only voting rights","Workplace equality, reproductive rights, legal equality, and challenging patriarchal social structures","Only education","Only marriage reform"],ans:1,exp:"Simone de Beauvoir's The Second Sex (1949) was foundational. Movements won contraception access, divorce reform, and workplace protections.",hint:"Beyond voting — fighting for equality in work, family, law, and society."}, {q:"The Green movement in Europe emerged from:",opts:["Government initiative","Environmental concerns (pollution, nuclear power), anti-nuclear activism, and countercultural values — leading to Green parties across Europe","Corporate sponsorship","Military programs"],ans:1,exp:"German Greens (founded 1980) pioneered political ecology. Anti-nuclear protests, acid rain, and Chernobyl fueled environmental consciousness.",hint:"Pollution, nuclear fears, and environmentalism became a political force."}, {q:"Eurocommunism (1970s) was:",opts:["Soviet communism in Europe","Western European communist parties (Italian, French, Spanish) distancing themselves from Moscow and accepting democratic politics","A Soviet plot","A military alliance"],ans:1,exp:"Parties like Italy's PCI accepted democracy and pluralism while remaining nominally communist — a significant break from Soviet orthodoxy.",hint:"Western communists said: we can be communist AND democratic."}, {q:"The guest worker (Gastarbeiter) system in post-war Western Europe:",opts:["Brought tourists","Recruited workers from Turkey, Southern Europe, and North Africa to fill labor shortages — many stayed permanently, changing European demographics","Was rejected by workers","Only lasted one year"],ans:1,exp:"Post-war labor shortages attracted millions of migrant workers. Their permanent settlement created multicultural societies and integration challenges.",hint:"Workers came for jobs, stayed for life — changing European societies permanently."}, {q:"The Treaty of Rome (1957) established:",opts:["NATO","The European Economic Community (EEC) — creating a common market among six founding members","The Warsaw Pact","The United Nations"],ans:1,exp:"France, Germany, Italy, Belgium, Netherlands, and Luxembourg created the EEC. It grew into the EU — history's most ambitious experiment in supranational governance.",hint:"Six countries created a common market — the seed of today's European Union."}, {q:"What was the 'Second Cold War' (1979-1985)?",opts:["A minor chill","Renewed superpower tensions after Afghanistan, the neutron bomb debate, deployment of missiles in Europe, and Reagan's aggressive rhetoric","A new global war","Only an arms race"],ans:1,exp:"After détente collapsed, tensions spiked: Soviet invasion of Afghanistan, NATO missile deployment in Europe, and Reagan's 'evil empire' rhetoric.",hint:"After a thaw, the Cold War heated up again in the early 1980s."}, {q:"The Falklands War (1982) boosted:",opts:["Argentine democracy","Thatcher's popularity in Britain — victory over Argentina in the South Atlantic strengthened her political position domestically","Soviet influence","European unity"],ans:1,exp:"Britain's military victory over Argentina boosted nationalist sentiment and Thatcher's political standing at home.",hint:"A small war far away that boosted Thatcher's power at home."}, ]}, // ─── DAY 29: Fall of Communism & European Integration ─── { day:29, title:"Fall of Communism & European Integration", theme:"Contemporary", questions:[ {q:"The fall of the Berlin Wall (November 9, 1989) was triggered by:",opts:["A military attack","A confused East German announcement about travel rules led to crowds at checkpoints — guards opened the gates, and people streamed through","A planned demolition","A UN resolution"],ans:1,exp:"A botched press conference led to crowds at the Wall. Once gates opened, the Cold War's most powerful symbol crumbled in hours.",hint:"A bureaucratic mistake opened the gates — and the Cold War ended at the Wall."}, {q:"Gorbachev's role in ending the Cold War was:",opts:["Aggressive military expansion","Refusing to use force to prop up communist regimes in Eastern Europe — reversing the Brezhnev Doctrine","Invading Western Europe","Strengthening the Warsaw Pact"],ans:1,exp:"Gorbachev told Eastern bloc leaders they were on their own. Without Soviet tanks, communist governments fell like dominoes in 1989.",hint:"He told Eastern Europe: you're on your own. Without Soviet force, communism collapsed."}, {q:"The 'Velvet Revolution' in Czechoslovakia (1989) was:",opts:["Violent","A peaceful, non-violent transition from communism to democracy — playwright Václav Havel became president","A military coup","A Soviet intervention"],ans:1,exp:"Mass demonstrations, led by intellectuals like Havel, peacefully ended communist rule. The transition's smoothness earned it the 'velvet' name.",hint:"Peaceful protests ended communism — so smooth it was called 'velvet.'"}, {q:"Romania's revolution (1989) was unique because:",opts:["It was peaceful","It was the only violent overthrow — Ceaușescu and his wife were executed after a brief, bloody uprising","It was gradual","It didn't happen"],ans:1,exp:"Romania's brutal dictator Ceaușescu refused to yield. Street fighting erupted, and he and his wife were tried and shot on Christmas Day.",hint:"The only 1989 revolution that ended in bloodshed and execution."}, {q:"German reunification (October 3, 1990) was complicated by:",opts:["Nothing — it was easy","Massive economic disparities between prosperous West and impoverished East, requiring enormous transfer payments","Military opposition","French resistance"],ans:1,exp:"'Blühende Landschaften' (blooming landscapes) were promised but took decades. The economic and social gap between Ossis and Wessis persisted for years.",hint:"West was rich, East was poor — unification was expensive and difficult."}, {q:"The dissolution of the Soviet Union (December 1991) resulted in:",opts:["Stronger communism","15 independent nations, including Russia, Ukraine, and the Baltic states — ending the Cold War definitively","A new Soviet Union","Civil war across all republics"],ans:1,exp:"Gorbachev resigned. The hammer-and-sickle flag came down from the Kremlin. The Cold War was over; a new era of uncertainty began.",hint:"15 new countries emerged from the dead Soviet Union."}, {q:"Yugoslavia's dissolution (1991-2001) was violent because:",opts:["It was peaceful","Ethnic nationalism, historical grievances, and Milošević's Serbian expansionism produced wars, ethnic cleansing, and genocide in Bosnia and Kosovo","Foreign invasion","Economic dispute only"],ans:1,exp:"The Bosnian War (1992-95) included the Srebrenica massacre (8,000 Bosniak men killed). NATO intervened in Kosovo (1999) to stop Serbian atrocities.",hint:"Nationalism tore Yugoslavia apart with ethnic cleansing and genocide."}, {q:"The Srebrenica massacre (1995) was:",opts:["A minor incident","The murder of ~8,000 Bosniak Muslim men and boys by Bosnian Serb forces — the worst mass killing in Europe since WWII","A military battle","An accident"],ans:1,exp:"Despite UN 'safe area' protection, Dutch peacekeepers were unable to prevent the genocide. It became a symbol of international failure.",hint:"Europe's worst massacre since WWII — in a UN 'safe area.'"}, {q:"The Maastricht Treaty (1992) transformed the EEC into:",opts:["NATO","The European Union (EU) — establishing European citizenship, a path to common currency, and closer political union","A military alliance","A trade zone only"],ans:1,exp:"Maastricht deepened integration: common foreign/security policy, justice cooperation, and plans for the euro currency.",hint:"The EEC became the EU — more than just economics, now politics too."}, {q:"The euro currency (launched 1999/2002) was designed to:",opts:["Replace all world currencies","Deepen European integration, reduce transaction costs, and prevent competitive devaluations among member states","Only help Germany","Replace the dollar"],ans:1,exp:"The eurozone created a single currency for most EU members. Critics worried about losing monetary policy flexibility — the 2010s debt crisis proved them partly right.",hint:"One currency for many countries — deeper integration with real risks."}, {q:"'Shock therapy' in post-communist economies meant:",opts:["Gradual reform","Rapid privatization, price liberalization, and market reforms — causing short-term pain (unemployment, inequality) for long-term economic transformation","Returning to communism","Government-led industrialization"],ans:1,exp:"Poland's Balcerowicz Plan succeeded relatively well. Russia's reforms under Yeltsin created oligarchs and suffering. Results varied enormously.",hint:"Rip off the bandage fast — painful but supposedly necessary."}, {q:"NATO expansion after the Cold War was controversial because:",opts:["No one cared","Russia saw it as a threat — former Warsaw Pact and even ex-Soviet states joining NATO pushed the alliance to Russia's borders","It reduced security","It was rejected by all countries"],ans:1,exp:"Poland, Czech Republic, Hungary (1999), Baltic states (2004), and others joined NATO. Russia viewed this as broken promises and encirclement.",hint:"Former enemies joined NATO — Russia saw it as a threat on its doorstep."}, {q:"The Good Friday Agreement (1998) ended the Troubles by:",opts:["British withdrawal from Northern Ireland","Creating power-sharing government, cross-border institutions, and decommissioning of paramilitary weapons","Irish unification","Military victory"],ans:1,exp:"The agreement required all parties to share power and accept both Irish and British identities. Peace has largely held, though Brexit complicated it.",hint:"All sides agreed to share power and respect both identities."}, {q:"Václav Havel represented:",opts:["Communist continuity","The power of moral courage — a dissident playwright who became president, proving ideas could defeat tanks","Military strength","Economic expertise"],ans:1,exp:"Havel's journey from prison to presidency embodied the Velvet Revolution's triumph of human rights over authoritarian power.",hint:"From dissident prisoner to president — ideas defeated tanks."}, {q:"The 'end of history' thesis (Fukuyama, 1989) argued:",opts:["History is meaningless","Liberal democracy had won the ideological battle — no viable alternative to capitalism and democracy remained","Communism would return","War would continue forever"],ans:1,exp:"Fukuyama argued history's ideological evolution had reached its endpoint. Subsequent events (terrorism, authoritarianism) challenged this optimistic view.",hint:"Democracy won — no other system can compete. (Many now disagree.)"}, {q:"The 'color revolutions' (2000s) in former Soviet states were:",opts:["Art movements","Popular democratic uprisings (Georgia's Rose, Ukraine's Orange, Kyrgyzstan's Tulip) against corrupt, authoritarian governments","Military coups","Soviet operations"],ans:1,exp:"These peaceful revolutions, inspired by 1989, showed democratic aspirations persisting in the former Soviet space.",hint:"Peaceful protests using color symbols to demand democracy."}, {q:"The Schengen Area eliminated:",opts:["All European laws","Internal border controls among member states — enabling free movement across most of continental Europe","National currencies","National armies"],ans:1,exp:"Schengen allows passport-free travel across 27 European countries — one of the EU's most tangible achievements for ordinary citizens.",hint:"No passport checks between countries — you can drive across Europe freely."}, {q:"The Dayton Accords (1995) ended the Bosnian War by:",opts:["Punishing all sides equally","Creating a complex federal structure with two entities (Bosniak-Croat Federation and Republika Srpska) within Bosnia-Herzegovina","Dividing Bosnia permanently","Expelling all Serbs"],ans:1,exp:"The agreement stopped the killing but created a dysfunctional state with ethnic divisions built into its constitution.",hint:"Stopped the war but created a complicated, divided country."}, {q:"Lech Wałęsa's significance was:",opts:["He was a communist leader","An electrician who led Solidarity, won the Nobel Peace Prize, and became Poland's first post-communist president","A Soviet agent","A military leader"],ans:1,exp:"Wałęsa personified workers' resistance to communism. His leadership of Solidarity inspired democratic movements across Eastern Europe.",hint:"An ordinary worker who helped bring down communism."}, {q:"The European Court of Human Rights enforces:",opts:["EU trade law","The European Convention on Human Rights — individuals can bring cases against their own governments","Criminal law","Immigration law"],ans:1,exp:"Based in Strasbourg, the court has expanded human rights protection across Europe, ruling on everything from torture to press freedom.",hint:"A court where ordinary people can challenge their own governments."}, {q:"The 'transition' challenges for post-communist countries included:",opts:["Nothing — transition was easy","Building democratic institutions, converting planned economies to markets, addressing corruption, and managing nationalist tensions","Only economic changes","Only political changes"],ans:1,exp:"Creating democracy and capitalism simultaneously was unprecedented. Some succeeded (Poland, Czech Republic); others struggled (Russia, Ukraine, Balkans).",hint:"Building democracy AND capitalism at the same time — enormously difficult."}, {q:"The significance of 1989 for European history is:",opts:["Minor","Comparable to 1789 — it ended the Cold War, reunified Europe, and vindicated democratic values against totalitarianism","Only affected Germany","Only affected Eastern Europe"],ans:1,exp:"1989 is one of European history's great turning points: the Cold War ended, communism collapsed, and the possibility of a united democratic Europe emerged.",hint:"As important as 1789 — the end of an era and the start of something new."}, {q:"Why did communism collapse so quickly in 1989?",opts:["Foreign invasion","Economic failure, Gorbachev's refusal to use force, loss of ideological legitimacy, and people's desire for freedom and prosperity","It was planned","Military defeat"],ans:1,exp:"Once Gorbachev removed the threat of Soviet tanks, the regimes had nothing left. Their economies had failed, their ideas were discredited, and their people wanted freedom.",hint:"Without force and with failed economies, nothing held the system together."}, {q:"The EU's eastward expansion (2004, 2007, 2013) was significant because:",opts:["It weakened the EU","It reunified Europe after the Cold War division, extending democracy and prosperity to former communist states","Only economic benefits","It was rejected by new members"],ans:1,exp:"Ten former communist states joined in 2004 alone. The EU expanded from 15 to 28 members, fulfilling the vision of a whole and free Europe.",hint:"Former communist countries joined the EU — Europe reunited after decades of division."}, {q:"Russia under Putin has challenged the post-Cold War order by:",opts:["Supporting democracy","Annexing Crimea (2014), intervening in Ukraine, supporting authoritarian regimes, and pushing back against Western influence","Joining the EU","Disarming completely"],ans:1,exp:"Putin views the Soviet collapse as a catastrophe and has sought to restore Russian great-power status through military and political assertiveness.",hint:"Putin wants Russia to be a great power again — by force if necessary."}, ]}, // ─── DAY 30: Contemporary Europe & Review ─── { day:30, title:"Contemporary Europe & Comprehensive Review", theme:"Contemporary", questions:[ {q:"The September 11 attacks (2001) affected Europe by:",opts:["No impact","Drawing European NATO allies into the Afghanistan war, increasing surveillance, and raising debates about civil liberties vs. security","Only affecting the US","Strengthening EU unity"],ans:1,exp:"NATO invoked Article 5 for the first time. European nations joined the Afghanistan campaign. Security concerns reshaped immigration and civil liberties debates.",hint:"NATO's mutual defense clause was triggered — Europe joined America's war."}, {q:"The 2008 financial crisis exposed:",opts:["Nothing","Weaknesses in the eurozone — countries sharing a currency but lacking shared fiscal policy struggled differently, especially Greece, Ireland, Spain, and Portugal","The euro's strength","Only US problems"],ans:1,exp:"The eurozone nearly collapsed. Greece required massive bailouts. Austerity measures caused social unrest across Southern Europe.",hint:"Countries shared a currency but not economic policy — and it nearly broke apart."}, {q:"Brexit (2016 referendum, 2020 departure) was significant because:",opts:["It was routine","Britain became the first country to leave the EU — raising questions about European integration's future and the power of nationalist populism","It strengthened the EU","It was reversed"],ans:1,exp:"Brexit showed that EU membership wasn't irreversible. Issues of sovereignty, immigration, and identity drove the Leave vote.",hint:"The first country to leave the EU — proving integration can go backward."}, {q:"The migrant/refugee crisis (2015-) challenged Europe by:",opts:["Being easily managed","Testing EU solidarity, straining border policies, and fueling populist anti-immigration movements across Europe","Having no impact","Only affecting Greece"],ans:1,exp:"Over 1 million refugees (mainly from Syria) arrived in 2015. The crisis divided EU members and strengthened far-right parties.",hint:"A million refugees exposed deep divisions about values, borders, and solidarity."}, {q:"Populist movements in 21st-century Europe share:",opts:["Nothing in common","Anti-establishment sentiment, Euroskepticism, anti-immigration positions, and claims to represent 'the people' against 'elites'","Support for the EU","Pro-immigration stances"],ans:1,exp:"From Brexit to Le Pen to Orbán — populism challenges the post-war liberal consensus across Europe.",hint:"Against elites, against immigration, against the EU — across many countries."}, {q:"The Treaty of Lisbon (2007) reformed EU institutions by:",opts:["Abolishing the EU","Creating a permanent EU president, strengthening the Parliament, and streamlining decision-making after the failed EU Constitution","Weakening the EU","Creating an EU army"],ans:1,exp:"After French and Dutch voters rejected the EU Constitution (2005), Lisbon preserved most reforms in treaty form.",hint:"The EU constitution failed, so they put the same ideas in a different treaty."}, {q:"Russia's invasion of Ukraine (2022) fundamentally changed Europe by:",opts:["Having minimal impact","Reviving NATO's purpose, prompting massive EU sanctions, accelerating European defense spending, and ending post-Cold War assumptions about European peace","Weakening NATO","Strengthening Russian-European ties"],ans:1,exp:"The largest European war since 1945 shattered assumptions about post-Cold War peace and forced Europe to confront security threats directly.",hint:"War returned to Europe — ending three decades of assumed peace."}, {q:"The European Green Deal aims to:",opts:["Increase fossil fuel use","Make Europe climate-neutral by 2050 through massive investment in renewable energy, efficiency, and green technology","Abolish environmental regulations","Only help farmers"],ans:1,exp:"The EU committed to leading global climate action. Implementation faces political and economic challenges but represents unprecedented ambition.",hint:"Europe aims to be the first climate-neutral continent by 2050."}, {q:"Viktor Orbán's Hungary represents a challenge to the EU because:",opts:["Hungary is too small to matter","He has built an 'illiberal democracy' — restricting press freedom, judicial independence, and minority rights while remaining an EU member","He supports deeper EU integration","He is pro-immigration"],ans:1,exp:"Orbán's model challenges the assumption that EU membership guarantees liberal democracy. The EU has struggled to respond effectively.",hint:"A member state that's becoming less democratic — testing the EU's values."}, {q:"The COVID-19 pandemic (2020-) affected Europe by:",opts:["Having no economic impact","Causing health crises, economic shutdowns, an unprecedented EU recovery fund, and debates about national vs. EU authority","Only affecting healthcare","Strengthening all economies"],ans:1,exp:"The EU's €750 billion recovery fund represented a breakthrough in shared debt. The pandemic tested solidarity and exposed healthcare inequalities.",hint:"A health crisis that forced the EU to take unprecedented economic action together."}, {q:"Looking across all of AP European History, the Renaissance introduced:",opts:["Nothing lasting","Humanism, individualism, secularism, and classical revival — laying intellectual foundations for everything that followed","Only art changes","Only in Italy"],ans:1,exp:"The Renaissance's celebration of human potential, reason, and classical learning set the stage for the Reformation, Scientific Revolution, and Enlightenment.",hint:"The starting point: human reason and potential matter."}, {q:"The Reformation's lasting impact was:",opts:["Only religious changes","Religious pluralism, strengthened state authority over religion, increased literacy, and the principle of individual conscience","Nothing lasting","Only in Germany"],ans:1,exp:"The Reformation shattered religious unity but promoted literacy, education, and the idea that individuals can interpret truth for themselves.",hint:"Many churches instead of one — plus literacy, education, and individual conscience."}, {q:"The Scientific Revolution and Enlightenment together established:",opts:["Nothing new","Reason, observation, and evidence as the basis for understanding nature and organizing society — the intellectual foundation of modernity","Only scientific knowledge","Only philosophical ideas"],ans:1,exp:"From Copernicus to Voltaire, the belief that human reason can improve the world became the defining idea of modern Western civilization.",hint:"Reason and evidence replace tradition and authority — the modern worldview."}, {q:"The French and Industrial Revolutions together created:",opts:["No lasting change","The modern political and economic world: democracy, human rights, nationalism, capitalism, socialism, and industrial society","Only political change","Only economic change"],ans:1,exp:"Political revolution gave us democracy and rights; industrial revolution gave us modern economics. Together they created the world we live in.",hint:"Modern politics AND modern economics — both born from these twin revolutions."}, {q:"Nationalism's dual nature throughout European history was:",opts:["Always positive","Both liberating (unifying Italy/Germany, freeing colonized peoples) and destructive (world wars, ethnic cleansing, totalitarianism)","Always destructive","Always irrelevant"],ans:1,exp:"Nationalism freed peoples but also killed millions. Understanding its dual nature is essential to understanding European history.",hint:"Liberation AND destruction — the same force that unifies also divides."}, {q:"The World Wars (1914-1945) represented:",opts:["Minor conflicts","The catastrophic failure of European civilization — industrial power turned to destruction, resulting in ~80 million deaths and the end of European global dominance","European victory","Positive developments"],ans:1,exp:"Two generations destroyed, empires collapsed, genocide committed. The wars forced Europeans to rethink everything about their civilization.",hint:"The worst catastrophe in European history — forcing a complete rethinking."}, {q:"The Cold War's legacy for Europe includes:",opts:["Nothing lasting","NATO, the EU, nuclear deterrence, a divided Germany (until 1990), the welfare state, and the ideological framework of democracy vs. authoritarianism","Only military changes","Only economic changes"],ans:1,exp:"The Cold War shaped every aspect of post-war European life — from politics to culture to the borders still visible in economic data.",hint:"Everything about modern Europe was shaped by the Cold War divide."}, {q:"European integration (EU) represents history's attempt to:",opts:["Create a superstate","Overcome the nationalism that produced two world wars by binding European nations in shared institutions, markets, and values","Replace democracy","Only benefit large nations"],ans:1,exp:"The EU is history's most ambitious experiment in post-national governance — still incomplete, often frustrating, but a remarkable achievement.",hint:"After centuries of war, Europeans tried something radical: cooperating."}, {q:"The tension between national sovereignty and European integration is:",opts:["Resolved","The central ongoing challenge — balancing national identity and democratic self-governance with the benefits of cooperation","Unimportant","Only about economics"],ans:1,exp:"Brexit showed this tension dramatically. Every EU debate — from migration to fiscal policy — involves balancing national and European interests.",hint:"The fundamental EU question: how much sovereignty to share?"}, {q:"Human rights as a concept evolved through European history from:",opts:["Always existing fully formed","Natural rights (Enlightenment) → political rights (revolutions) → social rights (welfare states) → universal rights (UN Declaration)","Only after WWII","Only in Britain"],ans:1,exp:"Each era expanded the idea of rights: from property-owning men to all men to women to all humans. The journey is still incomplete.",hint:"Rights kept expanding — from a few men to everyone, over centuries."}, {q:"The most important recurring theme in AP European History is:",opts:["Warfare only","The tension between tradition and change — every era features struggles between those defending the old order and those demanding reform","Religion only","Economics only"],ans:1,exp:"From Renaissance vs. medievalism to Enlightenment vs. absolutism to democracy vs. authoritarianism — European history is an ongoing argument about change.",hint:"Every era: defenders of the old order vs. champions of the new."}, {q:"Why does studying European history matter today?",opts:["It doesn't","European ideas (democracy, human rights, capitalism, socialism, nationalism) shaped the modern world — understanding their origins helps us navigate current challenges","Only for Europeans","Only for exams"],ans:1,exp:"The ideas, institutions, and conflicts that define today's world emerged from European history. Understanding that history is understanding our present.",hint:"The modern world was shaped by these ideas — knowing their origins matters."}, {q:"If you could identify ONE driving force across all of European history, it would be:",opts:["Military conquest alone","The expanding belief in human dignity and agency — from Renaissance humanism through Enlightenment rights to modern democracy","Pure economic interest","Religious devotion only"],ans:1,exp:"Despite terrible setbacks (slavery, colonialism, world wars, Holocaust), the long arc of European history bends toward recognizing human dignity and potential.",hint:"Through all the darkness, the idea that every person matters kept growing."}, {q:"The biggest challenge facing Europe today connects to its history because:",opts:["It doesn't","Tensions between nationalism and integration, democracy and authoritarianism, prosperity and inequality mirror historical patterns","History is irrelevant","Only new challenges exist"],ans:1,exp:"Brexit echoes old sovereignty debates. Populism echoes interwar nationalism. The past doesn't repeat exactly, but patterns rhyme.",hint:"Today's challenges echo historical patterns — history doesn't repeat, but it rhymes."}, {q:"AP European History teaches us that progress is:",opts:["Inevitable and linear","Real but fragile — advances in rights, prosperity, and knowledge can be reversed by war, extremism, and complacency","Impossible","Guaranteed by technology"],ans:1,exp:"The Enlightenment → Napoleon → Restoration. Weimar democracy → Hitler. EU integration → Brexit. Progress requires constant vigilance and effort.",hint:"Things can get better — but they can also get worse. Progress must be defended."}, ]}, ]; const THEMES={Renaissance:"#8B4513",Reformation:"#6B3FA0",Absolutism:"#1a1a6c",Enlightenment:"#c9a227",Revolution:"#b22222",Industrialization:"#4a4a4a",Nationalism:"#0d5c2e",WorldWar:"#8b0000",ColdWar:"#2c3e50",Contemporary:"#1565c0"}; const gold="#c9a227",navy="#1a1a2e"; let view="home", dayIdx=0, qIdx=0, selected=null, showResult=false, streakG=0; let answers=JSON.parse(localStorage.getItem("ixl_euro_answers")||"{}"); function save(){localStorage.setItem("ixl_euro_answers",JSON.stringify(answers));} function calcSS(arr){ if(!arr||!arr.length) return 0; let s=0,st=0; for(const a of arr){if(a){st++;s+=Math.min(10,3+st);}else{st=0;s=Math.max(0,s-10);}} return Math.min(100,Math.max(0,s)); } function scoreColor(sc){return sc>=80?"#2d8f4e":sc>=50?"#c9a227":"#c0392b";} function render(){ const app=document.getElementById("app"); if(view==="home") app.innerHTML=renderHome(); else if(view==="quiz") app.innerHTML=renderQuiz(); else if(view==="summary") app.innerHTML=renderSummary(); bindEvents(); } function renderHome(){ const totalAns=Object.values(answers).reduce((s,a)=>s+a.length,0); const totalCor=Object.values(answers).reduce((s,a)=>s+a.filter(Boolean).length,0); let progressHTML=""; if(totalAns>0){ progressHTML=`<div class="progress-bar-wrap"> <div class="row"><span class="label">Overall Progress</span><span class="val">${totalCor}/${totalAns} correct</span></div> <div class="track"><div class="fill" style="width:${totalAns/750*100}%"></div></div> <div class="info">${totalAns}/750 questions attempted · ${streakG} current streak</div> </div>`; } let cardsHTML=DAYS.map((d,i)=>{ const dk="d"+i, da=answers[dk]||[], done=da.length, sc=calcSS(da); const tc=THEMES[d.theme]||navy; let inner; if(done>0){ inner=`<div class="card-track"><div class="fill" style="width:${done/25*100}%;background:${scoreColor(sc)}"></div></div> <div class="card-foot"><span>${done}/25</span><span class="score" style="color:${scoreColor(sc)}">Score: ${sc}</span></div>`; } else { inner=`<div class="not-started">Not started</div>`; } return `<div class="card" data-start="${i}" style="border-left-color:${tc}"> <div class="day-num" style="color:${tc}">DAY ${d.day}</div> <div class="day-title">${d.title}</div>${inner}</div>`; }).join(""); return `<div class="header"> <div class="tag">AP EUROPEAN HISTORY</div> <div class="title">30-Day IXL Practice</div> <div class="sub">750 Questions · Daily SmartScore · Built for Nathan</div> </div>${progressHTML}<div class="grid">${cardsHTML}</div>`; } function renderQuiz(){ const day=DAYS[dayIdx], q=day.questions[qIdx]; const dk="d"+dayIdx, da=answers[dk]||[], ss=calcSS(da); const tc=THEMES[day.theme]||navy; const pct=Math.round((qIdx+1)/25*100); let optsHTML=q.opts.map((o,i)=>{ let cls="opt", letter=String.fromCharCode(65+i), icon="", lc=tc; if(showResult){ cls+=" disabled"; if(i===q.ans){cls+=" correct";icon="✓ ";lc="#2d8f4e";} else if(i===selected&&selected!==q.ans){cls+=" wrong";icon="✗ ";lc="#c62828";} else{cls+=" dimmed";lc="#bbb";} } return `<div class="${cls}" data-opt="${i}"><span class="letter" style="color:${lc}">${icon}${letter}.</span>${o}</div>`; }).join(""); let resultHTML=""; if(showResult){ const isC=selected===q.ans; const streakText=(isC&&streakG>1)?` · ${streakG} streak! 🔥`:""; let hintHTML=""; if(!isC){ hintHTML=`<div class="hint-box"><div class="hint-label">💡 HINT FOR NEXT TIME</div><div class="hint-text">${q.hint}</div></div>`; } resultHTML=`<div class="result-box"> <div class="result-header ${isC?"correct":"wrong"}">${isC?"✓ Correct!":"✗ Incorrect"}${streakText}</div> <div class="result-body"><div class="exp">${q.exp}</div>${hintHTML}</div> <div class="next-btn" id="nextBtn" style="background:${tc}">${qIdx<24?"Next Question →":"View Results →"}</div> </div>`; } return `<div class="quiz-header" style="background:linear-gradient(135deg,${tc},${navy})"> <div class="top"><div class="back" id="backBtn">← Back</div><div class="daylab">Day ${day.day}</div></div> <div class="qtitle">${day.title}</div> <div class="metrics"> <div class="bar-area"> <div class="bar-label"><span>Q ${qIdx+1} of 25</span><span>${pct}%</span></div> <div class="bar-track"><div class="bar-fill" style="width:${pct}%"></div></div> </div> <div class="score-box"><div class="sc-label">SmartScore</div><div class="sc-val" style="color:${ss>=80?"#6fdc8c":ss>=50?"#c9a227":"#ff6b6b"}">${ss}</div></div> </div> </div> <div style="padding:20px"> <div class="q-card"><div class="q-text">${q.q}</div></div> <div class="opts">${optsHTML}</div> ${resultHTML} </div>`; } function renderSummary(){ const day=DAYS[dayIdx], dk="d"+dayIdx, da=answers[dk]||[]; const sc=calcSS(da), cor=da.filter(Boolean).length, pct=Math.round(cor/25*100); const tc=THEMES[day.theme]||navy; const emoji=sc>=80?"🏆":sc>=60?"⭐":sc>=40?"📚":"💪"; let nextHTML=""; if(dayIdx<29){ nextHTML=`<div class="btn-gold" id="nextDayBtn">Start Day ${day.day+1} →</div>`; } return `<div class="summary-header" style="background:linear-gradient(135deg,${tc},${navy})"> <div class="emoji">${emoji}</div> <div class="stitle">Day ${day.day} Complete!</div> <div class="ssub">${day.title}</div> </div> <div style="padding:20px"> <div class="summary-card"> <div class="big-score" style="color:${scoreColor(sc)}">${sc}</div> <div class="sc-sub">SmartScore</div> <div class="stats-row"> <div><div class="stat-val" style="color:#2d8f4e">${cor}</div><div class="stat-label">Correct</div></div> <div><div class="stat-val" style="color:#c62828">${25-cor}</div><div class="stat-label">Incorrect</div></div> <div><div class="stat-val" style="color:#c9a227">${pct}%</div><div class="stat-label">Accuracy</div></div> </div> </div> <div class="btn-row"> <div class="btn-outline" id="retryBtn" style="border-color:${tc};color:${tc}">Retry Day ${day.day}</div> <div class="btn-fill" id="homeBtn" style="background:${tc}">All Days</div> </div> ${nextHTML} </div>`; } function bindEvents(){ // Home: day cards document.querySelectorAll("[data-start]").forEach(el=>{ el.onclick=()=>{dayIdx=+el.dataset.start;qIdx=0;selected=null;showResult=false;view="quiz";render();window.scrollTo(0,0);}; }); // Quiz: options document.querySelectorAll(".opt:not(.disabled)").forEach(el=>{ el.onclick=()=>{ if(showResult) return; const i=+el.dataset.opt; selected=i;showResult=true; const q=DAYS[dayIdx].questions[qIdx], dk="d"+dayIdx; if(!answers[dk]) answers[dk]=[]; const isC=i===q.ans; answers[dk].push(isC); if(isC) streakG++; else streakG=0; save();render(); const rb=document.querySelector(".result-box"); if(rb) rb.scrollIntoView({behavior:"smooth",block:"nearest"}); }; }); // Quiz: back const bb=document.getElementById("backBtn"); if(bb) bb.onclick=()=>{view="home";render();window.scrollTo(0,0);}; // Quiz: next const nb=document.getElementById("nextBtn"); if(nb) nb.onclick=()=>{ selected=null;showResult=false; if(qIdx<24){qIdx++;view="quiz";}else{view="summary";} render();window.scrollTo(0,0); }; // Summary: retry const rb2=document.getElementById("retryBtn"); if(rb2) rb2.onclick=()=>{ const dk="d"+dayIdx;answers[dk]=[];save(); qIdx=0;selected=null;showResult=false;view="quiz";render();window.scrollTo(0,0); }; // Summary: home const hb=document.getElementById("homeBtn"); if(hb) hb.onclick=()=>{view="home";render();window.scrollTo(0,0);}; // Summary: next day const nd=document.getElementById("nextDayBtn"); if(nd) nd.onclick=()=>{dayIdx++;qIdx=0;selected=null;showResult=false;view="quiz";render();window.scrollTo(0,0);}; } render(); </script> </body> </html>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-60591761768718920482024-10-24T09:02:00.000-07:002024-10-24T09:02:36.090-07:00<p>&nbsp;<span style="background-color: transparent; color: black; font-family: Arial,sans-serif; font-size: 10pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">When they tell me I'm too old to do something,I attempt to do it immediately. &nbsp;&nbsp;</span><span style="background-color: transparent; color: black; font-family: Arial,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">- Pablo Picasso</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial,sans-serif; font-size: 10pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">You're never too old to learn. &nbsp;&nbsp;</span><span style="background-color: transparent; color: black; font-family: Arial,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">- Anonymous</span></p><br /><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">"Teach yourself how to think" &nbsp; ---- &nbsp; "Lateral thinking"</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">emtrease@gmail.com</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Athens</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">http://www.brighttalk.com/dcemail_redirect/webcast/2704</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">oda2</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Photographer-Creatie designer-Drawing cartoons-travelling-Magic kingdom&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Bible preacher-reading bible books</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Rev Fr Aby - +91 9445008736 or Mr. Valsan P Varghese +91 9840346075</span></p><br /><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“Well done is better than well said.” &nbsp;- &nbsp; Benjamin Franklin</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“Have the nerve to go into unexplored territory.Be brave enough to live life creatively.” &nbsp; &nbsp;- &nbsp; &nbsp;Alan Alda</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“Don’t live down to expectations.Go out there and do something remarkable.” - Wendy Wasserstein</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“When a person is down in the world, an ounce of help is better than a pound of preaching.” - Edward G. Bulwer-Lytton</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“Get a good idea and stick with it. Dog it, and work at it until it’s done and done right.” - Walt Disney</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“A stumbling block to the pessimist is a stepping stone to the optimist.” - Eleanor Roosevelt</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">"We are what our thought have made us; so take care about what you think. &nbsp;Words are secondary thoughts live; they travel far". ~ &nbsp;by Swami Vivekananda</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“Inaction breeds doubt and fear.Action breeds confidence and courage.If you want to conquer fear,do not sit home and think about it.Go out and get busy.” Dale Carnegie&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“Self-confidence is one important key to success.Preparation is an important key to self-confidence.” &nbsp; - Arthur Ashe</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">" As soon as you trust yourself, you will know how to live ” By Johann von Goethe</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">"even God rested on the seventh day."</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Self-confidence is the first requisite to great undertakings.” Samuel Johnson</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Life isn’t about finding yourself.Life is about creating yourself.” George Bernard Shaw</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“We should be taught not to wait for inspiration to start a thing. Action always generates inspiration. Inspiration seldom generates action.” &nbsp; Frank Tibolt</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“The secret joy in work is contained in one word – excellence. &nbsp; To know how to do something well is to enjoy it.” &nbsp; &nbsp;Pearl Buck</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Every Human Heartbeat is a universe of possibilities , Every Human will have a power to transform his fate. Life is stranger and more beautiful than that. No mater what kind of game you find yourself in, no mater how good or bad the luck, you can change your life by a single thought or single love.- Shantharam -&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“To live a creative life we must lose our fear of being wrong.” Joseph Chilton Pearce.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“Excellence is the result of caring more than others think is wise, risking more than others think is safe, dreaming more than others think is practical and expecting more than others think is possible.”</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“No man who is occupied in doing a very difficult thing, and doing it very well, ever loses his self-respect.” &nbsp; George Bernard Shaw</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“Success is a state of mind. If you want success,start thinking of yourself as a success.” &nbsp; &nbsp; Joyce Brothers</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">“The strongest single factor in prosperity consciousness is self-esteem: believing you can do it, believing you deserve it, believing you will get it.” &nbsp; &nbsp; Jerry Gillies</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" id="docs-internal-guid-8f5606d8-7fff-dd2d-87b3-9605e9341632" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Three Verses to Believe for Victorious Living &nbsp; &nbsp;- &nbsp; Noted in The Overcoming Life, Watchman Nee</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Love begins at home, and it is not how much we do... but how much love we put in that action. &nbsp;- Mother Teresa</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Col. 3:4: When Christ who is our life appears, then you also will appear with Him in glory. Believe and confess: Lord Jesus, you are my life.</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">1 Cor. 1:30: But of Him you are in Christ Jesus, who became for us wisdom from God and righteousness and sanctification and redemption.&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Believe and confess: Lord Jesus, you are my sanctification.</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">2 Cor. 12:9: And He said to me, My grace is sufficient for you, for My strength is made perfect in weakness.&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Therefore most gladly I will rather boast in my infirmities, that the power of Christ may rest upon me.&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Believe and confess: Lord Jesus, your grace is sufficient for me.</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Phil 4:6-9: Be anxious for nothing, but in everything by bprayer and supplication with thanksgiving let your requests be made known to God.</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">And athe peace of God, which surpasses all 1comprehension, will bguard your hearts and your minds in Christ Jesus." &nbsp;&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">There are no great things, only small things with great love. Happy are those. - Mother Teresa</span></p><br /><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">"Prayer can accomplish all things. It is possible for any of us lacking in natural talent to obtain through prayer supernatural gifts.&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Where we encounter a deficiency of rational knowledge we should do well to remember that prayer, independently of man's intellectual capacity, can bring a higher form of cognition. There is the province of reflex consciousness, of demonstrative argument; and there is the province where prayer is the passageway to direct contemplation of divine truth."</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Verdana,sans-serif; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">&nbsp;</span></p>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-31595040524566714562024-09-02T21:17:00.000-07:002024-09-02T21:17:10.898-07:00<p>&nbsp;</p><h2 class="">Electronics</h2> <div class="slideshow-description"> <p> Purchasing a television or other electronics on a credit card can come with great perks, including interest-free financing, cashback rewards, and extended warranty benefits. Some credit cards offer additional protection to extend the claim period or coverage limit.&nbsp;</p><p>&nbsp;</p><h2 class="">Travel purchases</h2> <p> Airfare, hotels, and travel expenses are best paid for with a credit card, particularly <a href="https://financebuzz.com/top-travel-credit-cards">travel credit cards</a>, as they can pay outstanding points, miles, or cashback rewards. Strategic card users can regularly bank enough points or miles to score free trips. </p> <p> </p> <p> Many credit cards provide coverage for trip cancellation, interruption, illness, injury, or lost luggage. Plus, you can report a card lost or stolen and get a replacement — without being on the hook for fraudulent charges. With cash, it’s gone for good.&nbsp;</p><div class="slideshow-container"> <h2 class="">Auto repairs</h2> <div class="slideshow-description"> <p> Paying the mechanic with a credit card can be a smart move that offers protection if you discover the service work wasn’t properly done. Many cards offer purchase protection on car repair work.&nbsp;</p> </div> </div><p>&nbsp;</p><h2 class="">Event tickets</h2> <p> Many finance experts believe you should always purchase concerts, sports, or other event tickets with a credit card. </p> <p> Increasingly, fraudulent sellers are peddling fake tickets and bilking consumers out of big bucks. Credit card companies offer consumer protection so you can recover those stolen funds.&nbsp;</p><p>Credit cards may offer you coverage in the event a show is canceled or postponed, and some even provide black-tie concierge perks, like access to presale tickets and first dibs on popular shows.&nbsp;</p><p>&nbsp;</p><div class="slideshow-container"> <h2 class="">Car rental</h2> <div class="slideshow-description"> <p> Your next car rental is another smart purchase to put on your card. Many car rental agencies even require it, so they’re protected (they know your card is good for it) if you damage the vehicle. </p> <p>A credit card protects you, too, often by offering additional insurance coverage, including protection for collision or theft.</p> </div><h2 class="">Monthly subscriptions</h2> <div class="slideshow-description"> <p> Like your electric bill and other utilities, paying your monthly subscriptions with a credit card can ensure uninterrupted service and great credit card rewards. Some cards are even designed to offer rewards for streaming services, meal kits, and other monthly subscriptions.</p> </div> <h2 class="">Restaurants</h2> <p> Dining out, or ordering takeout, is another spend category to put on your credit card. Many rewards credit cards offer double or triple rewards, or even more, for charging restaurant purchases.</p>&nbsp;</div><div class="slideshow-container">&nbsp;</div><div class="slideshow-container">&nbsp;</div><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p> </div>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-33516647533439969992024-01-27T23:51:00.000-08:002024-09-02T21:17:37.505-07:00<p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">&nbsp;• The courage to just be myself.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Spent more time with the people I love.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">•Made spirituality more of a priority.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Spent so much time working.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Discovered my purpose earlier.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Learned to express my feelings more.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I hadn’t spent so much time worrying about things that never happened.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Take more risks.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Cared less about what other people thought.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Realized earlier that happiness is a choice.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I had loved more.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I had taken better care of myself.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I had been a better spouse.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Paid less attention to other people’s expectations.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Quit my job and found something I really enjoyed doing.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Stayed in touch with old friends.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Spoken my mind more.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I hadn’t spent so much time chasing the wrong things.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Sponser more children.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Touch more lives.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Thought about life’s big question earlier.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Traveled more.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• Lived more in the moment.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I had pursued more of my dreams.</span></span></p>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-29883722124509538622024-01-27T22:33:00.000-08:002024-02-26T09:27:03.072-08:00<p>&nbsp;<span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">What do people regret when they are dying? I asked hospice nurses. Here are the regrets people have when they are dying.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">&nbsp;• I wish I’d had the courage to just be myself.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had spent more time with the people I love.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had made spirituality more of a priority.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I hadn’t spent so much time working.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had discovered my purpose earlier.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had learned to express my feelings more.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I hadn’t spent so much time worrying about things that never happened.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had taken more risks.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had cared less about what other people thought.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had realized earlier that happiness is a choice.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had loved more.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had taken better care of myself.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had been a better spouse.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had paid less attention to other people’s expectations.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had quit my job and found something I really enjoyed doing.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had stayed in touch with old friends.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had spoken my mind more.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I hadn’t spent so much time chasing the wrong things.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I’d had more children.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had touched more lives.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had thought about life’s big question earlier.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had traveled more.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had lived more in the moment.&nbsp;</span></span></p><p><span class="yt-core-attributed-string yt-core-attributed-string--white-space-pre-wrap"><span class="yt-core-attributed-string--link-inherit-color" style="color: #131313;">• I wish I had pursued more of my dreams.</span></span></p>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-63584370947949502562024-01-24T21:11:00.000-08:002024-01-24T21:23:09.101-08:00<p><b><u><span style="color: red;">&nbsp;Module#1<span>&nbsp;&nbsp;&nbsp; </span>-<span>&nbsp;&nbsp;&nbsp; Proportional Relationships</span></span></u></b></p><p><span>https://15worksheets.com/worksheet/social-media-relationships/<br /></span></p><p><span>https://15worksheets.com/worksheet/season-word-problems/<br /></span></p><p><span>https://15worksheets.com/worksheet/54118/</span></p><p><span>https://15worksheets.com/worksheet/proportional-superheroes/</span></p><p><span>https://15worksheets.com/worksheet/fruit-relationships/</span></p><p><span>https://15worksheets.com/worksheet/proportional-fairy-tales/<br /></span></p><p><span>https://15worksheets.com/worksheet/the-superbowl-word-problems/</span></p><p><span>https://15worksheets.com/worksheet/the-superbowl-word-problems/</span></p><p><span>https://15worksheets.com/worksheet/outer-space-word-problems/</span></p><p><span>https://15worksheets.com/worksheet/baking-relationships/</span></p><p><span><br /></span></p><p><span><b><u><span style="color: red;">Module#2<span>&nbsp;&nbsp;&nbsp; </span>-<span>&nbsp;&nbsp;&nbsp; </span>Proportional&nbsp;Reasoning with percents</span></u></b></span></p><p><span><b><u><span style="color: red;">&nbsp;</span></u></b></span></p><p><span><b><u><span style="color: red;">&nbsp;</span></u></b></span></p><p>&nbsp;</p>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-69740894988190050822024-01-18T20:38:00.000-08:002024-01-18T20:38:20.563-08:00<p>&nbsp;</p><p>Try using one of these affirmations throughout your day. By the end of the day, you may notice that you’re feeling more positive and motivated.</p> <ol><li>I am ready.</li><li>My efforts help me succeed.</li><li>I can make a real difference.</li><li>My hard work will pay off.</li><li>I am strong.</li><li>I have the power to make the right choices for me.</li><li>I have faith in my abilities.</li><li>I got this.</li><li>I am grateful for what I can do.</li><li>I am happy to be me.</li><li>My goals are achievable.</li><li>I am confident.</li><li>I will be kind to myself today.</li><li>I am on the right path for me.</li><li>I deserve love in my life.</li><li>I will take action to accomplish my goals.</li><li>I will celebrate the progress I’m making to reach my goals</li><li>I will look for the good in things.</li><li>I am always learning.</li><li>I trust myself.</li><li>I will try new things.</li><li>I will turn negative thoughts into positive ones.</li><li>I will accept myself as I am.</li><li>I love myself.</li><li>I will make time for what brings me joy.&nbsp;</li><li>I am powerful.</li><li>I believe in myself.</li><li>It’s OK for me to have fun.</li><li>My possibilities are endless.</li><li>I am well-rested and full of energy.</li><li>I am relaxed and at peace.</li><li>I am strong in mind, body, and spirit.</li><li>My life is a gift.</li><li>I deserve love and happiness.</li><li>I care for myself.</li><li>Healthy food fuels my body.</li><li>Today, I will take steps to reach my goals.</li><li>I give myself room to make mistakes and grow.</li><li>I will find moments of joy today.</li><li>I embrace my power.</li></ol>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-35831958494229351392023-09-03T20:32:00.003-07:002023-10-07T18:19:21.697-07:00<p>&nbsp;</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLWz44IB1GpRdfo-itYffHmumvew04GIZCMklOCDcuBwIHWESpCbejQmA1DDy-r2S78OjsEuJXQId4rGrGQLyB7AEr-JAM7nCu2EbWLi7niJlniQ9AY8OG3kV6_o1YP5mdR9npnvCcB3zpwAhjatG2iR4YAuyGBeCE5pIrx3ZO0ENUvGJ4Hbv5qBzHwvX0/s976/1.JPG" style="margin-left: 1em; margin-right: 1em;"><br /></a></div><br /><p></p><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz49bykJCiQYJt6r9Mfboe3oP0QuTTrLQ0ZFZwiHNRi2TYW-eAxjha6cUsQYDDIRGEmZtF4U6A5td72WRRZc7qk8LfhwVwNnHMLrW-OAgtpLvi5Vb9Ka82dxUXlnZBZyNx3MxHrGXMf3n6feHcMwMKq8rw61dlbFphnd4lhxsqTa6IQOy063cXavHXPZ5c/s763/9.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="763" data-original-width="586" height="793" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz49bykJCiQYJt6r9Mfboe3oP0QuTTrLQ0ZFZwiHNRi2TYW-eAxjha6cUsQYDDIRGEmZtF4U6A5td72WRRZc7qk8LfhwVwNnHMLrW-OAgtpLvi5Vb9Ka82dxUXlnZBZyNx3MxHrGXMf3n6feHcMwMKq8rw61dlbFphnd4lhxsqTa6IQOy063cXavHXPZ5c/w611-h793/9.JPG" width="611" /></a></div><p></p><p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMWAEplRf1u27qm8Wqqw7Lr3hFLdrEmuXEnZwtinzsfr53ZvFJXZdVxs5qIrAn-AdfE1J-iIQTeOI8TOxuJBIM0R2co_FI2HtZxIWCDy1tdFB3gkhunAKjZ23nIk7oLRO0poOxucx3Bzl9eMIc5nCHowcy89T7Njt4bNVRc3e-qF9b_tIbwmJkHMNMO-bt/s1218/OA%20Uniform.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="698" data-original-width="1218" height="371" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMWAEplRf1u27qm8Wqqw7Lr3hFLdrEmuXEnZwtinzsfr53ZvFJXZdVxs5qIrAn-AdfE1J-iIQTeOI8TOxuJBIM0R2co_FI2HtZxIWCDy1tdFB3gkhunAKjZ23nIk7oLRO0poOxucx3Bzl9eMIc5nCHowcy89T7Njt4bNVRc3e-qF9b_tIbwmJkHMNMO-bt/w648-h371/OA%20Uniform.JPG" width="648" /></a></div><br /><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-22130637430655470032023-06-10T12:43:00.018-07:002023-06-13T14:20:33.299-07:00<p><b style="color: red;"><u>&nbsp;Day -1</u></b></p><p>Start from lax</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjhJWASkeD3D9Xnjxl5bCaaxRJ4FyBfszG8sPxoKxh0NyHvCslwXbUVlCu2uzGBA_hVfuk09xEP0MpWWX568lbEOogZ3q_0ECjU8v6_oMNwZN4VE19E5Of2w5UGHnI00SeRyx-SUBpDm22Ear7dvMepVxUaQNf9OT6_-SDI2oxkxeYTI2NLzxhLQLcbQ/s1066/15873DA9-9032-4A9E-9A49-093B5D1932B3.jpeg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="608" data-original-width="1066" height="183" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjhJWASkeD3D9Xnjxl5bCaaxRJ4FyBfszG8sPxoKxh0NyHvCslwXbUVlCu2uzGBA_hVfuk09xEP0MpWWX568lbEOogZ3q_0ECjU8v6_oMNwZN4VE19E5Of2w5UGHnI00SeRyx-SUBpDm22Ear7dvMepVxUaQNf9OT6_-SDI2oxkxeYTI2NLzxhLQLcbQ/s320/15873DA9-9032-4A9E-9A49-093B5D1932B3.jpeg" width="320" /></a></div><br /><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p></p><p><br /></p><p><b><u>American Arlnes</u></b></p><h3 style="background-color: white; border: 0px; box-sizing: border-box; color: #627a88; font-family: AmericanSansLight, Helvetica, Arial, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-variation-settings: inherit; line-height: 30px; margin: 20px 0px 10px; padding: 0px; vertical-align: baseline;"><span style="font-size: x-small;"><u>Personal item -&nbsp;</u></span></h3><p style="background-color: white; border: 0px; box-sizing: border-box; color: #36495a; font-family: Arial, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-variation-settings: inherit; line-height: inherit; margin: 0px 0px 10px; padding: 0px; vertical-align: baseline;">Dim should not exceed 18 x 14 x 8 inches (45 x 35 x 20 cm).</p><h3 style="background-color: white; border: 0px; box-sizing: border-box; color: #627a88; font-family: AmericanSansLight, Helvetica, Arial, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-variation-settings: inherit; line-height: 30px; margin: 20px 0px 10px; padding: 0px; vertical-align: baseline;"><span style="font-size: x-small;"><u>Carry on on</u></span></h3><p style="background-color: white; border: 0px; box-sizing: border-box; color: #36495a; font-family: Arial, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-variation-settings: inherit; line-height: inherit; margin: 0px 0px 10px; padding: 0px; vertical-align: baseline;"><span style="text-indent: -14px;"><b>22 x 14 x 9 inches / 56 x 36 x 23 centimeters (including handles and wheels)</b></span></p><p style="background-color: white; border: 0px; box-sizing: border-box; color: #36495a; font-family: Arial, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-variation-settings: inherit; line-height: inherit; margin: 0px 0px 10px; padding: 0px; vertical-align: baseline;"></p><span style="text-indent: -14px;"><br /><br /></span><p></p><p style="background-color: white; border: 0px; box-sizing: border-box; color: #36495a; font-family: Arial, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-variation-settings: inherit; line-height: inherit; margin: 0px 0px 10px; padding: 0px; vertical-align: baseline;"><span style="text-indent: -14px;"><br /></span></p><p style="background-color: white; border: 0px; box-sizing: border-box; color: #36495a; font-family: Arial, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-variation-settings: inherit; line-height: inherit; margin: 0px 0px 10px; padding: 0px; vertical-align: baseline;"><b style="background-color: transparent;"><u>Day -2</u></b></p><p>Reach LHR</p><p></p><p>LHR to LGW by bus</p><p>Chckin at LGW</p><p>Evening walk nearby restaurant</p><p><b><u><span style="color: red;">Day-3</span></u></b></p><p>Breakfast from Hilton hotel</p><p>Shuttle to south terminal</p><p>Fly from LGW to AMS</p><p><br /><br /><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><h3 style="background-color: white; border: 0px; box-sizing: border-box; color: #627a88; font-family: AmericanSansLight, Helvetica, Arial, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-variation-settings: inherit; line-height: 30px; margin: 20px 0px 10px; padding: 0px; vertical-align: baseline;"><span style="font-size: x-small;"><u>Personal item</u></span></h3><p style="background-color: white; border: 0px; box-sizing: border-box; color: #36495a; font-family: Arial, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-variation-settings: inherit; line-height: inherit; margin: 0px 0px 10px; padding: 0px; vertical-align: baseline;"><b>Dimensions should not exceed 16 x 12 x 6 inches (40 x 30 x 15 cm).</b></p><h3 style="background-color: white; border: 0px; box-sizing: border-box; color: #627a88; font-family: AmericanSansLight, Helvetica, Arial, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-variation-settings: inherit; line-height: 30px; margin: 20px 0px 10px; padding: 0px; vertical-align: baseline;"><span style="font-size: x-small;"><u>Carry on on</u></span></h3><p style="background-color: white; border: 0px; box-sizing: border-box; color: #36495a; font-family: Arial, sans-serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 14px; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-variation-settings: inherit; line-height: inherit; margin: 0px 0px 10px; padding: 0px; vertical-align: baseline;"><span style="text-indent: -14px;">22 x 18 x 10 inches / 56 x 45 x 25 centimeters (including handles and wheels)</span></p><p><br /></p><p>Once reached AMS go to basement railway station to take train to Rotterdam</p><p>Keep the luggage in Rotterdam railway station</p><p>Took train to Rotterdam</p><p>Rotterdam to Rjk by Uber taxi</p><p>The ticket is ready for 14:30</p><p>Walk through the windmills</p><p><img alt="Visit the Kinderdijk windmills at Rotterdam for free (+ map) - The Orange Backpack" class="rg_i Q4LuWd" data-atf="false" data-deferred="1" data-iml="1071" height="184" 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" width="275" /> <br /></p><p>Took the 17:20 waterbus to Rotterdam</p><p><img alt="Waterbus (Rotterdam) - All You Need to Know BEFORE You Go" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="802" height="180" 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" width="270" /> <br /></p><p>See the cube houses and markethal(optional)</p><p>Back to Rotterdam terminal to go to Amsterdam</p><p><img alt="How to go from Rotterdam to Amsterdam – Starting at $6" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="1029" height="159" 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" width="318" /> <br /></p><p>Check in the hotel and walk to the streets</p><p></p><p>Took Chinese street food</p><p>Back to hotel and take rest and download videos</p><p><b><u>Day-4</u></b></p><p>Morning walk through jorden street</p><p>Took a river cruise</p><p><img alt="5 Tips for an Amsterdam River Cruise" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="1160" height="180" 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" width="270" /> <br /></p><p>See the Ann frank house from outside</p><p></p><p>Took train to Antwerp in the afternoon</p><p>See the cathedral at Antwerp</p><p><img alt="The Cathedral of Our Lady - Antwerp City Hostel" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="1175" height="184" 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" width="275" /> <br /></p><p>Took pictures of the central railway station</p><p><b><u>Day-5</u></b></p><p>Took train from Antwerp to Ghent</p><p>See Ghent Fort</p><p>Visit the St.Bavo's Cathedral</p><p>Afternoon took train from Ghent to Brussels</p><p><b>Day-6</b></p><p>Brussels</p><p><img alt="Gravensteen - Wikipedia" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="970" height="191" 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" width="265" /> <br /></p><p><b><u>Day-7</u></b></p><p>Morning TGV to Paris</p><p><img alt="Paris to Brussels and Beyond: Essential Thalys | EuroCheapo" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="935" height="168" 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" width="301" /> <br /></p><p>Store the luggage’s in the hotel and go to paris city</p><p>see the Eifel tower from outside and took picture</p><p><img alt="Seine River Cruise In Paris" class="rg_i Q4LuWd" data-atf="false" data-deferred="1" data-iml="1434" height="181" 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" width="279" /></p><p>Paris river cruise</p><p>Go and see the pictures of the Eifel tower</p><p><img alt="The Louvre Museum, Paris, France" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="1174" height="166" 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" width="304" /> <br /></p><p>Go to Versailles in the afternoon and see the&nbsp;</p><p><b>Day-8</b></p><p>Morning to Eiffel Tower</p><p><img alt="" class="YQ4gaf" data-atf="0" data-frt="0" height="122" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQ39gC5EGJCHG3aB5cRv4jBQTzkUIQHx0dDaq7QJhFPEWGS&amp;s=4" width="152" /> <br /></p><p>Walk through Paris streets</p><p>Go to gate</p><p>Took enough pictures</p><p><b><u>Day-9</u></b></p><p>See museums</p><p>Back to TGV station for took train to London</p><p><img alt="London to Paris by Eurostar train - YouTube" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="1075" height="169" 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" width="300" /> <br /></p><p>See Harry Potter platform</p><p><img alt="Harry Potter's iconic Platform 9 ¾ set to come to Edinburgh Waverley to delight of Scots fans - Daily Record" class="rg_i Q4LuWd" data-atf="false" data-deferred="1" data-iml="1248" height="180" 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" width="271" /></p><p>See British library see sherbet Holmes house</p><p>London to bath by train in the evening</p><p><img alt="A day trip from London to Bath by train - YouTube" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="1023" height="169" 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" width="300" /> <br /></p><p>Bath railway station to home by Uber</p><p><b><u>Day-10</u></b></p><p>Go to nearest city and go to bath in the evening</p><p>Evening at bath downtown</p><p><img alt="Bath, Somerset - Wikipedia" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="1100" height="173" 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" width="292" /> <br /></p><p><b><u>Day-11</u></b></p><p>Go to London the morning</p><p>See London bridge</p><p><img alt="Tower Bridge - Wikipedia" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="1004" height="159" 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" width="318" /> <br /></p><p>Buckingham palace</p><p><img alt="Tickets &amp; Tours - Buckingham Palace, London - Viator" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="1093" height="183" 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" width="276" /> <br /></p><p>See London eve</p><p><img alt="London Eye - Wikipedia" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="854" height="184" 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" width="275" /> <br /></p><p>See major churches - west ministrter <br /></p><p><img alt="Westminster Abbey | Facts, London, History, Burials, &amp; Architecture | Britannica" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="1191" height="200" 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T5EdDWd5xywXL7xcuD+XbZSWLQSXBHiyRKjqD7qz3EWXS5DE2rsSrrs4GJP3x0+8PWuyEnFJnJOCk6NPxF1U49Auli9sBjIx49JxHtFfOdh0ov2gJt8OL8mWdHcxIGu0bJIABMQw/wAtYdONuPxVu5cRVdUgRlXzOtf06TXp0B+HQlnChfskgmPCMjpUskrkWgqVGB53db+HtXPFK3CPECuWsW3Myo2ZSJ99FuQgs/8AVozG26zE771J2u4QfwbNquEhkMM7MsMwQmCTnxVT7L8ytm9aAdSWBWJ81Jj5gVTFOlZPJG9GnWw3kanW2YgjNL/Fr/Ed3qM6JjESTjpMwD6VeiqPLJk1hivQHy3jVvK1xJ06yFkESFAUGD0MT8auBCZ0iYEn67eZwcCgvZhwnCq9wjTM/AkD5k4oiea2mcWV4kI4BAtoUMacQ7srAN6CPjvSyyOKVGjiUpOwD2wgG2rW7bMVkEjUygnbSy4mPPpVTh7TJa8IQkQzrH2PLO4xvA2wKi7QXVa4HDa5YqjsSWMQCdh1Bj0iu5pxQtaPDbYkgyyT4QQDM+es/wCU1zuTlLZ0Riox0R84RrjoyXO7ATGAYkkRDTj4is13mjiIuPbUEAa8gBd9QyT7wDmOlXuck6XIcjTbtrIjcZkAzvWe4a+76i1x9QXB0oZAjBlcDP1p3rQqNhw/NuFDyktbtg92AjNqaCO8bEEzBA6Cjw7RDibi211sFJaShQmFKkAajtq65PlXnPB8QwUsXcESRATIxn2MYNF+x91hfe7qOEckNEBfAS8xkxj/AMVJ+lDXdpnccFeMYAAgxIJYY9OteaNwTHJTfziR+9603O+0F1kv2ogEW3kRKtKtGemY/wAPWsqvNL//AFW98J6f000YpKmCTbeiweBuFpa2Zg5BWYP3hqAPvBHxqS3yu4PCDiCMMZ1HoQYB2iov943ydPevuPs29jA+55zVq7zW8qrF52JIK+G2II31eD6eo60bQEmTcPyS8wCaSVAzkyBMiFWR8TV7h+Q35XTZaVEKzFYGdwkmT/U2P6RinXuMupY708TdmFGlUtYYgGDKSBBGfWImn8me7dtlnv3Qy6jp8HsiCWBZcxO3XpSOSHSYe5PyG+lzvDbIKsSTIk+a75Jk7mK0Fy0zKmpgphhDYHhcjJnfasLwHNOJvOQOLuokeCQmTqgAwkCT749a19niWt8IHuE3SqXHJeJ1gmFgY3j61OldDWwL2t/iEupethWAQBtJXQfG0KwnfIyPP3is7zbiLtxAGS9qDhgCiQuD7LW1DHyzS9suY3kuIFuPb9rwqzICNYIJC4mCD6UDt8deME37rFoMm407wZrojJpUyLSbsM8ua49y1bMqSZ8amCcgmDGYHTGa9d4cQg0yfDjVgThvZEAZnMV4na4m4Sn8y60kRDtPtD2Y2bfNes9lSBbjvHfxCGZy0qUOmJ2GDgeVTnLY8UUueIz8LfhmBFssLcErKFWmWkESPrWX5HxLW4yVgrpcAYOxBBkD443rWdoOJfS1q2oA7uWG40zogfAk/wCGsZwxt6gBqJgAiZXaM+mKpj0JMvcV2hP8TcuBHJVlB7vxhdKgRqbTPX7PU1sbPNUfLXe6wPCGRh8SU3rB2Xti4wtAKrKhAHQnUrD3yKtcss8LeDKbCB1OYGGAMah6U6ADeBu3H4dUuvd7q2qnu1UDUSepUlmEnaB0q1xVxbdm2bQjvFOldJXxBnWMiZwgz5k7Vj0vX8NqJ07EhDHzFFeQ8yc3f51wKgBJLmBIwAJMDJmAOhqbab7GqjV8dy5QlpiJZdKjOBnJjrn8aH814i3cW7ka40oBmFRHg+g1k/MGrj8xt3HVE4i2VmWAKMZnwqAssTPp0zVF14ZnHdXSSASAVnWbZALajES39MwJgCh1Kw+ATmxm0zTuqR8h+tZzgEYBiGP9mw+BIH50XvOf7PVlQFhRJkeHE7gr+lQ8ZeVcK7AwAwBxAxGD9NqZv0VIpcLaYB5c4t6fiWUD8aLdlrRFxi1yEFtbbEnEM43/AMIb4xUHBXlYb6jAGWfpsMMMUd5fat6WN0lRqRUAJMsY0xqnAEncRJ6nCaKeFztRaUq7iIdBBHXS4Ye7DCvO04cmfEfEZ+W35Vt+bXAbSd22pSzeIeEiCdjMxKmZznpWWuOoBHrMyf8AwT0p/BPRtzhmLSHJlQOn2lBP4/SrI4NgLUOZRiQD00lSv791V04wM3tmcDfptH7mtT2cCa1kl2LQoP2S2AcZ3/Wk0MDLdkmxxKaz47iOBiSWYhvppqzyay63kOs5sNbPXAtsQPmq1e47jLau5IZA2CqMYeG9oiZk53+poda54i3AZZBMAi4wKg43HTPQLSySQ0WV2svbt2yr5S93gycsAkT6Y299eq84dUsWg50ozoCY6alaYGZ0qRA84HlQTlnC2zb8LEqTIOske8ZI9xIotzy3aWyty9cc20MjUQSXYqF6ZjHWBnehFrwMkYP/AGm2A92zcttKstwAwd/ARIO2DH+E+VZVOHJVBJxqHzj9a2Hal07le7YtFzQfDpAa2rlupyTcaTOYEemXN8KNx75Ij3Zqnmydb0TrwhFu0QWkFh84AgfEj4V6J/sy4mbKWiDKKIJO6BwoAEdNcTXnnB8QHjxkZx4jH+lbXsnxRt3FXUR7KmJOvJMYk5IUyPI9KV0MrNNf4y3/ABVy3cPtoqAR08ZJxgTq3O8HyrEW7VtLptlTrUspMGPAxE77HefdWk7QXeHs3n7xibug3SdMwihQojA9omBkCJNZvmvF2O9IZyjJpEsILAIoBmIaQBmmg9iS6BXOuFXvCDJ1AlfIFiowOkmabwnHlX1agoyJHQyfPzBH1qTnF+zcVNNwMyk4nJG/0gUI4Ukv1MTMA9dQmPeAJ9ad6Yq2gazM+5x5fv8AGjfZ8MzN5oNiJkExH50MQJAm4FjcEH4b0c7Pd3ouMXM6gqgaTiJkwZ8/Takmko6Hh+7Ye4JtK3buoD+W41QVIlWJgkAiYjFUuS8IELEgGEuAMD1CKZnrLNkdcT5G/euarTL4BiAZ0gkjqW/eKqcDwly2lxmu2nWGGlHBMuyfPCxU4Ntb+xp0mZzmDjLfa8/fNCu71ZO3lV/miDUcZAAn5zVFMTPlIpnsyJrFgAgqYatFwyNctAndDcaJxqQW4aNpGqfTNZrhXMHPlHvNa7kvB3WtDQ9tSxuKzO0QrC35yT7J+VCqdB7jZV7UWDZsJbknTcuJu2dLDofMk1klXMuJHkOnwrc9v18FoF0Zme45KGRL3JA+UfWsVqyfjVErJsmW0PuLHl1jzrTdkbGjVxNwEWrcFB1d5wonzJWB6/ECeTcve/fFtQck6mz4RtOxzHQ7xWzv3QNItWy1q0WW0ABpa4FJNxjtGYXGZY7HCuOwpmM57auLcLMDJy2IkMAwYe8ZqvbtDAhZOwO591bbmiHjLZOmb9vVhYi4iAG4ojyY4Mb6h5E4HicXEzI8MHbb/WhxsKlQX5bxD2Lg7tiuo+zOHPqvU9J38q3d7iBxXB25GkfxKqwIJE6GJEDcbR6+6vNuZYuDJHh/B2/QfKvQOFtseCcKyhhxSMupgowskAn970ijTTHbtNAntDaX+BRlHiNy25ORq723c1MQepa3uc4FY57I+1k/hW+7S2P+BuTdtOwNgAIdhbLrMHf+0+lYDh2hSDuDBqiVuhbpEYTSdSH4VuOyXEd4Q0xoK46gkxv5Z+tY1lnbBNF+zgAaSBKkEehkUk1Vhjs3/bDgEucWrOCfDYECTKvddCgAIEEgEz5edZntK47y24UAtaUsI663tsYkxlT1xFbDtTwb3L1h0u20hFL62iNLd4hiZOZ+dZXtlwyr3Wm4lw6HDFSMHvHujHQfzCPhRV6FYDuvqsknSdLLn7UEwSfMZqseL7q42nSIxq0zIOR1Ezg1NwyzZvCR/ZmB1xnHp/pRTlhQ2gC2T67bbfAVaJNmN74HAx6+dH+S3D3cQmSTlNU9JnV6Y95rNwB1wPwrUcuvr3FsaYIByCcyScj4xipT+JSOw9yuzc7tSukEOdgcgA+0PLIz7qsc/wCG/wCHa4SAQwUpp3kTIPvE0zlPEjuwDPsmPL2pyRkDPSo+0bOOHEtKvcESZg6TBGNsxU4P5Dy6MXzBfGd9xTX4ALw5u6xk6dJ33B/fT16Ut3U1yACSzQAOpOAB8aKc54FUsraUg3EJ1kbC4QsW52mFHXfV5VWK2I3oB8As/MfnXp/YrhwvCBlYZd5DEEiDHX3V5lwMqRjrP0PlXqvYy6BwVosDl7jFSBGXuDcZpMndjw6Mn/tLQC5ZYY1rJxH2oB9R5H31iUEkgZmdq3P+1Vz/ABNoNAi0pAHQFmgbb4qj2V4C3bB426NSri2n33mFieoIPTzOwNVjqJJ7Ya5fy5rFvuExfurquuN7dvOJgEE5jyyegohx/NLPCoLbMApQApAJYH+np6TAxvWf5n2jbhxdt2yrcRc/tbkArbED+WgIyw2zIAAGTJGJ4i+zEkkknJZpJJ6nOfiaSQyPZOzPE2mKFGLFzljpkgggLIxA2j/Wsv267PC2/fWx/LuMeg/l3JiNsK8fOs/2Z7Riz/Lurqtk4dQNducE/wBS4GPTrXpVu/bvWijnvLVxQAVO8knUMbhiMegjYigpUwtWjyPmFzxD0B/9xPWvRexfGswu5mDbIBAMEh9Rz5+H5Vj+Z8nCXWR2GMq2Ye2T4Xx5/jWk7BNouXgGUzbHU9HVfzozXxNF7CvblSeBvakkTbJMZH81Nj0navMQghgP6fzr1Xtb/wDhX1BEm2DB66XVoHxFeU6zkxuF+kzQxdbDMJcPy7XYe6XEIwXTmZYSDI22j1qzyEw2n0/Ag/lRLguVC3wbG4Yu3WVraYnTbW4SQOo8RJ8xEdJE8uu6LjE+px1mSNveKM1dgi+j2PiYazacECVHxwuKyXbW2y27RcYBcf5l9PdWi4fU3CWdJ1dCBnB6fNaBdskYWF1LtcVsyMaWB+BJFTi9oZrRiF4t9GhSACIC6FzPT31X4S+qopO5HlO1M4aSwAEmRHvmmEAa0adSuwERGGM710X9kQMT5kwIj5VqLKQijOFXfHQe/FZBJLBROSB8TArdcTwZWZdRnC6pIBOB5nHWkydDQ7DHBXNFsDBU6ZAMNtMx1H51X7Z8dZ7iyLU6QzlgSxIaE8NS3r/Co1u273RdZio02yQRpnAAM5gQPvVX50k91cFq41uyH0juriAuWEXHYgABNzv1FJBU7Y8naK/LOFayFgRxFxfDO1i0TJuNmNRABE5HXyo7wdrhXsNYW4GXY3P/AOm4YE7tMdc5rz7mvNCdSqSQSNRO9xh9pvyGwxTOz3Ov4e7qddVpxDiJx0IHWPKmYFQW4xnsOyXEWVMGfoRnIIztW75G8cJauDAYEmDESxxtncUH5/wKXbaXEOtSvgK5Lqcm3MiZnUuepHUUvIuLtCzbt3He1cQBdNxG8Qn7IEn99aEvkjLTKPa/g24vmVm37K9zbZz0CBnJ6jfI95FVu0XOAoRbWFVdNjMwg8DXTOdbQVU7wGOCZorzG8j37mlXFp+7S5eKMAtpFJZVkTkzJ8hFYPj+KN249wiAT4V+6i4VfgoUU3li+ld8/v6/oKjcVI37/f72pgH1/Cl7CMX1rUdmObGy+hs2n9seX9a+R843HwrOBKs8C3wI2Pl+/wBaWS0NE9I59yxb1tdBBb2kO2THhnYq4j3NG01nOw93uuKuCCA1poB3xctysHMjHyrRdm7/AHtk22HsjEfdPtKPcQR6SvkKrcYgtOOKA1SClxFBLm4Bpd0VRmcMQcbGc0YyuJpKmGedvPCcQcwLNxsbeEFoafcNqw3ZPhRcZrtyFs2su0DcZC4Mg7dNiesVpDzCzfs3rQuqrujoA06gXRlgruInNAeM5pbWwllEYW0wFeYu3FMG42Z7tTnSTOFXYTRhaVAlthTh+I13RxF06Gbw8OnVUH2gB1Pn/pTOacGEJv218H21B9hmjIGPA2P7pMeVYHiOPdrmuZaZ1HqRt7gOgG1ek8g5lb4tNVsaLyLD24BDKcEgH2kP5jbBIegrYX7L82S7Y7sTNp1mSFB1M/lsPEPlUnbGzPDOIUadLYfUY1Ln8aA27CcIz3bfeOHGhrSo7Mg1I4JYYMQYnJBnzq9xPNrdzh7yhbhJt7m1d8BGc+GFHqcfCtW9Gv7MJwlpmeFXV1Pun/xTOIXTeuKwmG2GBlQ3v601R/MIHwkxvFO5ra0XiJPsJk7mAV/7asuiPpS7MW5vFgqsyZUM0AGYnAyfKtHxOu5cBNtV8XihieondZob2Q4TVZvv112wMdAHY56DxL9KI3LvdkM0kAjIyfhFRnJ8qLRiqsr894VUvK5uXQzJrQI8Qy+GBOQTp6b0d53zi5/u4IwCvcfQ4EyAp1FZkyD4DnJhvOgna3i7iGxpbcO4x9oaVVs9QGMeRqDiuNP+77dtixPfDYAABLb6Jk+IkEyegUCmj0mxX6Zt8mmhaev7/Gnqv786DCbfsXcN3hOI4dm092NSMdlBlx8mRj8aLpzg8QLlwRbRFhWhpW3lRdI2MsryAZHh8jOY7IcWLKcVcJk90YUL10vpJM4Akz7qby7mLGzfa5pjTq0AEalOkC34SNKLoTO4gAVkgth3i+cN/AXFhllAqa2JZkcaFc9PEneYBwQN6war+/dn8SK0HD8zduG4g3WWdOIBLFXuW/DGwVYgHO4EUAW4s7+f4j9KbwX0Y6yf3+9qVU9f3+5prXgI8oj6Vw4pTjEnHX9KFMFk6Wz5/X3f609EKkGf3vTRxaqenxn9KmtcQGwI3E/T9KDTGTRt+xbeNxv4ZA95A+pAojzHmKWbvdaQzXCHJz/LQL3ZfGSSVUR/STjFC+xlxA5JcR3efdNsn41W7Uc4I4q0LYUhVQuWBGpdTShxIXM/AYxmcO2hp+MKfxXd8bbe4AbnWQYsrJtgkr7RZzg4hc9RGN7b8SX4m4sFQkIFM+GJdxnfxsxnqCKKc35iy8Umkq3htl2ltNxNGlVM9ApJ1AZmY2oR2yYfxJ8QJKWySAYJa2hn1wRnrVUKzPBKu8p457F23eTdGyPvKcMp9CJ/GoVYedIpE0HZj2DmPMBYm9bUP3qBUHRrjn+XIBmNz8Y6im8Px2q2ynPeW3AOmNQAKspHRlJ+oPnAHjOcBeW2RbkvCW9enCE23RoM+0NDR5FZ3Ap3K773LVmPE2tdUKQq6UNtyT/WDGABMUvgb2ZLiHCkeAMWEnxEdTiPhT+M4h7yhiiDR5FpAOIyPd8qh49xrIUzpkZAHsmPM1LwV5dBQmNRxneM10L6JB/sDw38i4QSSztAjyVBMj40fTgFd0AUai4xG+mWIwR0FVuxvBrb4K0WW5qYsziAVhiSuAQQdMb+VH+Gsql606E4LEzjPd3OgrlkvlZaL1R5925eeJtLuQk/53bp/hqpzpo4ewvncuE/4Qi/ma7tLYd+KnQxC27YMA4y5+G9J2h4VrdrhlIjwXHM/wBbrB+Ok1VLSEb2wP0PuH4L+tSMJK+/8jURI8+o/wC39Klt6JAkZJn5H9aVhQT5eALPFtn2Qu5+0CKnsKBwd84nTbHzuAVBwaRwvFRkTbE+9yKsWrE8JfOrV/YAegFwQPxoxX+zS/4K6AcFfI3i0J991P0oQoGcfa/+R6ONwrLwV9mJMmyuegFxYG/lWfW5j4/91w0wCrxHtD31HOV94/Ku4xz9TVe251DPUU66FCF9gGaNsfhVjgml8+a/iKF8Q51tn9wKucrclj6R+NL4H03fZlQJwME+X/66k/v1qHtag/jTP/TH0uXR+Vd2euNFyBPhf4f8K/8A9aXtjYduNIQkEowx1BvXwRUIP5MpJfEq9oQq8XGnBt249IDKPwoV2/SOJMY/l28e62F/7aJ9rLDDiEAkE8OufQvcH5b0O7eiLyHzsof/AFXB+VVXYvhkyKu8Mcf5f1qjqq7wzY+A+gFNIVGwczy7+5dX6NcH/wAn1o52YujuFjYXNP8Am1OfyoHw1vXy6+N4ef8A18N+RNFey1lu5eTP8zUx3zoRB6faqS6HfYB4zhCt64XUFWuXBgjq7EVGqZAOIbocjwmiPae4oe4FOzgjEHoZj41nuJ4pdJIJLecEHfzFdK6Ivs3K8bwybPaOPIfPpmqFrn1v+KtqASiLd1sWAVme2qp9ogxLH/xWR/hn8vrS/wAPc+79RXKoNB5SNXy/mFoX+IYoCNVsJ4wAQEEn1yTVLtJeN9kFtEVVUgxcXMkbyfSspy9GLXIWfFnIxk+ZFXxw7/dPzX9adpp6Dyf0SLye62F0memtT+Bp6clvf0D11qPzqNbDgyAZ8wR+tJ3Fz7v1X9aG/o3J/RpOyHGW04a5buhmJ4hsIxAARVUsY3zt7qMPzDh1BVUcqdxquRjYkdTWC4bgnQETuSd/Orlvh36n51nGVjKX4NFzTmNtrL27du6rEqRi4ykhhmIjacmsgvAXGPsN/lomtjzp6WFFOk6DoDcRyDiWAi0+/lH41GnZviwQe5OP6k/+1aJVpdNHYKQH5h2f4m5c1JYIEDGq2Mgn+r3VPyvs1xKk67cTG7W/X+qiQSuNsHfPvrSbZlFI9B7LcHw9uwFud0ryZwklSIgkDOCR7jFD+0PF8P37EyxVQAVVCM5MEoepJ95rIJbA2pl1D0xvtvtj03qag16O2qNTe47hrpDXdTMBAJS2xCjYAm3tk1me3Om93fdC45AIM2xMY05VZjJwTGaGvcubSZ8og/Lr8KaL7nq1blT2SckBl5HfP/Lb4iKtcPyC9ibew6ug/wDcwq93rebD50vfH7x+ZovJ+BeaNh2eNuxwVy1fIzckIjqTELubZMiR59KvDj+FAwbonoLlweXk3oPlWB78/ePzNd3p+8fmanyD+r+Ahzzl1y9dZ7RLKQMtcWQQIIOs6jtPXBHuoTe5DfRCx0Db7czmPKpu8PmfnXFz5/Wm/UfgjnsrDix5GlHGD7pqmi09SOhLHyXb4scfKadNjK2JysG3q1D2jMj9+tEDxCxJx74/Wqlu0xESB/dGfmdvgBVuzwirmM/M/OinY9V2TJB2/P8AOpFT1pFFPBpzCgU4Gm0k1jEuqk1elMFKTWMPml1+lRA+tL8axiYPXB6jikz51jE+uu7yog3rXFqARL6K4zVLibb9SWHv8X1wfjn1q8DTWNZoAKKYkZHXzHvHSo9XrV+9ZBIYEqw2Iwaruv3sH7yjHxUbe8fKkcPoRwIQ9OFyuu2WWDuDswMg/H8qiFTcRKJtdLqqCa7X60OJqGjhdRl/EfkB7gMVdSxHlXV1W9LvRKo8qeMV1dTCjhTppK6iYWafXV1YIhNJXV1Ywvwpa6urGHCa4n0rq6sY4UpFdXVjDTXTXV1Ywk025bBrq6sYrNaInSYnfaD7wcEVCLa3CFELcMQM6WnyOSpxscetLXUjAyvcQhiuxGD8KjNdXUrEZ//Z" width="145" /> <br /></p><p>Back to bath</p><p><b><u>Day-12</u></b></p><p>Morning breakfast from home</p><p>Go to London see places near LHR</p><p>Took flight to LAX</p><p>Get Uber to home</p><p><br /></p><p><br /></p><p><u><b><span style="color: red;">What to bring</span></b></u></p><p>artandtravelbydave - How To Visit The Louvre in 2 Hours, 3 Hours, 4, or more.</p><p><br /></p><p><u><b><span style="color: red;">Louvre Museum</span></b></u></p><p>artandtravelbydave - How To Visit The Louvre in 2 Hours, 3 Hours, 4, or more.</p><p>See a film of this primer on visiting the Louvre and 42 films of the museum entitles; "The Complete Louvre," on my YouTube channel: Art and Travel by Dave.</p><p>If you are only visiting for one day, be certain that the rooms you wish to see are open. I’ve just spent five full days at The Louvre making a comprehensive film of the museum. All rooms are open on the weekends. The small French Paintings and Northern European Art are closed two days per week.</p><p>The Pyramid: You want to avoid this entrance. Just make sure that you are on the correct line. Those with tickets or the museum pass can use the shorter line on the left.</p><p>The first trick is to use The Richelieu entrance. It is opposite The Rivoli Metro Stop and to the left of the main entrance. This is good for those with memberships and electronic tickets. If you get there first thing, by nine, they often do not check. Also, this is the best exit. The other exit is under The Carousel, where they steer you to shop. Do try to avoid this.</p><p>It’s best to look at The Louvre as three separate museums: The Denon Wing, The Richelieu Wing, and The Sully Wing. Any one day ticket allows three entries at any of the wings. So you can get a bite or a cup of coffee in between your visits to each wing. If you want to go back to the same wing, you will miss out on a different wing. Do note that you can get into The Sully Wing from The Richelieu Wing and vice versa. So if you want to take more breaks under the pyramid, you can use this scheme.</p><p>So, tip number two: Get there early. If you had to visit one museum at opening time, this would be the one. Naturally, have your museum pass or ticket in hand.</p><p>If you want to see our lady of The Louvre, go to The Denon wing and bear right up the stairs. You will get to a hallway with The Winged Victory on your right. To your left are the two Michelangelo’s Slaves, including The Dying Slave. Behind you is Roman art. Ascend to the Winged Victory and make a right.</p><p>Now gander upon the Grand Gallery, and take your time. To your immediate right is a section of International Gothic and Early renaissance art. If this is not your cup of tea, skip it. But examine the three Giotto’s on your left. This is where renaissance painting began. Move slowly up until The Mona Lisa room. This is, to me, one of the best parts of the museum. Go past The Mona Lisa room to see The Raphael’s and stop when you see The Voltera; David Slaying Goliath in the middle facing you. There is a bathroom to your right.</p><p>Unless you are keen on Baroque art, go no further. If you are, continue to The Caravaggio’s and then turn back to The Mona Lisa Room. There are a fair amount of Leonardo’s outside this room, which have been temporarily moved to The Leonardo Exhibition. Please see my film on this exhibit. Stand in the airplane security line to see her and don’t dismiss the art surrounding it, especially The Wedding at Cana by Veronese behind you.</p><p>After Mona, go behind her to see the fantastic “Pastoral Concert” by Titian, though I think it to be a Giorgione. It inspired many an artwork, not the least of which: Manet’s “Luncheon on The Grass,” across the river at The D’Orsay.</p><p>You emerge on the other side at Great French Historical Paintings. They are not all historical but they are all great. Here you will see the biggies: The Raft of The Medusa, The Coronation of Napoleon, and Liberty Leading The People. Turn right to The Winged Victory and descend the stairs. Go straight ahead To The Michelangelos at the far end. If your goal was a two hour visit, you are done. You can proudly say that you have visited The Louvre.</p><p>If you wish to expand your visit to three hours and Renaissance sculpture appeals to you, go down the stairs behind The Michelangelos.</p><p>Then, ascend the stairs and go to where you came in. There is a great collection of Roman statues next to the exit.</p><p>Then go to The Sully Wing to see The Venus D’Milo. The go upstairs to see the small French paintings, such as Watteau, Chardin, Boucher, Fragonard and Ingres. This will put you at the three hour mark.</p><p>You can, of course go through their mammoth Egypt collection but be forewarned if you go in, it will take about two hours to get out. The same holds true for their oriental section, which is really middle eastern art. Also the myriad of French decorative art will take up two hours as well.</p><p>Date of experience: November 2020</p><p><br /></p><p><br /></p>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-60910133545128984862023-05-05T11:01:00.008-07:002023-05-18T21:46:37.791-07:00<p></p><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun Underlined SCXO147842280 BCX0" data-contrast="none" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 18px; margin: 0px; padding: 0px; text-decoration-line: underline; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">Bratislava, Paris</span></span></p><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun Underlined SCXO147842280 BCX0" data-contrast="none" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 18px; margin: 0px; padding: 0px; text-decoration-line: underline; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">Mode of Travel - Bigbus Tour</span></span></p><ol><li><span style="color: red;"><span style="background-color: transparent; font-size: 11pt; font-variant-ligatures: none;">Eifel Tower -&nbsp;</span><span style="font-size: 14.6667px; font-variant-ligatures: none;">Historical landmark - $12.45</span></span></li></ol><p></p><p><br /></p><p><br /></p><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun Underlined SCXO147842280 BCX0" data-contrast="none" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 18px; margin: 0px; padding: 0px; text-decoration-line: underline; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">Travel – France, Paris</span></span></p><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-kerning: none; font-size: 12px; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun Underlined SCXO147842280 BCX0" data-contrast="none" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 18px; margin: 0px; padding: 0px; text-decoration-line: underline; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">Mode of Travel - Bigbus Tour</span></span></p><ol><li><span style="color: red;"><span style="background-color: transparent; font-size: 11pt; font-variant-ligatures: none;">Eifel Tower -&nbsp;</span><span style="font-size: 14.6667px; font-variant-ligatures: none;">Historical landmark - $12.45</span></span></li><li><span color="windowtext" style="background-color: transparent; font-size: 11pt; font-variant-ligatures: none;">Louvre Museum -&nbsp;</span><span style="font-size: 14.6667px; font-variant-ligatures: none;">Art museum - $18.72</span></li><li>Arc de Triomphe - Monument - $ 14.32</li><li><span style="color: red;">Cathédrale Notre-Dame de Paris - Cathedral - Free</span></li><li>Musée d'Orsay - Art museum - $13.22</li><li><span style="color: #2b00fe;">Luxembourg Gardens - Garden - Free</span></li><li>Sainte-Chapelle - Chapel - $12.67</li><li>Palais Garnier - Opera house - $15.42</li><li><span style="color: #2b00fe;">Tuileries Garden</span><span style="color: #2b00fe; white-space: pre;"> </span><span style="color: #2b00fe;">-</span><span style="color: #2b00fe; white-space: pre;"> </span><span style="color: #2b00fe;">Garden</span><span style="color: #2b00fe; white-space: pre;"> </span><span style="color: #2b00fe;">-</span><span style="color: #2b00fe; white-space: pre;"> </span><span style="color: #2b00fe;">Free</span></li><li><span style="color: #2b00fe;">Place de la Concorde<span style="white-space: pre;"> </span>-<span style="white-space: pre;"> </span>Plaza<span style="white-space: pre;"> </span>-<span style="white-space: pre;"> </span>Free</span></li><li>Rodin Museum<span style="white-space: pre;"> </span>-<span style="white-space: pre;"> </span>Sculpture museum<span style="white-space: pre;"> </span>-<span style="white-space: pre;"> </span>$15.42</li><li>Panthéon<span style="white-space: pre;"> </span>-<span style="white-space: pre;"> </span>Monument<span style="white-space: pre;"> </span>-<span style="white-space: pre;"> </span>$12.67</li><li>Hôtel des Invalides<span style="white-space: pre;"> </span>-<span style="white-space: pre;"> </span>Historical landmark<span style="white-space: pre;"> </span>-<span style="white-space: pre;"> </span>$16.52</li><li>Père Lachaise Cemetery - Cemetery - Free</li></ol><div><br /></div><div><br /></div><div><div class="separator" style="clear: both; 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line-height: 18px; margin: 0px; padding: 0px; text-decoration-line: underline; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">Travel – England1</span></span><span class="EOP SCXO147842280 BCX0" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><ol class="NumberListStyle1 SCXO147842280 BCX0" role="list" style="-webkit-tap-highlight-color: transparent; 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font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">Scotland</span><span class="EOP SCXO147842280 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></li></ol></div><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun Underlined SCXO147842280 BCX0" data-contrast="none" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 18px; margin: 0px; padding: 0px; text-decoration-line: underline; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun Underlined SCXO147842280 BCX0" data-contrast="none" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 18px; margin: 0px; padding: 0px; text-decoration-line: underline; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun Underlined SCXO147842280 BCX0" data-contrast="none" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 18px; margin: 0px; padding: 0px; text-decoration-line: underline; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">Travel - Ireland</span></span><span class="EOP SCXO147842280 BCX0" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p><ol class="NumberListStyle1 SCXO147842280 BCX0" role="list" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: text; margin: 0px; overflow: visible; padding: 0px; user-select: text;"><li class="OutlineElement Ltr SCXO147842280 BCX0" data-aria-level="2" data-aria-posinset="1" role="listitem" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; display: block; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text; vertical-align: baseline;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">Antrim Coast Sculpture, 693 Shore Rd, Newtownabbey BT37 0ST, United Kingdom</span><span class="EOP SCXO147842280 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></li></ol><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><ol class="NumberListStyle1 SCXO147842280 BCX0" role="list" start="2" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: text; margin: 0px; overflow: visible; padding: 0px; user-select: text;"><li class="OutlineElement Ltr SCXO147842280 BCX0" data-aria-level="2" data-aria-posinset="2" role="listitem" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; display: block; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text; vertical-align: baseline;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">Dublin, Ireland</span><span class="EOP SCXO147842280 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></li></ol><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><ol class="NumberListStyle1 SCXO147842280 BCX0" role="list" start="3" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: text; margin: 0px; overflow: visible; padding: 0px; user-select: text;"><li class="OutlineElement Ltr SCXO147842280 BCX0" data-aria-level="2" data-aria-posinset="3" role="listitem" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; display: block; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text; vertical-align: baseline;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">Powerscourt House &amp; Gardens, Powerscourt Demesne,&nbsp;</span><span class="SpellingError SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; background-image: url(&quot;data:image/gif;base64,R0lGODlhBQAEAJECAP////8AAAAAAAAAACH5BAEAAAIALAAAAAAFAAQAAAIIlGAXCCHrTCgAOw==&quot;); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Enniskerry</span><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">, Co.&nbsp;</span><span class="SpellingError SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; background-image: url(&quot;data:image/gif;base64,R0lGODlhBQAEAJECAP////8AAAAAAAAAACH5BAEAAAIALAAAAAAFAAQAAAIIlGAXCCHrTCgAOw==&quot;); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Wicklow</span><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">, Ireland</span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></li></ol><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><ol class="NumberListStyle1 SCXO147842280 BCX0" role="list" start="4" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: text; margin: 0px; overflow: visible; padding: 0px; user-select: text;"><li class="OutlineElement Ltr SCXO147842280 BCX0" data-aria-level="2" data-aria-posinset="4" role="listitem" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; display: block; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text; vertical-align: baseline;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">Kilkenny, Ireland</span><span class="EOP SCXO147842280 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></li></ol><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><ol class="NumberListStyle1 SCXO147842280 BCX0" role="list" start="5" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: text; margin: 0px; overflow: visible; padding: 0px; user-select: text;"><li class="OutlineElement Ltr SCXO147842280 BCX0" data-aria-level="2" data-aria-posinset="5" role="listitem" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; display: block; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text; vertical-align: baseline;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">Rock of Cashel, Moor, Cashel, Co. Tipperary, Ireland</span><span class="EOP SCXO147842280 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></li></ol><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><ol class="NumberListStyle1 SCXO147842280 BCX0" role="list" start="6" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: text; margin: 0px; overflow: visible; padding: 0px; user-select: text;"><li class="OutlineElement Ltr SCXO147842280 BCX0" data-aria-level="2" data-aria-posinset="6" role="listitem" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; display: block; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text; vertical-align: baseline;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">Cork, Ireland</span><span class="EOP SCXO147842280 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></li></ol><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><ol class="NumberListStyle1 SCXO147842280 BCX0" role="list" start="7" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: text; margin: 0px; overflow: visible; padding: 0px; user-select: text;"><li class="OutlineElement Ltr SCXO147842280 BCX0" data-aria-level="2" data-aria-posinset="7" role="listitem" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; display: block; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text; vertical-align: baseline;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">Ring of Kerry, Co. Kerry, Ireland</span><span class="EOP SCXO147842280 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></li></ol><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><ol class="NumberListStyle1 SCXO147842280 BCX0" role="list" start="8" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: text; margin: 0px; overflow: visible; padding: 0px; user-select: text;"><li class="OutlineElement Ltr SCXO147842280 BCX0" data-aria-level="2" data-aria-posinset="8" role="listitem" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; display: block; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text; vertical-align: baseline;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">Dingle Peninsula, Co. Kerry, Ireland</span><span class="EOP SCXO147842280 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></li></ol><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><ol class="NumberListStyle1 SCXO147842280 BCX0" role="list" start="9" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: text; margin: 0px; overflow: visible; padding: 0px; user-select: text;"><li class="OutlineElement Ltr SCXO147842280 BCX0" data-aria-level="2" data-aria-posinset="9" role="listitem" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; display: block; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text; vertical-align: baseline;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">Cliffs of Moher,&nbsp;</span><span class="SpellingError SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; background-image: url(&quot;data:image/gif;base64,R0lGODlhBQAEAJECAP////8AAAAAAAAAACH5BAEAAAIALAAAAAAFAAQAAAIIlGAXCCHrTCgAOw==&quot;); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Lislorkan</span><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">&nbsp;North, Co. Clare, Ireland</span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></li></ol><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><ol class="NumberListStyle1 SCXO147842280 BCX0" role="list" start="10" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: text; margin: 0px; overflow: visible; padding: 0px; user-select: text;"><li class="OutlineElement Ltr SCXO147842280 BCX0" data-aria-level="2" data-aria-posinset="10" role="listitem" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; display: block; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text; vertical-align: baseline;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">Galway, Ireland</span><span class="EOP SCXO147842280 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></li></ol><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><ol class="NumberListStyle1 SCXO147842280 BCX0" role="list" start="11" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: text; margin: 0px; overflow: visible; padding: 0px; user-select: text;"><li class="OutlineElement Ltr SCXO147842280 BCX0" data-aria-level="2" data-aria-posinset="11" role="listitem" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; display: block; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text; vertical-align: baseline;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">Westport, Co. Mayo, Ireland</span><span class="EOP SCXO147842280 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></li></ol></div><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">Croagh Patrick,&nbsp;</span><span class="SpellingError SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; background-image: url(&quot;data:image/gif;base64,R0lGODlhBQAEAJECAP////8AAAAAAAAAACH5BAEAAAIALAAAAAAFAAQAAAIIlGAXCCHrTCgAOw==&quot;); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Teevenacroaghy</span><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">, Co. Mayo, Ireland?</span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="SpellingError SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; background-image: url(&quot;data:image/gif;base64,R0lGODlhBQAEAJECAP////8AAAAAAAAAACH5BAEAAAIALAAAAAAFAAQAAAIIlGAXCCHrTCgAOw==&quot;); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Inishowen</span><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">,&nbsp;</span><span class="SpellingError SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; background-image: url(&quot;data:image/gif;base64,R0lGODlhBQAEAJECAP////8AAAAAAAAAACH5BAEAAAIALAAAAAAFAAQAAAIIlGAXCCHrTCgAOw==&quot;); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Owenboy</span><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">, Co. Donegal, Ireland?</span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></div><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun Underlined SCXO147842280 BCX0" data-contrast="none" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 18px; margin: 0px; padding: 0px; text-decoration-line: underline; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;">Travel – England2</span></span><span class="EOP SCXO147842280 BCX0" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p><ol class="NumberListStyle1 SCXO147842280 BCX0" role="list" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: text; margin: 0px; overflow: visible; padding: 0px; user-select: text;"><li class="OutlineElement Ltr SCXO147842280 BCX0" data-aria-level="2" data-aria-posinset="1" role="listitem" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; display: block; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0px 0px 0px 24px; overflow: visible; padding: 0px; position: relative; user-select: text; vertical-align: baseline;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">Bath</span><span class="EOP SCXO147842280 BCX0" color="windowtext" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;">&nbsp;</span></p></li></ol></div><div class="OutlineElement Ltr SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: &quot;Segoe UI&quot;, &quot;Segoe UI Web&quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXO147842280 BCX0" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; font-kerning: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="EN-US"><span class="TextRun SCXO147842280 BCX0" color="windowtext" data-contrast="auto" face="Calibri, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; font-variant-ligatures: none; line-height: 18px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXO147842280 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXO147842280 BCX0" color="windowtext" face="Calibri, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 18px; margin: 0px; padding: 0px; user-select: text;"> <br /></span></p></div></div></div>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-22865611154900681922023-05-05T10:46:00.024-07:002023-06-15T13:54:29.286-07:00<p><span style="color: red;">&nbsp;105 (5/5/20203)</span></p><p><b>Electricity in USA and its expansion.</b></p><p>Farms electrification was difficult.</p><p>Rail Road Electrification</p><p>St, Clair Electrification&nbsp;</p><p>Electrification of Cascade&nbsp;</p><p><br /></p><p><b>Main Authors in USA</b></p><p></p><ol style="text-align: left;"><li>Ernest Hemingway</li><li>Mark Twain</li><li>F. Scott Fitzgerald</li><li>Harper Lee</li><li>T.S. Eliot</li><li>F. Scott Fitzgerald (</li><li>Edgar Allan Poe</li><li>Emily Dickson</li><li>Stephen King</li><li>Stan Lee</li><li>Isaac Asimov</li><li>Arthur Miller</li><li>Robert Frost</li><li>T. S. Eliot</li><li>Ralph Waldo Emerson</li><li>Tennessee Williams</li><li>John Grisham</li><li>Dan Brown</li></ol><div><br /></div><div><b>Mission Space in USA</b></div><div><p>Xxxx</p><p><br /></p><div><b>Highway network in USA</b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><span style="color: red;"><u>5/9/2023</u></span></b></div><div>Hardy and Laurel Comedian&nbsp;actors</div><div>The Musick Box</div><div><br /></div><div><div><b>Dance in USA -&nbsp;</b></div><div>Savory ball room - New York</div></div><div><br /></div><div><b><span style="color: red;"><u>5/10/2023</u></span></b></div><div>Wall Street Crash of 1929 and&nbsp; and Great Depression</div><div>US Steel Crisis.</div></div><div>Black Monday&nbsp;- 13% Down&nbsp;(Dow&nbsp;Jones)</div><div>Black Tuesday - 12% Down (Dow Jones)</div><div>1350 Banks were crashed.</div><div>Import<b>&nbsp;</b>tax increased.</div><div><br /></div><div>The Smoot-Hawley Tariff Act</div><div>&nbsp;</div><div><div><br /></div><div><b><span style="color: red;"><u>5/11/2023</u></span></b></div><div><span>The Great Deprecision.<br />Hoover Ville<br />Hoover Blanket<br />Hoover Wagon<br />Hoover Flag<br /><br />Jessie Jackson - Major of Hoover Ville<br /><br />Biggest one in St.Louis<br /><br />hoover failed roosvelt won<br /><br />1932 revinue act<br />increse tax<br /><br />Bank closed infinite<br /><br />Factories at Detroit closed 80%<br /><br />FDIC started<br /><br />Economy act - Reduce the salary of Old Soldier</span></div><div><span>&nbsp;</span></div><div><span>Gold coin - Not allowed for common peoples <br /></span></div><div><span><br /></span></div><div><b>Super Hero Comics in USA</b></div><div>Action Comics Magazine</div><div>South Sea strategy</div><div>Jerry&nbsp;Siegel</div><div>DC Comics</div><div>National Align&nbsp;comics</div><div>Superman Comics</div><div><br /></div><div><b>SuperMarket Network n USA</b></div><div>King Kullen - Mega Super Market - Michel J Kullen</div><div>Piggly Wiggly Store -&nbsp;</div><div><br /></div><div><span><div><b>Federal Kidnapping Act</b></div><div>Little Lindbergh Law</div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjwfRkgxVAF1RC_PkX7fZEYk0_GhTQNqq5lnl8qG7qqjZzFY8HPlf83lgN7hdDkbjOxFnfHl5NwnUfq6Lw0hIKkm6Hd2_qbCiA-7o1Y0xTmzXY7yLACUOGdK7bojLa_pErEWjui2lVVYyyvEe0OcwQbtx31Xn1S3Qkl8T4oVVToeEu_-362WGjcBtF4-A" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" data-original-height="553" data-original-width="330" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEjwfRkgxVAF1RC_PkX7fZEYk0_GhTQNqq5lnl8qG7qqjZzFY8HPlf83lgN7hdDkbjOxFnfHl5NwnUfq6Lw0hIKkm6Hd2_qbCiA-7o1Y0xTmzXY7yLACUOGdK7bojLa_pErEWjui2lVVYyyvEe0OcwQbtx31Xn1S3Qkl8T4oVVToeEu_-362WGjcBtF4-A" width="143" /></a></div><br /><br /></div></span></div><div><span><br /></span></div><div><span><br /></span></div><div><span><br /></span></div><div><span><br /></span></div><div><span><br /></span></div><div><span><br /></span></div><div><span><br /></span></div><div><span></span></div></div><br /><p></p><div><br /></div><div><br /></div><div><br /></div><div><br /></div><div><br /></div><div>https://en.wikipedia.org/wiki/Dust_Bowl</div><div><br /></div><div><br /></div><div>General Motors Strike - 1937</div><div>Flint sit-down strike</div><div>United Automobile workers Union</div><div><br /></div><div><br /></div><div><br /></div><div><b><br /></b></div><div><b>World war production board under president</b></div><div>The Flight</div><div>silk-&gt;Parachutes</div><div>Cars -&gt; Tanks</div><div>Typewriter - Riffle</div><div>Underwear - net for</div><div>Clay - Aircraft repair</div><div><br /></div><div><b>Defense Planned corporation</b></div><div>Jessy H Johns from Houston</div><div><br /></div><div><br /></div><div><br /></div><div>The Great Deprecision.<br />Hoover Ville<br />Hoover Blanket<br />Hoover Wagon<br />Hoover Flag<br /><br />Jessie Jackson - Major of Hoover Ville<br /><br />Biggest one in St.Louis<br /><br />hoover failed roosvelt won<br /><br />1932 revinue act<br />increse tax<br /><br />Bank closed infinite<br /><br />Factories at Detroit closed 80%<br /><br />FDIC started<br /><br />Economy act - Reduce the salary<br /></div><div><br /></div><div><b><span style="color: red;"><u>6/5/2023</u></span></b></div><div><div>OSS - Second WW</div><div>JCS - Joint Chief of Staff</div><div>William Joseph Donovan</div><div>Flying Tigers -Air&nbsp; - The design by Walt Disney</div><div>pappa boat ww2 (LCVP (United States)-Higgins Boat</div><div>The boat and shipps</div><div>Andrew Higgins</div></div><div><br /></div><div><br /></div><div><b><span style="color: red;"><u>6/6/2023</u></span></b></div><div>Battle of Midway - (Jun4, 1942 - Jun7, 1942)</div><div><br /></div><div>Doolittle Raid</div><div><br /></div><div><br /></div><div><b><span style="color: red;"><u>6/13/2023</u></span></b></div><div>ben kuroki</div><div>Japanese peoples and their struggle in USA at WW2</div><div>WW2 - Transportation wing.</div><div>&nbsp;</div><div><b><span style="color: red;"><u>6/15/2023</u></span></b></div><div>Guadalcanal_campaign</div><div>US Mariancorp</div><div>General Alexander Archer Vandergrift</div><div>Leap Frogging (Strategy)</div><div><br /></div><div><br /></div><div><br /></div><div><b><span style="color: red;"><u>Wars in USA</u></span></b></div><div>Banana Wars</div><div><br /></div><div><br /></div><div><br /></div><div><br /></div><div><br /></div>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-44715937831286470102023-03-06T18:42:00.009-08:002023-04-01T20:38:43.282-07:00<p><b><span style="font-size: medium;"><u>Part#1 Build your resume</u></span></b></p><p><span style="color: red;">What is Weighted GPA and AP exam? </span><br /></p><p>&nbsp;Get extra credit based on advanced studies.<br /></p><p><span style="color: red;">Advantages of Extra curricular activities?</span><br /></p><p>Leadership level works well<br /></p><p><span style="color: red;">When should I write SAT Exam?</span></p><p></p><p>11th grade is best time</p><p>12th grade is only for applying for universities.</p><p></p><p><br /></p><p><span style="color: red;">What is the difference between Public vs Private collages?</span></p><p>Public collages will be cheaper.<br />Private collages will be with few seats.</p><p></p><p><span style="color: red;">What is the difference between Instate vs Outside colleges?</span><br /></p><p>Instate can save money</p><p><br /></p><p><span style="color: red;">What kinds of Apps&nbsp; can be help for college admission?<br /></span></p><p><br /></p><p><span style="color: red;">Which College to apply?<br /></span></p><p>In state or out state.<br /></p><p><span style="color: red;">Do you need to Choose the college based on the name?<br /></span></p><p>Select collages based on courses strengths of the collages.</p><p><br /></p><p><span style="color: red;">How Many Colleges to Apply?</span></p><p>recommend to apply 5-8 colleges.<br /></p><p><span style="color: red;"><br /></span></p><p><span style="color: red;">Do we need to visit Colleges before admission?</span></p><p><span style="color: red;">&nbsp;</span></p><p><span style="color: red;">&nbsp;</span></p><p><b><span style="font-size: medium;"><u>Part#3 APPLY FOR COLLEGE</u></span></b></p><p><br /></p><p><span style="color: red;">How and when to write Personal Statements?<br /></span></p><p></p><p>Prepare personal statement after 11th grade exam.<br />Refer old personal statements uploaded in the college.<br />Each personal states are unique, based on college.</p><br /><p></p><p><span style="color: red;">Common App and Coalition App</span><br /></p><p>This is a complete platform for admission.</p><p>- Upload all documents, including essays and recommendation letter</p><p>Recommendation letter -&nbsp;</p><p>&nbsp;</p><p><span style="color: red;">What are personal statements? </span><br /></p><p>Every schools are different.</p><p>&nbsp;</p><p><span style="color: red;">What is Honors college program? </span><br /></p><p>Extra Essay.</p><p>&nbsp;</p><p><b><span style="font-size: medium;"><u>Part#4 COLLEGE FUND</u></span></b></p><p><span style="color: red;">Cost between Instate and Outside state Collages? </span><br /></p><p>Instate is economical.</p><p>Outside state college is costlier.</p><p></p><p><span style="color: red;">What are the benefits of Community Collage? </span><br /></p><p>The two years you can complete a degree, <br /></p><p>Get credits and transfer to the university.</p><p>&nbsp;</p><p><span style="color: red;">How to Use 529 Plan? </span><br /></p><p>Tuition only - Guaranteed<br />Instate only.<br />lock the tuition fee.</p><p>Prepaid 529 is recommended.</p><p>&nbsp;<br /></p><p></p><p><span style="color: red;">How to get scholarship and financial aide for collage? </span><br /></p><p>There are college specific scholarship and common scholarship.</p><p>There are thousands of scholarships available.<br /></p><p>&nbsp;</p><p><span style="color: red;">What are the procedures of getting Student loan? </span><br /></p><p>FAFSA - will take couple of hours to fill the application.</p><p>get all benefits through Federal.<br /></p><p>Private student loans can compare through credible.com, and get an offer.</p><p>Public loan is recommended, if you need flexibility of payment, but you wont get any support from Federal.<br /></p><p>&nbsp;</p><p>&nbsp;</p><p><span style="color: red;">&nbsp;</span><br /></p>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-29394412405456272122023-02-13T16:46:00.002-08:002023-03-15T18:35:07.342-07:00<p></p><p>Three Day Trip to Sedona &amp; Phonx - 2023-April (Friday, Saturday&amp;Sunday)<br /></p>Thursday<br />&nbsp;Fry from LA<br />Friday<br />Take Rental Car<br />Go to Hotel<br />Drive to Colorado Springs (1:10min)<br />Drive to Messa Verde Park<br />Saturday<br />Scenic drive<br />Main place to see<br />Sunday<br />Rockey mountain National Park<br />See State Capital<br />Retun the Car<p>&nbsp;<br /></p><p>&nbsp;</p><p>Two Day Trip to Sedona &amp; Phonx - 2023-March <br /></p><p>Day#1 Phonx</p><p>About the city <br /></p><p>Stay at Flagstaff</p><p>Snow @ Flagstaff <br /></p><p>&nbsp;<br /></p><p>&nbsp;Day# 2 Sedona</p><p>Driving from Flagstff to Sedona <br /></p><p>Church</p><p>Parking</p><p>Cost</p><p>art Village</p><p>Back to LA</p><p>TSMC Factory building</p><p>&nbsp;<br /></p>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.comtag:blogger.com,1999:blog-8511597599521609146.post-60481989998368271032023-02-13T16:32:00.006-08:002023-02-13T17:09:51.252-08:00<p>&nbsp;100–ലേറെ വർഷങ്ങൾക്ക് മുമ്പ് പള്ളി നിർമിക്കാൻ സഹായിച്ച കുടുംബത്തിലെ ഇളമുറക്കാരെ തേടിപ്പിടിക്കുക</p><p><img alt="" height="449" 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rrJ1HUyiUpht6LCK73QvuENZG3ahH0XK1MfzxIM9diM6XPT8WPzUCTO8lMNoeMr+2LsuzmErbPmY633ibQImjxTH54/HcPhk8wJoqb5Dt3hsycDOb59MCLgBZTP/gDvLNuI/dRL5PRMcXlSbAmXm9K1uK9zBwBENPAhZf74dwuPImFEGNLz6sDXzw8tm1G5caPq9K/XceFIFg58uA1bJWfZC42D5mJxoHEP5O2di1HRe/BrvWfxUrvWaNWyGepQPzcunaRy5SP4ZMsWHKT1tFXyRahJVpXOMaLS6KnBiN1Ptc18LbKP4CvlbPC1uPpiMAZ3aYXyp/6NtWvScYithRXRgzPHiBM1kMyTAgRNH0Ot8lSFffYgjkvGq/Veyd81HQNiT6J5z15oWeEUPtiUgeNFDUk+zsPfv52HiOUH4eUfi5XE167FfNxxjG7v+bqQHILB639Gqz4j0bt9VWRvikd8xnH8TKXlvqGJmGVqzOeN1T+XI+ez+eOohWwc+eosmEi31ekE/7p7kHGlDYYN64Xm1S/h5J692FrMnnBlx6vvpG41nybPoL6n/p0d0N2H3nn1RQQP7oJWVfNwZG86Ejfux0VywRzkPyPpmTgW7z0WVUbEF9bkNdq8SMYOW4r5PXTsqHZirPSfhgOEFxtzU8rbcFnuUS8AsSuDDeQkcrl/On6p+ySa+RTi1IGjkMS+bziW+n2GidFfoEZ7nfyT5GkdBCwj2Uil0Hm054M3NsA86rXVKqPL3jFyrUzVlRWXdUXojgfQvld7NLyRhU2b9tGcXSCLOL4Sfce+ixzaj15kL6ylOlVDKIPOefKYSUg68Ss5l0EIHfAiGtetCe+iK8jJPo0DO1KxacvXKN9+JmLGkINw/QOE+y9AlgTprRDH2HF+czjGJh6Dd+NX8BLTf8Sde+qjnfjwuBycZM+f3vMclv2nNnope/nAe2uxlp1HksfWRBl8Hc3ZZ064QQQyHrXRtL0fXm5YDbj8Dba+9z5OX6V1qP4SIhcMROObF2je7yA5/RBYOyzDbXX/7xAemoa8Or7w82uJOhXop19sQsreHPxKI/edsADT2j+EArJN929+G0lbDtL62FCpxVAsiu5hCkg5l3d5e6MwPGovfqnNnLXn6T1GTLwaB2Hu4kATWU/Z28qu7Mqy/M6ddYxKMD74wX1QqXPmBrd1OQPfcCbDwiV0mDIbiZQLNXUlejJ971l/pfHYvhczA/fg5RSl/4U1rQ1OwukiU1mf+j7aDCsGUmnY66bSMCcCThK+s3GmAxm4IU2NJBJkHK0IGY901gldrQNikkPRQtXaipF/GqjUpIOi4JjddAG718UiScmgEEWTEyfBmVckK4PMayzaxQTSC4pBdRib4uNlx4NFLRoEYY0pqmjpGJGASwgeS+UoXmgxKAazlSZvSIIvAtuu3o+8HGrqL5GBymK8ZxMRNGQLGkSmI5J1pdq3Y2KHOHxJbpdjJlJ3SA1Gr/L3DC/0jorFAINnIr9TYm6KPI0ey2fipZ9WKc3pNmpQfocalKH2yklffrA7lq4dbhQQaskn9dCaMpv5u6aib0JVTDesLXsQX98ieuRSrCUeaXnpmeCeiLHJN+HzwLc4fqG8S4xFrHS1567nkUwDlhWQhgcbE2fxYg3A/tS35LcwAcMNWLCIdSgiNjBWPC8KWmygoIWrzdn5eC90APa/mqgxK9kpM0xZoozrdG7fmYN23zOjYht8Qt+h7/DnsmjTcoTPpIZ6m2PzsVx2+zWqd5iuNu5L86LzNyqd6p+k5dBjJy2mvB/pTDGDZQNFXgyzuCscI+bwB+JfNcOwZEIr4IYHalZxzArxsuMCW2MEr1uOAE7AcZLOxehP8MTMOIxuQr1hHjXh+HMlqHCUHBNSsNvIMOGipTSOUR5l7nvHH8eDHWbrovy3sBaWjhHvS/0V9TpFInoEj9rLDvKiYzYU5eTgmkOghUqx+yxA+Uhd8CWPeml6x+NoTbkHtjoLhsWcRwdDH4frjtHtPV9MJ80Hwo0MkMyQHkiRqGvl5TOkHhtlbsdJFi1MGK4GW+xUejtwFAUg2MGoTxUbqwdoWSEKssWOi8YX9iLk5FyDjaoz3lFlhQvKVH1nB8yOCwVP8BreaSEbJXlD1SDXzOORBS+Vyk/CDwPdkTXWY5XkbPR+FNRoge6DB6JbcyXIsHsdYpOYMc9+V430RjLR88snIYec0QF72hj1nE5+cPtEfuMFrBsyGB+31BgMtbnbYLNVRrvZb2NiS+UcUwVF6oR+WM3On9o2IJ/7T9qlIrYLl0p3sWOU/x5C+36Cl9fOB0/QqnOu1qnEclaWgVgePpMCuza05jpcWT5ZBuUW3z9O9tG+wz54jm82qnJJnRKGt4jxtm4piWMk5zTBhsErp6GjqUxH7XNnBlDlVxC9aSJa6ipn1POoc3a13WjtGPHfgDOiSttDdpYi/88PQ5/cjWWkc1mwmTuP2jhs8PAoh1pdY7XgAQtCh6Si6tCuuLFmOTLzqDdNF3TWE9s4OqRO5B2zeYdsRq2RjgFR/fMcZEZZ28ouiKGy/so96RipfU565iOl+fT+cRlUjsF2PSvtS0WzNDmay40GTZhZLAUTGP7/wTPr9Gxh1gLuyOIATMkf45xeNo+M/f5k7BeQ2O4Up5ZNyY33n6K6JZUsGZTbIzEkjpSmpANdZ5e6sG4INS7nOjG29UxN5R2EmZVjJEU6k3LwtIFulBk4wdhYI5yMqIb4mGV9SEG4TbN7KBb+YV/iFdWYcRaVkccd9t6PuFlEUk3vGB1ZjIAJX6Kd04wVc55n49dJiWpvm2wEHkURL+1kznP3mSDGZ3q0ddMyx8ZGxvj7LA0qfVjvXDiujlQcO/1WyiFhROt2muKUw9IXgRNESYJ0BTCc0RhfUhpzXXB+d03ths86/NvYN8DHDXKeJeIL5sD0xScvW5ciMYH9aZQ/3WlEu8qFd6rTYQ7rwPMYamKnPBTrj7CMfCUzrNBmX+iFDeRw60n2ZONpL5orGWQNu3H4qJ6xR1H6N+UMH6X/axlMYWs+bhvFAS3Yxu4Gx4iNb9Z1dPPLRtq/WBSSVbG2RPDCWeihL3tUG7Mp6ryaos71ZaXK6MffrjIUzb6OV7LJFOR4iaLWk4wMgqoDZCpRdt8xkntAP25oEflV97H1WtjpDAeGZTiuhYVjxPdBFYPMkx38iG+6YNH8Lri0JJD21GVj4IYcgn5vN5IMC82OyScjlDLHRzl2zLANQlp9fUm2647RbT1fTM4t9MJcB3ZXzbnVy3imU8Z93NCC6pyXsEsHQ0eswYIwI/BVVzr3fufkgMVlL7Sd4ToVv/vv5NKBnJ9A6hP+Sb+HNUEorflib8y+pZ4xeX9mVLDOJNjPp2LC8NU4SvJbcxjZ/vBHVsdtFKgx1o2re1bPFMeCdG9ewwTDOJk8pfLyw3rnRyfkVTmktQ3Yad932t4SaWrLwN3rGLGxBh7piRTDRW98zt4WwUkLW0nJyu1trteLZ0nnDkHKJa6X3DF3lYBiob/7LLdsLAHrUH8J2W1OyDhlnUVpHMv+y3yya3pT1UyBBZumlW1ivS/Z/uq/yAuR0nUJXOcW6K400a6YoKgWwtQeYyYPgmnPKgFI7piUNwbHNYedBVX1gUgrecfWsyf+88xqp9ep6AMAzalMkDv1ZW0ru7MLyuq796BjxBVjeVIA+kbTfOya2hfRh+ugU2BbYM8m7KkyAuukyLId2yd2AHFDWJf1qashC9Uvu8ilgPLHSsDRQeyWisfXkuFbTC+Q7KycZekGxYBVmKNyexujfobdoNClf0N/dLnMUD4Y2x51TpELexbm9wrHhyQbjEY+y5yYS+lkRby+gjH6mE8CtS8J/7U8Iik5OBm4ajjkspGXuz8ZC1dtVnss5L6r4XJ9rWTYR+HyQJa5YQBaCB+KzH08bxzWIARja6yioKue6UoxIuutdE5LTIq5W1pzbFCJQOg1fLxEHJJBxCH3kUMhG1nWjpEWVbFBLzik58wGpqRRJtB8kq0M9HyaX9+NqDeXR765oWPeww4Po3VdhprxmoMlf4OPW2E8epCi6IPPI7g4I+TCOgwJ2oCzVKrWKszRaLAUSMwwTW6C9dphkL62a+qriN5fpDovUuN83K8GR1B+nmy0ftRS53Qy4olRu/GsJemKMweZj05TAA7luaV2jKz36rOB4zGmuAtHLUrppNLhLZfgVb0Doiji3+ikQqGtZDfkMhtnGVBmaIZhxzUb6gfEYt7rtXBs1UhMogxaPf1dYYV0jvvTOb7seIeY246RdB6OobMlpXVJa8ENY5Di30DKV3GJLRwj6aLhr180Zs7ZekVcw3iecVWdYo3Fi+2r4OzhpjJsxfi6oH2PkcCM2vUMYtTz6KpjxL53G88XYeFPBqjVRcq8x5bS10r/rdyje6yzdTDMWfBqxFddsVYhQeL6pjiqdOM5d/+d+t8XXxHCsB2Hi8OMZBDmfjFWVvn4KyHW/a9Sj/JZ+BdDua7qWHAnxdmaspHzPmhdZYKTNeJnyZr+nF8urWOcY4GEAccRoNLNl+AYST2205Dwudy3yfTjs8HFX2FSVqV07Dmr6rIgmtFxZJm2vkmnS7CRtB0gYf9RS115Oz93D6JzTDyGt3CP/VQOGhdglL402VIxGf/IzlLQyb7YNLGlU7bVkmSj5NhSFrfIZm4TsZCDktz8L/6hy1JKlSIj5gCTdb1mUqB9KQ57aFUTHGN9kJcFEYI+fhFJujvcpIDFNgoBGoLjOseKKn+0QKSFvGP7cXQOhjlUtOixs3peWdvKLizgbfjKPegY8U1gFamipr99Kdi6I5s8/54Iepnfk+SqogRF1jsj9XFmsBeTEmcHI+lhzGjzJWYkZkn9RB61n8PIaFNDvGQEpuMnlZlGHscXr+oMCYtNoR4ec/+C0w3kGiORZKBkSukRQ6+Oo9Jlz4sFhTR0UTdm5Ibiyhg9iyBXELWopDGZMjNGw486/KReAs/cQzihNPXyNDB5Y1I/WJvpMRjt+yUiJQYfFtDJwLhKazBzEWXV+s/GlI51cdaBApgpuCQ8PKMNvpyRiCx5AfDcyGjp+0zcM2Np5YMJ2jry8sYfjSlqPneeMco/kYmMj/fjyLFjOCjVJlMviP8UzNY1mkoG8Ok+1pTIFgY6UyChl0YgmSJ0XBVJxlz6T6hFJWPJMnCsy1ci8tiUlUu3sbDPbyjIpyZz74rUamz83LzOLrJkd4J5ozz1feUX2OBdUflWpUZ4pc9Q3f5nv+UGpfPsmMP2ojXqd2aQif6XnyWdUyfN+RM8b0FLyyJ1C73mas9ghvOqGjoj1mBqKUxOztnErDN49IxSOUaak1LcXrWMfVg4RryMRO94ypFKSFHYoRU3YxkpU9bbhhq+GD2fyj7UTJKigCtT6S038DnttHRXWC9cSV6A5Zv301UH5YrPJLnKSsfmsO5hLE2mElLHxXd5LQxlpg6OkbxfPnlen5FlCtkf6S026EqPtKzIU0rWn+H51iPrjXTbKhW3juRHeieJK9WgciLv76bzxYM0qixm678OD6ty1LggjjKaRa3noXyUjvKf65taVBZsuabmRXb3ndZjcsb8x/TN8qoxqnxTS5YYkUrjFqhZ+A2OKoQaVv0lkpzd/Xfn9ymy4aiZTa232bmdpQXC1DFbyjitP9p6bpoDoFFxMywz0Vbdg8U5RjxjyNr6mqBpxWytv7KYS4lL5xjl4WhqApZtyUKurFTwW0E+Cmze4OpCxevmdemiaEau412+nPRnz5rN4DdghAWRFf2jRUaUG/TO1oCRzzzWjvqbrIigpOBIFjo6cYwYKc1/M78hyqMKqPe3F9BcKpljhnwvHO85G7XXRWA9axkgEoMGVKY9l/UwKQMpyTFS9YcDi6CFY2Slw0j/BK14CMv0gVgam3yFAtS+e2b3GFk72Xf641ifjUZ2Zq7PDA4QTYZKS1+l0lIKSxYr7yRn8WxXTLJtUgg2qD+pSXcqbw9Ry2UZNHJQkzIG6vPK2FZ2fv+Sl4EAACAASURBVBhv67/clY4Rj+a61GNk8NCpdCphBMLSjDeiywjym8zvwxqJitU6hQ+61yT3Et2xVKW2rj5fW+wnh25AWBvna3KWPOxlXjN0xqCFgGOp6I/s8DjviY5hg9Ds8ntYvmwbTrDSJj15QF4qRvZcjW9MjtG5fiXcrcEPj5ppKmkPsTGuR70S7ktQhYMpE2XtGJmexxTQCIpAGLIkFodIOdC/tBqH1TM7qqx82gWUPPtSHrkfEwvOwkzkkiDDdZm9y4OEcs2WAzFlQgf1PhpHhUDzDfwIdo/z8OwYhkHNLuO95cuwjUp6eRnJjsmBONmfOWsyq8xnkiMB+LSPwoKxz6rjsnKMMk/k00ioSXHvXuyhxudr9xFjz5uLMElh0ZDGc66fi44RM/hGIIfutNBXLjgIaurdWdx/Erbllqey5TkI79gYNb3PklH5Fh5Zr2vuV7aC/mwN/S4I0+l/EsFJ4Q/YtzwcszLoBo2AZfQ3XTuwkhl0VjbosMssjAbLchRlzeta3BnD5jkD04yO0fp6ToydkrIUVtlNVfPJ94a4Q74glcRkoFzbN7HkzReL2asWPVnOMkYplwyZbL7OzMCaXD8DyZszcegLRl4CVG0WiJkxvPFVycCU0wctlAg3lRLFrw/EbxnJ2JxJBA6sGZ+a81sGL8QsXdN5icrfvMBsDmWwFq44RkaZxwIqlHF/x5gJNZ9FK8dILYfV97ZIa3Fed1+MhVy6284XZ2w1OEbOZbiDjGZGaXxtLNeXr6olmq727RavN5yS8ljIIKu7oqTMclGoLCeV6Pnphn0RFTtA65/SXQqsLzlnryhWzqp7mcuMkrLv7Aea8606PGRodvusA/5tZsZV1qe6FXEUFBKqIl25NMN+3EUMU+/0K8Yxknps00BNJGqPidp3WMylxO47RloJtRf1wswJ74jGNb2lQKNDwIHBw2WaFFhpJ5FSbY+eDLrW0rpEn815BjBNXyoqZcKmYMV+jY3Vynqx7oUzO5faL6X+nNCt+F/jpqiYTfLz5wp4buI6TG/3I+nIhTj10C+4VicII3r54NSyWVi+P8+g/0qUjerZMV+87sQxMslN5ogMyx3pcIeYue/e0TEytnxoM3bSg29Zhu0o79h7F516CJeu1cHgEV1Q7chbiHlrP/LqmXrMs+aje/iHVIPCZUYZ28olma636d/vrGPEBYITVjq5xEbzjotlpZOEQwouOJSLUdNx7iVc+80KsXJUplIBOyaw8ifHRn2ZXecg7BRhR8H/8MRozvqjLXa1R/+BJjWLX40abYZj1Eu8W8LaMXolJtdwqzrve6qnLytRNzEXoLJg/qor74OyHofqxVvQnFv/ghkay1GVotE8+WD1PZ6lMBMJOCpA9rx41IjTRSOthCA4rtpaSGv+/l8dGhx5D8VM1tBjmBdb73RM77MKX9GgrSJ0lo4RhYhz9Wlmnramg89SzF9N9seRnswZKcSVnCsovPQ5ls1aLjGbeTQOxurl8uWYZmPMjJtah2sjgblGrmEuNpLJI8HqvmYYSdrDcJkrn1NlIu+QSm14JEgt85NMAyeOEU93y5k6v93m0gjFoC7U13pr0VJD6VNxR8HsGKkNzKx8ao1Wu1yMY8QyJqnN0rSoPyvpG/wNXre8w6kkx6hsS+mkNdj1lIkchQGiKzFwln2xcIyg9B7cr/aryaWEG86ala3WY6Lvz/t8bjdE7KypyRUF11zD3XCst125NLvIeA9cicrfvNYOxpz+CyWthauldLLMO/qaPhhkbQDxs8jLlxwcI2pQnjyQMsvE9mjoo3HFMfo9zlf2QWTmP4a2jR0da8dSOuvSM74iZhktVRUcfc0YnOH6xqEcyNkhd++djn61XIJdXFblw6cU+cbWKPY6hjFn2JSCVcvhTEENSQ+mNi6+50Ql7uE6Nh8nKKvg3fYZ+DhM26KUTiIiOITuaZFgPEDqh2cmFX2i751US7J10XxpDl920F1LUoxjJK3TKfTOIPID9Z28+sJ5ttx9x4izCOv7WWSH08ox4nvSUMXAS1ytAk5M16U2Q5qVV6wEqH/zrILaKoMM6eKDazA2Ih0XiswykZBn7xqWi5EOPXmyDi2K4FeD5FGWqD/izr1MRBH/xD6HNgLl/szrmv4rSTaqpXQO5BMWcpA5zbEVMEsXJGbPX1YzXldpJO+kkh0jer7/EfR0KMt34hjxrLDhjFs7RsO2PYrIdG1fy9m868YWFK7H1EqFMraVb5PjU9Jj77Bj5Mo9Rrooigv3GKmGYUkz1f07F6SGCJMiyHJ7KzXajPzgjS/RTWKlcz096DgMCwEnKdkihOpTvlwp6Qwp9bCZBOgb5/ojPbK1k3pYbpTdNPa1FIuPCz036mW7rpAvyCng7S3TtINuZUSpZS3amhcX5XMu2Is3whx/Jwv8olC9scXXWI58NCYHLcojytiDpPbZaLXhJTlGVJSnNBnrFJZkAH+KvxlqjOUF4mWQWh+XbHzkDNUTNfAUexH5iOkyxoqAMjqt7LfTSCGYHV6u4J/COFKufjsmYsDZQVpJnurw6ZWPRV18SWfO4BgRNXrsOEzJuIDyZppWp44Rc8bG40a4nsxEbhg/1TdNZiQ0fEowxtVAQ9mQL7i0V531+Vk5RhR3k/oc6cqC+m2JqvtSJtIPUeTSojxGDX7oDQ7F8P/CVh9t2zTEqT2ZOHvNWPqpqFv1AlN9r1VJyt9xuZnj9gbO9bcgEbHq+9M/gDeg25rTPU6x0Mi4HC94ZeOadG28rteGrfO7aLpBvy8cgywGA06igR6F+MMFjoxXrjhGv8f5one++r6vxQXY3GE2lrUyveZMN5gdI6u9a6VvSjri7rzT/Cxemm0VaGH9qL1jDqMVZy0rLjvJz5LZoZOCXVvx5JrVGOCkqV7uS9mru1ie7aMIFLzpeHE8/26BoSfWTn5OIBaWn6FjEGUzlf8elnG/LhPJ/s4b9W2acy4REUTj2nB9Q3wxjlFOGsJGHMHLb09He0bFL72OEwE5Lwl02zG6TNdGBNC1EabSSocsvjIETqpj7EF1YqAzJChLMv5GuNZfWNJmk/6d61MLx4gcrX7/8cV6h3staQz9zmCQ3mGS9gw52unhuDG+L95/2kieJJ8XTc8XLxv5mt40Bvyk8VroJMlZ/ACtdPKLyfPuWZ1Ndp2m53l5sGPGiOGxEF7zTXuc6zrT2qn2hSFY5mjfWgZvlXOmrxjhuGh2Rxnbyi7tibL/0h12jFhGPJQuNjwMD4psv600fbJp8VTwTcOCKZ77ZRNFtkqDbIx4ugyPwoiSWaBF8TmjFZ0U2dBkZAOBW9AyZRbalbVjJAnsZDw8V6MIVXFRaZ05ywtL8etYgkpgUOHR4B+pr2CZ4V6EEtBhTCajz2IAcwQtLnHlJSh08l2i65ZKppZXRyynhpWcoFhcH8oJE6jdUGKuI95x3ZpLyvndplhnYihjo+eK1EwzbCl8dNN1VAgytskPz9X6dtRGRyVKxJygEZSZYCxwWqGxXG5FuSLOBlaiY8TpgQ3ReZlBZ/3PrY33VKn7Wk/WIAvH2OtDNRpd/kzojEoeRNCXCCmO5yk/qtPX9SdxqtwCjrvUaHkRozj5gkq0ITtOLCqpGhDu0PmqjlF1zSlqPgxL55vuUXDmGLHxB5NCSwrR3e9BY2F7K5pYjB0aQ4tzjJQoIdE8VqMsmx4PaauUosdIipASra/58ml9xshMVKJuS0vHSJKE8kXBW09Kd9U0G2DdUO3MyOGX6W49SX1IlZphwBSri0C5Y2wkPnDfMaKZMvaw+KqYa6aqL9Yx0nok6pjKNR0VP4OEDImBR/CaGpWXle8uyibwdVTpn3URW9Uxaqdzigy04spquOIY/R7nS+p/eR9PLtVfgk1kH1snY9CSL6nPQ6e/JOOYGdjxqGpxabZDVp/NJ/oaRql039qaNA5eR/f3GXIczpWHO+80PYXrvCITZTe7LDU0YgNOVdHpsGIIa9SMkUX1CHNOohHueN4lvBgtODHj5Wp3CnE9E311mME+AfWYLiG6/63E4ePAoiplwiPw9StRxnvF8ikA1zcaB6porHhyn9QXUBkWiSRoe+QQLLn0ukmvFtdj5LgcaomoOdBQrB4syWLiwTB9IEkx1k8RGZWerIc7ZjdNgQ7eDuBQ1s+eE4wzg5IMlRCfpyTgt3aDnV4mzvvMCizskJMJQZTJYsxsZgOG1qHbJ/DTZfXyUkei5+qKkn77C1V/TDgToKOp54EHTc8XJxtVfWp5j5KVTpLtj61PrtECr8z+6LkZj8VqVwuomX29nud6QxcQkxiOcwbr7oTi1xtcMzAayxUkrI1ER/ohKz81UKZmbyXW3jMI0GVoef+XFshQ7POrejkkHCMnp0rZCE5r9bVF86hNlxc2rEy39J2iywdzcNPiThttc1RC/Sebwad8AbKPfEUNxES6VkyjYUlHXrqjJjQF31dogaGLookOtwC7pg/A/EOPYURcX+CtOdjy8BSsDGH3yJT1Yiu1uwcaoF/kKLS8TPcXxH6Ecze1bIzKc29xCRrD5I0F1/BGjHZvhCTn6YLWiaPiQXE2C8rWkhCRL5ob9X5LRJsMV/mSr0xcZPdm6B0F1a6wuuCVRb8H4L3mK7GgJ7sUVImg7bCjSYdeaIM92CRdjGa8Q0KOfC2D9yzNaZReo9KXW9HJupsxUgy6aQfQgC5QHdXyMlJjY/ERXR6pMTLJazTzSHMMoj6wVkTt8FbMW/IloTrnwOgYPYBD+6/hcV+ZtIPdor1yapREnexwdwAv6/m1Np7p2hXP11EuP2WXb5KC1zu1cjnee7hO91b1ov62PeySSuJyNhr4/G4uOhfd52JZ/9r4alU4Yn58FH89cQAFfeYgsuNf8MtXyZjLLokt0F+uKK/VagRh6qBq2LuAyldO0J0mXPmodw+Ro/S2dndFiTuKOUbH26Hz+Xjpjonypr4x9fdOHCNmOA0l8oaNY+hiWsNHT9Wsd7Kc7QO6A+rtkRiy/hTKWzlmkm5QKNDd6TFibIG91+PhGL3hqhjy7K4c897Wz8GpY1QCqlRi8m3GPEQupwsyi6hv0uxYlPDzwiv/hx1E/718P90hZjKsS+MYcZY8mTbbtbXgF2U7ZA7Z2C0Uv7Q8lMGNvDwSa4k5ip0t2RA8gRrP9UKvBqeVCyb5HWNyJIPNZ1WlEaizk92Z8hudi4VIGG66M059Zwk9RqQD5Lvv7uT5UvTEPm9VRpz6aAc+YLpS7Zk1XvAr6cuIb9Bl0XwDxbuDY6Sc6R3lfNEn8AnkKZdkk1LFIokuuMTTrX7B5XeaH8kDlMSkyO7k69XeB5c/US4wLk8G9grKJKr1bHLm/FTvt4kNTVdLx2UTsSzK98uZ6uwUp+VcH91darKyVDKIFv0vEt3xelys21a6FLvChSzs2MFIS6TbNa11K7ufb1wktuA5DB33Bl5uIN9bxO2MbJ+X0av599iScR4P9o5C7ICmAOmHpNkxSL/WxnAHlAyT646Rvv+2OHngdsZIOUPDiNHVq3FfTJ/3Gmp/tQIT515Ek+ancMQWhJlv+uEhugsreS7TGZSNleQRcPTQg6hX/xu8GzELG0iXODiTzBEYSkGvjWOgl+6fL3gNkR/ckC8Zf/0VtG/akErpgCtnjmJHSjxSMqk/0mFvMLzYnWXUT7tKl33Wdijp8gAsLSD9NvJZVDj5b+mi9FMNRsnZWCnQuAo5rUaQ/quDI2/F4C0mH01BFoaDma7bfjwZYyYl4RRlK80XZhvX0VTiKN05dwCvrOYU4QqRzxY7WpA98AwOYotyKavBzrWSj5ItEYtvarL96oNsurBZunzesFc5URD1DjvYzVb2rRK8LWyDCRN7o1rWCkRtPET2GneSnT2vrG1l1+VQWX7zjmeMZGmRi/1r5mDp9m/wk8w1ibpP9MDQ8YGWkQJG0Rk9ey2ysn8hli9i0qr+CJ4natpxnTlrXOkgkaOr8fjXoVzYfBqjRaWLkoP2G93g3qLfRMwI4EpUW+zSvYn9yuSlM8EcPharyGBk94YRCCpT1ANKD8BPDzvess3fn5e1GGHzz+CfCxehe132Vzkiviz7OYQvnQSlz9/N4cq3P4/f8hDejA/FMyxN//lcdIvYKd2LVOLH3E+hKKVvuiySbxY3z9lWg0gJluDNF5njpH0kpzCxFmaljqVYCZvaXkQNj0Imu/b5Vj6mC16lm65XscMuP9Sj9ktG7Bjl94JxiNnJDBH2cWRmMWeM5D65cnQB203clNggqqJZ11BMHswvpdQmYM/9GAsmLERmdqGyB9jze2PmAq25WP62ciu3Olb6nu9orJymkVNIXyOc5o6Kxk751kLYKsnCuh1FnsdFrJecKWWieCl8qUoGIb/iOBLfCEUKOXHyb5WAwUNkELK/f1/L8Zb6ktZCNf5L+qL878ZeAxa1mw5Md1YGI1/uOe/7LoiP7w3pCDjLUrizh91xjBjkpr1qP78dMyYukRxo1z7GRve8rHWYt2Irjv0ok31YfzxQsVY9/L2XWQZStilhJuI+PI28qzIZidWHsUZVr/ssAidP0LHaafXs1nd1FDcbCnZNDcaSi0TyUMJaXN83G/2mf4L7TYQV6tOdOEZMvml3oDG2KJrr4jBEbuNEO8T+2Fc2OPmVuKoh6NJC6OWzE+X+e5wvBxlEkzExaJqnJ/XKLrlImbx49JYPhsWVCnIgLXzsKhxS5IKD/HMJN/lLrr7T/EhmWBpkE+nBqs26YmKkkf2K/U5ywCYcR7e349CtGntpFhKmzJaCOCV/2MXlwzAzvDOYzyI51okX0dYsB5UHsazVhMh3NJlpIfsd36lR9x+75AFvn4ZoVOlnfHP0DC4VKvLA6y94+skHkHv4JH78tTqeeH0Yxgc66gYrx8i9/VwMIu7IOPP+s1WCbyj1XrejtohxCoub9Cr9nWl6e4nptH6IiuMkMfK4WJaPEf6sdqhxpJ7hbzOInS0ZnyiMg+pMiGTJp8XrGPXmAAMzmrQ3qCQykCirk521GEiOqzZe816X7KlIulBcEZq2Sk3QLyoOgUqEwDpotBvTO87GPqdy2rgG5l46+W7CmxiyKgb/rCWdIuydOwrRqr3hQRdaz0SMjh3PWeDIfI5U/a2wll7fPR19Zu9HhbYRWBFhvNfOMmMkDScLi8MilTvx6L9p7Zv0i0JcYBP8omQ+bb6hSJzlp7L36Z9V8pl09g1zRqv0TyrtL2+DY1TaofyOv+ONfmwI5bxQnZhX3AiY3dLAC6/k4ArRYJbzqk4sYvythfjhixOwP9Ec+nsdzS+y5+ejyNtbNQRQmI98otFUH1PKkRXSc2303DLBgJyh0z88hAa6ifA5exqY//SDtaOQMPH0LJMRFI9C4RXkyAvgdN3t+bnEzkJsHoZGUCeP1e8lMLKPmiWuB8ejxOfzsRY7Dk4+Yn63QiJR7Jj4dzxRhcJ03MC05x7GsYLH0by4zVjKvWb1s7ysBERGp0tGiY2CFL7DZdp1x91QiPx8ohm/1Q1/S2Mvw70qlXOuwOUulPEb2qLEfWMedk7KCAzY4IEBsbPx+qNldH5dxsb1tSi8cgWoou0vl19BhsNpqrxt0EDLCvCzaZSfrj/R/W/+TueLn31XZYrLMlw582Wg90qvN7jcMetBx9UpJMXg6cklk/urp/2ikHSMJz2ruGfoiJxckf36R6nrJf+R6Trvm4oeucN2BqOpzlg2H0ks28L8M3ccI2VO/JyZdba1/UI/4nrQvK+YMxsZjXSFFtvHdzhmT+noxM7R9gXtDGtdKrHYhWPZPha8dO5U86WRxnvTia5XdbdrevtWdp86Hotz6hTTkl6ojt+ov7W5l0buamfAsPascuHrc6jxdFOdU1TSAP84/y4coz/OWomRCgT+/AiwMpYhH+KxiGkIJKbwk8kziDr8Bt2V4NgM/acDQyJlOYvuJdDmO5u3lL28zi/8/NOhIyYkEBAIuIEAC2htXr4Ab2cVodnrI9Ht2nJMpQufS+MYufHaYr7KyrOG4MPHIjBNFu6YMSsDNzrEIcWhXNqVN8qlpvMv9cGcN19A9Uu7MW/yavwfL5Fz5RHiOwIBCwSEYyS2hUBAIHDXIMBYcybkh+nuc5CJAj79h0Lbe9eM9DYMRKFSzavaCM0fr0UX77r3yT3+Kb69TFHTRs3xeC3Xft3EfwZ6S/Wq4iMQEAj8GRAwO0S8VK80PUZligcjE5mQjzAdO5zEZPfpP5xc2F3S24kcots2tEojgiSlnECmDAdxaBnvOCvpSeLfBQJ6BIRjJPaDQEAgcNcg4Hifg1KvXpddGkgXPf6pP7zB39X+pFsHw/oOmVt/rniCQEAgcGcRYGQ/mxYTQcHXwBMBwzCm13N4SFcq+Ls7RozgZllNxC/qAX4zlzymutIVGe5Ld4s7fBwYJu/sGoi3/TkQEI7Rn2MdxSwEAn8OBIhGuNuqGpirMGPxC3Ir6i8+/nPM1HoWhaexL2Urdpy6fEdmKTJGdwRm8RKBwG1DoPD0R1i5dBU++OZ+S4eIv/h3d4zAMjyrUGOuQknN6dIrypequ0gQr8OR3YsZQpc/ryWKbtZ3qFzJcMwXM7ay+yfFRyBQOgSEY1Q63MSvBAICgduCgEznH/t1ZTxStxDniZnITs3C7lII35ahiYcKBAQCAoG7AgGFvW1+kkzNfH81NG7eBDWKIZO4fvYLHMou+B17jBQWz9ivUfmRuig8T2x9dqsLqF0HWL7OZQuuP1IP3tnncP76/USqyR0l158jvikQ0CMgHCOxHwQCAoG7DIE8HE19G6lHL6OCT2v0DHpZotgVH4GAQEAgIBAArp/bjz2HL9JFDqX4eDdG27aN1XK2Ujzhln6SdzQVb6cexeUKPmjdM0i986m0D7Wf/xhrkjORfaMamvr3QY/mxus/Svtc8bt7FwHhGN27ay9mLhAQCAgEBAICAYGAQEAgIBAQCCgICMdIbAWBgEBAICAQEAgIBAQCAgGBgEDgnkdAOEb3/BYQAAgEBAICAYGAQEAgIBAQCAgEBALCMRJ7QCAgEBAICAQEAgIBgYBAQCAgELjnERCO0T2/BQQAAgGBgEBAICAQEAgIBAQCAgGBgHCMxB4QCAgEBAICAYGAQEAgIBAQCAgE7nkEhGN0z28BAYBAQCAgEBAICAQEAgIBgYBAQCAgHCOxBwQCAgGBgEBAICAQEAgIBAQCAoF7HgHhGN3zW0AAIBAQCAgEBAICAYGAQEAgIBAQCAjHSOwBgYBAQCAgEBAICAQEAgIBgYBA4J5HQDhG9/wWEADcOgKFOP1RElL3ZuMGPaxaQz90DngODTxv/cn6JxSe/ghJqXuRLb8Efp0D8FxpXmLPxeHNG5F29DI9qAJ8Wv0TPV5tjpr3le14xdMEAncvAnfmzN698xcjEwgIBFxFoPCHL7AldQuYyqzW1B99egh96Sp2f8TvCcfoj7hqYsx3DwL240h8IxQp35fDAxWB678UooiNzqsVwtbOgV/VshiqHccT30BoyvcoJ78EhfJL0CpsLea485K8HZgaHIv9NzxR2eMmrl6/KQ3QVscfixJD0EQ4R2WxYOIZdzMCd+TM3s0AiLEJBAQCriFAujd5DCYlncA13Q88mo9CcmwXlIl6d20g4lt3EAHhGN1BsMWr/mwI2PFpVABWVQhDzGhfKeNiz92OyCFxOEBStHzrSKRHtsat+hr2T6MQsKoCwmJGw1d+CbZHDkGc/BJEpkeitUsvuYDkkNE4+FIMons2AEtoFR5dgZDx6bhAjlb9vklYPaDOn22RxHwEAjoE7syZFZALBAQCf3wEru+bjaBlheg3dTz8/uqNm99uRmTYahy+1gBBGxIQWPuPP0cxA0cEhGMkdoVAoNQI7EPMgM/w3JoJ+IfOMTmZ0A/D0n4EHvRH/PoQNCr18+Uf7osZgM+eW4MJxpeg37A0/IgH4R+/HiGuvOT7dzB2YTmExQVAc3/s2DG5E2IOkGfUKgwfzvG7xdGKnwsE7mYE7syZvZsREGMTCAgEXEXADrv9Ptyn0+/2vTPRfea36OSq3nX1VeJ7dw0CwjG6a5ZCDORPg8COyXgl5kCZOUbWuOzA5FdicMAdx8gJwKojJxyjP80WFBNxE4E7cmbdHNPv9nVHY/B3G4p4sUDgbkPg+AoEjv0eA7ZRqbxLlRp32wTEeEpCoOwcIyrv2Z+8EKs2f43zSt8CdS7A06cFXh/1Jga0pGrMwtPYGj0DCfuzpR4Jm6cPWrw+Cm8OaOmkVtOO3MObsWbFZnxy5pLSVyFPyeb5AHyatUefwYFo+6i3RbkSNddujUNM8ic4c4n1fXig4gPlUFhgg88TPTB0fKBclsQ/JxPQb/RO1Og6EZEhzsZDX5Ya19dgRdoenMyT+zNoMPDx7Y+JY3qiqctFp3ac3z4b4cv2IYc9xqMqmjl7twk3Cdfqj+D5wDCM6yyXRJk/9tyPsWDCQmRmKz0v0vNDMXmwXPJl9bHn7kfywnj865C8Pq68R36OgvV6EyYtXscwM84l7UjDv9P670/GwlWb8XV2Ecp7349f83/Bb5518USPoRgfaDUX1lS9EksTP8Qxad3ZxwNVG7VBp3/6IPs/2w17yeZZHY883wPDB/dAcyfAFJ7eiriYZOMe9KiIuo3b4dXBfdCjeU3j/itjI2v3XH8szaJptByFtEkvKAg5d4zcHa97jlEeshIiEZ1+HD8rZ9h3+GxM6VjX4Qyy/bRmTiy2HMmDfFLoDNZ9Aj2GjkegrwkzV8+f407H+c1TMT4xC9JxZPs8YBrmDmhqeS7c2n7FflmWTcvjkvH5+evK/Oj1FWlv/v0vuHooS5E7XEQwWTdM3bP289sxe8oK7FfPJ+2nZ4MxJbxzMaQdXB6mYc9JjimTsb7oP3EMeloJn7MbMGrCv/EDHkK3BUvRt75xUvJeWW96HsnsYaVdIzflrjKcwqPrMGlGCo4oMpXpICzZGQAAIABJREFUBt+QaQi3km8kgz9eMAELMxU9UqkJuofPRAjTMUwPrZmD2C1HtP2gk6vn36E1ON0PGyP+UYZn1o78bzOwLNYoI2T9xtec4RKNGQn7kS0JV5JJzboidPJgox7iy1PMulmdK+1Zv9D5nIkFW4/hkvQeGyo16Y7wmSFg8Jg/Oya/Qtli+qsuKHL9UCyGTj+FDnMXI9Bp06GFzGcy0Uq33uqhKwGL5IWrsPnr89DMDk9Uf6QlXnytP4Je1vQjk3Ojd9ZA14mR8l5x+UMyb/EkTM84rdotbccvwIQXTTLM5eeV/ov285sxdXwismRhR3soANPmDkBTl4h+CnF03STMSFHOhmSf+SJkWjg6OyPxUey6+H8dUvatLGMbtemHsHHFyardmOu/FLLaSoOqtiymLhMbvI33d59ENu/RVb7H7by/VTmEPZ+dw0/qIpt1Ca3RunlYobc/2X4sVqaydQ3DrOMvYVl8b9TVjc3RFmJmHrMVAvFaxVSs/t+bSBnTrPQLKX55VyNQNo6R0tB9gLbWk21ao3XDarhxIQu7dn6uOA/UJD5uDGpvXIOLfsPQuz3V/Zz8AKnxm7CPvAKvxkGYuzjQ2PjN+ihmvIElByugSXs/vNysGZo2qwNqPcelkweQtfc/2LbnJCk/G2q0jcCKiNY65yofu6YPQOzJ5ujZqyUqnPoAmzKOo6ghvWfe3/HtvAgsP+gF/9iVCOaC//hK9B37LnJIl3iRklhLJUUOojMvC4vDIrHtnOIQmZfWqzGCilUm2g/yd01F3wVn0KRrVzxf7TJ2b07HoYtAHf9FSAxpoiltwnbywBh8YasPXz8/tKQaqAtZO7Bj/1nJMPWo54+Y5SFGwWj/FFH+03CgTicED+6CppRXWBebJGHtUS8AsSuDHZrs8/ZGYXjUXvxSuwU6d3oedSpcxqmPduLD47LxYblGbDq8kZlhwgRm88dRqzxw9exBHGdGn0c9+McsR4hrkluHaB72Rg1HVOZVPNyJDPER5AT9wrCIRbbfVAyxbcTir9sgbrm+LCwPO6YGI3b/z0AljlcF2ov7sOW9LOT8Cni3CEHsbH88gis4c3SHigtsNdA2YgUiWutXXWu8/LX2cwgKHYAXG9dFTe8iXMnJxukDO5C6aQu+Lt8eM2PGaIZHGTtGVsYLYOUYlW687jhGJxODMDrDA21o3zbDEaRv3onvrjmSQNiPJyB4bBp+qtEU7f1eRkPa46c+2oEPjuaQE0HGmu9orJzWUXPSXTl/FqI0j7AeuOg7tOjVCy0rnMIHmzJwnJbf4RyVqRjmZBjncJPt+WdfQjs6mBWufIb16w7iqq0IRUX3w+eFEIQFPIz/ezceKZnyebXVaIs3x9TAupk74NGmK4K6tEejChdw4L21WEsy6ufyzmSIrMQjt9E7LefihcZBc7E4UCc72PeYw2lZcqmbgxQ4aI7H5YOLg9KZ90A9/xgsD9E5mCWuUSnkLhvjhWSEDF6Pn1v1wcje7VE1exPi4+V1rOQbisRZellMZ3zyQMQc8kbTVg3hmX0EX539GUW2OghYNAkVlk5C8tUW6KWT+wx3L99wbJjVDt4krxKCI/B9/3WY1c5bQ7LUZ1ZZlw9+Rj2+D25cQNaunfhccV69Wo3DpHqbsez7NhhG82uEk/ggNR6b9tFZoHH7L0pEiNkBcbJu9uOJeCM0Bed+o2Bck2dQv/JVnD14XDZaifDFv002thyoi6CwQXihzg18vmwWlu+/iKJqHShIGIoWpqCYtWwB8rJiMS76IvokWhDIEIbJYyYh6cz9ZCB3wj+bmfS9pSy9hQPoBAtZZ2Uiz6sJOgwbhl4tG6J2FRvycy/huxMf4L2kLdhzuQGCF0WjR937cHxlX4x9N4eCZe6Q1tA5SQhG6I4H0L5XezS8kYVNm1gw051n3MLc9T+VbIFF+K5FL5prBZz6YBMyZGHnEnHOheQQDF7/M1r1GUk2WFVkb4pHPJM5qATf0ETMMpP4cKIeOkDMyW/yTH1URgF+OnZYsutslXwxeuU0dLQMKHL9xHzuD4kgyAoDLtOy4c0Cl327oH0jH1SpXQW2/Fxcyj2PQynLsGDneeXH3mgSOBmjnziDd+NTkMnOPemSGm1HoPu1NUj6rgm69uoJv1bMSNqt6XZLIiR5XScc+Dvmme2nkykYMSERJ0ivNe8XSTL8aQorkb2QlYIFMWn09/Jo0Jdk4wCTrC2jZRaP+f0RuHXHiITkioFj8flTsxEXas60KEqMNYnTBm467B0s6qEzPCUlNRZp1PldrUMMkkNbKA6BHYdiAzH9VEdExfZCnZ9vwrumY1bITinNgaPSqc/CCy9F/RuTnlUAPbIYfRaUR6SOZStv81j0jj+Kmv7xWB9SXVau5zsYekBYlGA5RR63nbOhdWQ6Ig0d7axxfTCSTpOybtIBw4b1QvPq9L7rF7B7XSySmJJjr/dqixlpEYaeE8dlPoLFAbNQFJ6MUK6pFAfoQAE19a2hpj6pCUR+57+qj8bqmTojkvkjlBGaN3oeMi+SaKgTgGVJwWovSw4JwAF72mBNQqDWS6LD+kEJA11TCjNMhmxGrZErMa2jMQqmJxOwNR2Gdxb10DmMfH1/RT3uvEiKV3ZqFh2zoSgnB9ds+jm5tumZAT4y5QJqdl+KtcNlAfRpVGdMO+uPpNUDaF527J0ZiD0vp4CCvwwRSdCNpd6eBztMV8kQ2Fh2TA1BatWh6HpjDZZn5lHrj975pCjaihCMT78gKUzf8A2awaQo5NxiFQ/9ft9h+Dyn2/ulNrKssXHZMSrleF12jPLfQ2jPXXg+eRH4MeYO0IXyun0vOeYz8a3fQiQMN2ZuWGYgNGIDKRedsapMu/jzZ4UNO0fz4DFjLYZzwzJvOyb2j8OXN5tjVFosuuhsX9d2XsnfkpwxFmZv3JfkkxKtZefrjdm4GBiHCc1OYXnYdGSQXPNqOwNptEGLdCQXztgEVSKM8o6MhpJRIwsf2QiUhQ/p/3WITVKyzrR/285Io/NgyoRbOEZ8Dr/W64TI6BFq1kIyNhcdg60oBznXbGgQtAYJsjCSPsWuUSnlLjvX8xEu4aSOnMtDMkJahb1DhpW8kFJ9/8ICjFIZH/OwfWJ/xH1ZAJvNBjQZhPULeqoOd2HWfPQP/xCXUQ2d4lLAgrx2yogERtswNWUMOffKp1RnthjjiklBZZ9IbFaPDUHqsp462cnlFckdL1+Eb5gFvZ9m6dDaDyGWqgQyClth3OqZmkHK93wBvYftnXfImVH3PTsj47Dtsg3NKXIfazoQzhwjSYrT+IM3NsA8nW5hcvbTKH/MPkOOltmgpMoBTZZWQwfKsqv6reRj5fwbVo5RPhnevamU2FYc+yerOMjCpZa+SiCQ/fdyyp5twzmbi6Q1TOb1/QQvr52Pjorpotod1TohTr+HbmWOLvz2yOIAzPOYoepDptvkvX/Tcm2NjySZ3Hk+EG6UD+oeNe8bbi/86IUWg2IwWyHrYYHQ5DER2Hb1fuTlkMPt1N4pyTFS9n+GF3pHxWKAReBUCgJEnkaP5TPx0k+rFJIgbkdSaJDZcJJtSZ8Hu2Pp2uGm4DqzTUchndp9y5Mc3iobCtJHCkwnVMV0h2ABt/OK6JGa7cH2/fnNEzE2+SZ8HvgWxy8wueQmI6wLayy+cncgcMuOUU7KCAz87AUs7nUD72b8H/IKfPB8yBtaajaHjG5iuzrtrBeClGnAuG2kuOqjb9JqSKRYkgG2A48PeRi7V++USs1sng3QYfpcjDGkwPnhs5FB+z4ZtDKox1f0w9uN2KbVGQj5mzG2ezyOkhOxmgR9/QvrMCQoDfVnbFUMa2VBlGzL3ubheJ8/kP5Jbrj7FNXNGR3pZyRwt0diSNwBidKxRHavs4kIiq6AeeS46ElNLqwbQkwnZ8kY2UDGCP0Lw2aeB2aYDzzfO1KklbAt0hsw+dg81h9ZHbcZ589GyQyCsAxcNjCZ5eO90J74zzOrDQaQfntqDqhRuTK2NP9pe1HFgIks8CK+6YJF87vg0pJAhGVcho3oLdOI3tIlO5WtP6XhD3volRebV3fE3z8OGfM7SgbUoVh/pDZLk6NRym9OP23M9jGHODirIxKlDCAXeuVNBqRmXJGHrkZWz5JzNiTlEn3XtEdKOrulMrKcP9RVx6i043XZMSJl0u2zDvi3TsGwvb93ZnfM3AsVp/z3QtH3k5exltbJqmBF3jeZdFYsDHkn588SHWYwLauJeHLW9fuKGRDjtl2mQEw6BWJc2nElraju32VDM6OCPkrLAjn9sajSTCQFKwEHSb5swFkbGb3vk9FLT+Djohgqwj4k41V9KitLWokl6btxMlumYucOlSTB7Hsxs/tMfFrdOjKsD16Q8FECB8rDrYxKjnEV4/MkJzfiG3RZNB9dLi2RZYXNwsF0skalk7tk7PsvhNdcRwIRHswq0s1p19SO2NYq1WjgqzpEc360BWPyjUpRD1MprmocnURCv0m4Nj6NDHflm6U5s0z+jj6LASnOAmGKzDrK2g1NwSjptWwcw8B4Whx0hsW6sXPlv+IyultkmKSgUSZ5RhaEL1x+2ChrptdpbATFOUbM8N48NhCftNPhzbCeko8xToN/ellaRo6D1R4mWfRq9H7U47rSjRPM9VZznc3g7Od22heBR3oiRd0o7Jt8T3mT86fbQ26Mwf2vsr2yDDXjKShlFHay/URBy3STHDS8g3S//0IvzHUgA2Jr3BvxR4sMe1AOxOTgaYPxzwKhwdhYI5yC4A3xsfK7ap3iLMrKSnCM2D6a8CXaWWVLlbORGDQbv05KVINeqjzgc1Xk4l5p21udL21/G/c+k+HhuDrSHPymF6v2alMMS9ewlhzIFcBwFpC5pGThXQqCu7/S4he/PwK36BjJgv/D+5/CT+f/B78OVCSQQSVheZTBiUzBJClyWVKTuKYcVIeACb24Q/AgpTyMImN+9AyJArnIGA2zjnbYKYoSjOzhSQiurwOYOSNDUnBBVRwUTQgchV3PxCDNIPQoT8MclI9a6rJJCnNXbm+j0WFYvzykjuyJ1d/QH7nz5Wx96ZD5k7A1v5esK/iTMXJVqfc+FBtADt4ahyif9lhulOoVohMBKv2IGSEUcbxaWRPoTBCMzsEwizILy/c0CMIGxaGTlPHXLxpLNJgSi7iG8fx53CGF6/SW+eTMdKfsnmWUJ/ow6nSivjLswaY9VTBinRxplX6zChj2jpbNADPggj7Gi0k6w4UbUWYDkhuyKK9mC7nD8GDnGMQPbwFvVxstnRlZDn14rE76WQSOd9Ifotpsjn0AVueqtON11TFi31tWM97B2eDrJSunB0kmDMb5YDk6b/25gHVDaB+dpYAH7fVt5LTqoXU8f04ew4yWk/2RTBlFw4ccr87keN20MARvWeRKZ/S/+Ic+Gm4nGee/Hx3SdLTpdspcdaDMFcukbaX9x17M94XeMbKfx+aJY/EvrwCEDe+Kp68lyaVvOoeEGWedYnLRmweOLCaRlzoSPWXhg4DVOtlnZVRK+HyNFw0RfSY3IshZ4FF+zahX5bLuvVYysnRyl2F3BD3TqMzLPC9VdnAjxZlsU3RMZQpqWDyHZdD7smybro+Gya5VtZeSI6soiVI4Riwwk/jwaizr6bxfhTsezgw39eyZdYbDusnrsbaa9RUAxTFhFuf8FO8YKXL1g1Y6md8NqY+vNVZ+mNdNJ0vNQSVz/yPr23j8lRCEjngRVO1m/bHaw8p6lX9qOFbN6o6HXOqx4Y+X5c9HLa2Naf0gGK6r6q7F/I7GwfE9VSdgtbaHblm4FPcA2uOBJ9E/mbIiRmFHmaBpyLypBWAsn+LM5qAvc/lNkSTFucqhSpW+WF/BWCGST8/ou70l1vKqEW6v6GWc+nJua1iV0sl2y9v1Vjq/HoJkVLe05tigD6by9z3Fg6PFBx60gJEpW8qeMxuYYiVz+F7TBxhYdrLvRtSby0teZXySTrMAq5tB09u6R8TDywqBW3SMuFOjy/bkUWamN2Vm6nEDuiTHyMKrV4SeXpnwwytFgX0PIWHJSmw5SOVr1NfjP2W2rpmSjektPLJeH5GloKtkXBxAkc6wl5QCLCiKHaIr8jy/eFXJ5DhBX1XAhogwJxDYipNUDix9bl5HflF5eJcvZ3zSbwXIZ82H1DRYuaIHfS0fReW9IX/NEzVbdnUkCVAiZ0UOUWirQWqChNf9MlyDznbFJNsmpbnUulnXvn0iOsR9SQ/l0W4Zk0+e1ysXJvD8kd5ig86Z40IEeGpchoOCsRolV/JWSqfw9D6kbN2BbMp69Qx6WW1Ul35zrLshasbWvP+xPthosND5njU7ameRGDQEVL2nRZ/USLSTBad1qvVYOwSHjsCLeq1uZWSppYy0kkSc0fQxT+QeOqEQlRRfr+5qxkjKMErZV/fGa+0YKc3Vm7KQWyg/77eCfBTYvEFb0/ih/cwuimWNst7UplKQT2VN3hWpc4V9KqHRK30wVLdW7K9ydksC25HS3DK6SaUMH1Mp5PoP3T5H8jAeRuvuo/GGE7ISlwUqW9tVNYwGOLtn6uMXkaJm0qh2PnYcpmRQWWfAMi2LZOEYMexnFEXoymPkgE36T1oWXFqfL15VjVPLsaqRTpMhYmFUSs/75HljGTFlxP3TWxgMEVWeqYaI7s2WMvIW5a7DxLhxxSnprWU7sAtTX43G/ppO6PE57jrHSMId07SSYrcdI7ZOK/Hg3NdwIjwaO1lZA/WbtQxeiFk9NCKSkhwjS2eZ4eCwbrLcOtXbWobeLseIyi+IgesHDJaynmw9kvDwjDb4coZCAOBRG8+NjDaRr/A9bIzkq4FMibimBWoWfoOjCqlSsRdMW5bSKVUFMruO44cIkR7waYleToJOzKld6DXXWFJOGbKjqQlYtsVdmSfrcc+azeA3YIQjsYzLwkX7ov38x1izfD0+1IwGXM9nBETlYbQafiN5y7LMFGSrrMnch1t3x+g3iiNHMJ1lFpBVZTGz2WKBMH3VCXMmQ3FljD7gxcrzyCkrqIXuS5Mps6OfqKZPHXuMSt5Hx1cEYuWDCVoQrvAoVoSMp7I4kgW6LJP5fOWfyETGx/tx5NgxpVeSei/9p2C2jlBL0j2n+1hfTWHhGLEgUOilEbpWD1aVFIhR6T+hFpXbOQTmSrHe4id3FwJl4xjlv0IsVRPRUpobNzy5AV0Kx8gqTa53ljpfxdv/eg9ffMEa/O24z4camqnxVu6bt1Ke1uli6VCdt1Cm7HDMAKapaWd5Tuf6OWsiVBaVK1ddBCWPyh8Clx7Gb3U6YOq0QWj5SBV40vf6naFaePPlM4ZD+SjWdaRsx3amkBjrkXKxGEz16KrSMJfnWG00zUnhwoop1EWnHsKla3UweEQXVDvyFmLe2o88cmwNPUpUq9+davXzTY6RERMmKFPxOMvaGPqa5YyHs6ipeaTFOUasdIs1117zqEKNtlqYUPrNuX4GYWcotdO9hAtTs8B2LDmRmQOnrOBMUs6UMEW09ZkqCyNLKqPKKIe2by7Bmyqbka4m36pkSd1WrmWMpDroUozX0TGi0rDF/TFpWy7KNx+COeEd0Zh6/M4Sxm89st6xkVZveA79DkHTgemsXJV6Dn7YRzX9szLw44PGPjjVILRyjBzOH+vPV3ps3D5HIah75Qyy3pqBWcxRsSyFdUMos7mur2d05tTzfB82jJqAzWfy8QvVw3k+Goi4uCA8yrepg2NkdV5YxrsD9Q1oDo7V3nYcsXVZsVWvitXzWAYl9XHWA+oiIYGljDQ7Rm7KXYdJccOLO0bM2IpGhXnmixUVuXbOOmrOnfDK1MfKs/TsrL/bVBfoctsxIrwDdsD+wI/w9AvFoFY3sGMBPf8EDH2KLjtG5qi7E8fImQ66bY6RpIuLECqVfrKsxUewe5yHZ8cwDGp2Ge8tX4ZtNGdjb5tWPaHKfF7q3FDXl0frrS8DtS7JYirdmkAkLysBM+dvUZkMrU+xda+Tg2Os9E5Ny6QCX3dl3px2pJNOYHv0ZKw+zM7tLfae8BJ5yv52mDoNg1o+giqehH2/MxjkUArH7S3ljNRlJAFvYYYkc10jZaCmMSnDXmBwjNajnv6eHhZ4GUGVJYYsi1btY0WwwMs79edOXqOS99GOyYE42Z85WzK73WfXr0qsgz7to7Bg7LNqD6GVY5R5Ip/eQWQ/e/diz1dnce0+H9K7izBJIVYqVp46OEZMtoxADmXx9YVFrlZZuKFZxFfvIgRu0THil0M+QUYfNSdK2WZFmXnysoaSHCMti6FmCBQh+i31i7xDZTbeFn0MMoYySYPUw0KZINmQd3SM1EiVqSbUqWPEoqGpzZCmUqnIiverrsVnPNSsipqS5lETU0TFmWPEonNEJvGTFKG9D5Gm1DnPmhlKWxzS2fk4kfkNvNs+Ax+HjeZYSicd8G2PIjJdKwOSeyGuG9PE3HBQy1VkTI6+pncW2Vpnoq2hf0LLCLra88Hn6SBQFZacg3bKWhA7zv+eGK0yVknR7QPtDRmjHZP9caSnYw24tWOkGaSOmSrFGSMmKMaYw+3cwisHsWZsBNKpyd6wJg5GlqxAdj2lJxhRFkdXJ+2MvcfljJG63u6N11HIKxH4oqd055rZJ9aOEd/3UvTMbzf6raor9Rfx4hPmoIZlFBr2k1q+ocvgqsN3OH/8HJkus3V2jhxKLtiTlb2fTwGEW7l/ghkRsRUwS28gqOOoLzvt+RfwwYoobDxErEl6RiSzY2ThALL+BamXjvpS+H6Q9vZXXdXeOkv9wUv3zCWrFkal9LyjrxmCCGyPZbY1BX74eK36FxzWqLRyNxsHM/PxWNvGjv2HDqV0cp/W4iqxDiU48h6+YlHawvHUlb1IZ24xvGfdSo+RrNdyqX92tdQYSx/eG6lWS2iyr6RSOoceTId1k3Xtu03Xyf2nps/tcowkXfD5C1gqlXC5Nmd975Qq89leir1uDCApc+C9tU4vxHbKrCg/oPBKDq4UloNX9ZpqubM9/zwy5ozCEmrON5dkS9JA358qPUWReSzwp5MPzmQel1+GjAHfr7d4sTd35I17xpljxHW6UVbLMpfCmDzrk30QmfmPoW1jx55Lx1I6ZsPFo0acru/PUlZxx0hXmq/bl2qVjgNJRcn76CtVdxcSA+wVFF76HMtmLcd+IpvyaByM1QobbUmBB7U/WkcAJeG7++/Wl69z3aGWtrI5SlFywyXq/Lw5On13kXUvhlJqBG7RMeIN/TtQgTGBjWiGC2tGYhLRgGglJCU4RqphaKzXlFnJfkKNZ7qidZXPkbHzO6lG3IFGmzsThkyGFrlkvP8TR8XjcIEjLaozx4gJivE3wg0KiAnvN871R3pka4s7k2QnTW5C1zPEOCnbYkrio+cdDB2jsAWVaryF+uu4w0mvUBTEFR3DCi930Xo15F6BgjcdezxkAom9VA6lCX9LIWFRysgFgV7JsL9NujZe1yvF1vpdNN2gj+gWLzwtdy6vUTcIVHOfF2vyfQNfdlNY6ZhAm3oDobyfgx7M0t0LveabjCg+HnP6nysYqwZu5+eLp9RdcYyso71a1M1Zvbr7jpF743V0jJQza4pis+9No7Ivc+mArISvyqWSfjswccBZDNLXwiv7SY8RjyZaGYyO5+9zzO0WgZ3XjMqfZZ1ezWzr0KNk7Hni7IumyKqOlNEt6SkZPx+glX6Ps72XVB9JhuZnrcZenbeVYzTyHPoZHDX+O12vEDsPb5xDf13wwjxmqTGfMtN6ogLpO1ZGJfvbJOoD1Dl3DhkU6afM2fgRVsrfcY2MjpHrcpf22qvvw9eCQdDSYGal2gP3w0/HEibNUynhPqUG0xSEOFOjGjhTso/vP41l+ui72xkjOQB4bZTemTRXS5TkGPHvu8YmKMnvt+thpcTKafwU5xjx80kH1EHnFNtjpLDdHfPljF6y81AUWvycqW4dkzsRY1yRrlzZKtPKp8Cx1xGVGGZXgmPk7PzygI2jY8Sc5fG4Ea7TU5eJojmAKJprEbuZTnY5Zpbktzk4HtJfua3jSvWGc6nz+dxuiNh5zVR6zs4JBR3NQR0nzhjfD6p8ZbLyfV8LAiSt31OTxbKu3d4yTcsgszUYdxHDdPpVW2cjUYE6M4WkJZOYJY0svyXvo8Zk/0V5RBl1t9q7pgXISnKMyApQSpN1JcZSyfmn+JsFa6JqT6n9qeyMjkPOUD1RA08IFN0mgh+3NJL48m1A4JYdI4kmOXkcItbLFz5KF8oZ7igp3jFSmUYcoiysLGgB5iSzel9P1H1llOXlpGpUwsIxaqdzijrMjkOo6VI3a8eIbfpgnBmUZIgQSI38AetQfwmn0jauBqctNpYMaU16esEgCa306qboGWdMq6zSyn4a1Q1pzbV+Hd5grUWpuFAzlgswozP66jC8rWcFoxrdJUSNvpUYkAyMVxI7zBkE6ErBOHuWZsgqlK9XTbTbkpFyBK+pTeeOmRGVgcwtalOZEpaxLGl0wUrkF7xB1I6s+YHY0jJFYSO0YJqRGJRyMFil9tVR6JrGwxpLe7N6P3K+5SwlfT5PQcJv7TDYfBkpX3pLinWmH8nxlWsHlaiUPPY9bSxY0pwEBvS7y2XHqJTjdXSMeAmTrneQzjlTljGn/IxkG1z5FXD2MrbnR+PiKO6Ys3XqhfAPFceJpZX5nG+aShClSVudv+LOUU0TLbd2Jjg9s/zYLMzvFY4P2R42OO7uSlWZkWrrk2t0StuCNlx9HzTlaVlKNxPf9dIosfOol68/1dEVGMhB2HkIwLr6S6yZIzmN82XXDGyZbWwgjryWpl5JIO2BXU9pa6saNVaBAqs10hwj9+SuvLbvP6mnxmUlVlsxedASfEkXcpspwyUa6bVeGLsiQimfltdQDqZd0Zi0eF/flacRpsgAmRJ9Bx6NNNGau+0Yyfsg+eG5Wu+Buq+1kr7iDDdeHlreKuBn6QyL58T6AAAgAElEQVQwHTGCKhcYGYCR8KE4x0jtFTOTU6j7hsAzMJXSf/OeDqIl1srkLOb8/9n78rgqq/z/96v7JTEsc8vEHNfMRmmosKEpHbXUNM00Eg0XTBRFcUFQEcVcUVFwBVFUXDBhGBjTpKjUNI1JLEZlXHIrkzIXtFAhL/5+n/Ns93me+1zuBS6KzLnzzyTPc55z3udzPtv5LEoFUUuREdlIZwaJUoK9lIR3xQA2uj0WNtYglO78TiQe/TMG28oZVHI69RVIGS8gnSSAwtKSApUWF0qkS5ERz6PQVnVZbmWfdRUbC1Ixtv9anDQsRuA4n5H3y7WDqtCGgEEGGuhKrsvYacMQLTxXkeFCDuIn+MsKVWsDVk13xzS8v5z4ja6lhlDBdlU9xMhGuGDsxuDWSEvLFSW8uZSKswo/0/TRcoCOmBE05iTeVcluCx1YnEZ2DSM5571EzcdEXWvzbx0QoeYhQusZVt5bXaxBlHsxt0ZaWpXIY6LyWkI4Ti38ycpAwAmGkTSt4uu4dJ2ytGtocz9sTtpciO/TZ2Hq+lxqMGajyV2pK2b5C0mYKzTcUvdEYQJ6DR4b0xhfsH4FdxtT34sEBBnUyTc0jBijH0lMc6uqx4U0D2b8jFp8E6OiQzRdxBXvKDPO1AeZ3hPq5VNZ0ZsUUjMufho6F+5CZNgOPN7+EWR//wwi5ozEXx79EXuWiI34NELyNFXSm/IdXg4JRYdr6zFnVTaulFiUH6U3k6bePn1Uaph4pUkn9OnTDjWp2W5WVjbOC50O9XOUmERxR4ROHoi6OXGYt5X2pEQWEKr+QAb5GUwZibw2FhsmewkhZuKcTqH+K9SErsVZqRmeQQ8re9QsN479qSY8Ry5FFCU0F+3+AEMX5eKZMbEYhPWYv/0pTF8dqPQuELBe7orJSilZsc9SzMkG6EQNSd3zt2O70GhTV+xAVgL1+/fNYrwT+SluC01K30XX7m3RkkLpQDkreVkpiE/ZS5i6Ug+JOCo2oQpcNFCyBMNr81OI1pVeVxwDNhowMpgcN4zKN1+jeGm5jxQa98WClUPQ8D9rEB79C57+8ykcKnoP8yN74k+//wfJC1heRZGmoSrbh6FrAf8Z76Pu/sVUqOCUqpeVHP56izyim6wUPCEcyeD8yYbrHWqQOilmPF4u3IHpIbtR1/sO/pP/MkKm+wsNXrPkcyQ09GyLn3Lv4qlWZny9bDKW7KUOyqqbA1z6Aivi9uEKBQn5zBpIYs7BHzuX4w6h61qLk0RsNPsrXg4KQv8Wcu6FwJgsPWqsDCOLMt+SVVp0/QbpGbnCGdf00xIMO9YnaTFujorWOnjkZpu6PVBWYsvbztYQeQ1jN1BuqHhwhaI5p+q/Qs1RW+DsNrH5tnXvMsbUjPao/HxXdJ4cQC2KDujzamPcPvM5sj7NE9s02OghVrB/AYIXH0MrvykY089DyjmQGjyTT8KjXx+47duG7JJXMGX5FHSuU4TvMxcictVRNBq5AotUBRIErMpsGMnREvtQnyp9hna4LeXb3NS0JrCluMnNSW88Zdxw22ZjXuaMCdiK+uFaR19phpEoD8S2Do17zMBMv1Z45OpRbKP8oD21veFxci+ySTa4NHyR5MWrqJlvwV/f7Fzcq0NoQY0vg72uITUmBp9Tc29FiZedRVayUPS8nxmoO/OKcVaKjDCi4UtpCB6WgO9rskbeffBWt7+idZMGcC26jFPZ6dhEzV0PX7pLFUwXYOV4qiiqOtrMcBtJOb7aojyWG1I36k/2wcJ3iOfFYfIC4g4eZ3DM5I/ZU7qhETV5V3ieUFgFyMt9Ek2bncQ/I+ZgCykjGsfj0Q8xM+0EUL8jgoJf07TnsMlt5B5Nd6jp+KQYjH+5EDumh2B3XW/c+U8+6QPT4c8avGZRoQ+mE7iKPKbtT7m4+1QrmL9ehslL9hJfUzsyJWfjgVp4kTWVp+a/6obb1g2xqVnzjKH4yGM1FvdnvQ0lvp1lRpseA9CRVYVlzWHJ4Ci9X5Wll6UaF7t0JOV8zT7mgfepWXF7alK/Pnq9EEqn5kna8/UocrNv4lnvFoIuUvzzAayeMY/6Ut4htUcXbSTT6R8NFTxyZJ6n6wsphuN9hFvUv3JAR2Cf0ERc33vTQdnBH3sgEHCCYUQVmDYuRNyO4/jlxi0bXdltYWFCDXdvBM4Mt/Q9ko2QC7uweH4yvrlwVUhkNv7R+4+6o12fkZjk5y0JR0tokkM7oLupYh6YD+h/Sty4bpCCnGUIW3QOby5Zir5N2B/Fvg0r819BOHVdl/L7VG/pb9Soo7xvDFYHNMTXC4IR9YXUGJbdtLUZjHmxfpomZQVZMxAQky3dxtG7vWYjejyVuZD+vUTXt0f+MGukGRr5oXCAxZ9xtTnhT8Tsl4VFCgxEfPQxtBk8D7F+bfA7U/iiv4XJqgO9/CV1bwPW5FTuZv2DRAtUFWbQPMQM1Tb6dGhvpPLW8f/IxWWTO1p7PoYrh0hhYl3fPQdj8ixfaO1dqUv51+2xKG4M2j1CX2GK48QIbKYO4eKF5mOKoSXmwJxHWvAEJFxoDP8Fy+Cn60BvLvwemStjkPzVOVzV0CGjXU+8GzwFQ3U3kcZKliggEp+Yg9QJTAVnDePCMWENM0IdQkNTbthWGfzyzNc4kZSa9Krpk3ATuqN3IQ+/Gk+qPdfwtXCsmNpB27wycRRCUiQaUDBvRF599u8/4QkbRRBsnz8qVLExFJEfyjfTjpwjS8gDQ9il4WvaM1qmwiXaPRL7WtzBiDXRePMJ9jfr/TRRM9bB82ItNGVgGAnNkHU4y2fPqnqxcE4X4dybS7BUYD6XkDJmKBJPOUJAuvwsduzZzcvW+giPFR09Am+LJGeSxAaYgqg0sFUt33iPKsJ3yXO9ZzEmRos968Qf0dUrYxE1vaftMs7FZ7EjlvL2vs7HHy718Ke2hMmFXJy6IMshE+q3+Sv+ZD6NEz8UoEbTjhgcNtFK1gifK4dhZLTnehozNIzOUzn1Ucn4wZFtM+j/JzS+DM1Cy/AkhL/CmJxFqbeVp8MMyQkL9yJf4WHs3IYhNrQzGpQQjlGzkJCdL/TQUvCX/64hRGs6V9b8qNSw/den4BuzGgF6Xsr6ZIWewNubYvF2XUaAOrljlw3qaLj4ZxzYtgzr0o9I1T0tA7jUaYWO/tMQ2tNSIVD8K7tR/oCqw0g9E9XfJHmzZ/FERMsy2SGep6Z7AxleLrpiF3Za+e3SVDSgG35NDoEoyzlR8xhL9IzA7PBa+Aql4ICwTP36hGNmVFVQAkW4dYvAybeWio4E1logfALWsNxJ9oiJDDdNMSEbG6jcxKj3rxQ6ki9DreZrrcPoz9fuGW8gKvshuLjcwR3GS6hSZLs+IcbRRpf3YHHoEuzNp0rAwtTZ+AMxe7HUtFtZjn6u+qgou4TLH3jAEKiwYSQ3nXtrwUqM9KxlI/+mrKiIoVt7Wo5D/MzeZexRUNZvSc8Tk06IjEIGU6Cp1Ke7dxDm2hDK5kIqo12rlpKEj+JCFFIZ41L73Ni4UTMXXqaKcHdLvWmTn3nIrR4aKB+hcsrfnkadF9oaNtEUVyUn4dP/tXuTZ3m2xuMNqQqOzBzpZu/ID6hf6ncKcJbahLRoYQnvMJ5zOfdGvQ4qVqpOsrUekdZBZU1r1VI3trCxNvllur28XuSKx+00KhKTfMWXtHvh4LrMxVSnrQZqONoPSRrWXq8RW1+v8HwZBUn0qV+vPHZpOMjPaOnpMo4eL8KzHjqFxdHzJ50j/XdtnyMpeZdwVxfOUDATjCPK89EVDHFkR4uJD5iID2i2Uz7ntr5nY2BDrIyeJVotLCFeU6a+LbZXUyAeXAsPofEvX72Juw+5oR5VItSszdE9cgQ8w2fkvSrr+VLxOfFw0txdUMiStqXvaGiw3POzuXlitEQZ97wi07CSQQ4NZp8PCnvvCH+T6VxHJ8U/f4tT5ufgYaMpUXExccAaZSReB3KMlPPPcLAh61gVu8ioDMFZaKrhDu8gqjhqZThZeJ6eZmzyvNLODJtPaflVpe6bdB70Z1H+ngG9OcRHFB5lT5YyAXABZ39uhBaq/XToG/Rq/uGd+Pb31uhEhVVcpebyt9ThgWztNuhIDYsjOpLyvIKNwAjs6AriW4qctKcjlTUqyqEzyR+qighU2DASLPTzVEXJqoxkBZYrNWN1D7NTHrsCn9C+ysLJRuCzZyKEMAOcThbKXd6mBo0ptrtUOu3rfCCOQGkIlNcwenBQvU/nj0LpoqetQNYfPZzLvx4c4Msw0/u0R2WYIX+0miLggGFkd+UsnHDEZ3gmYiZEEc/K99+m3nylNaK2O6r9ByiULnj+RnzfPMSqSIz9lx+8JyzOuNPYOO4DfFbTF2uF1g1SrrmtAhsP3lL5jKsxAhU2jMSqXAWo08oDzz5B3R3L/auPjkHBeI1VIpVKzx4hr06bF5uhtiNjliWGVz8eS0wMLUSYyrgTqs4c/JthJ3VHpsOf4QjYRIC8cLsWz8cmITyPNXx9Fr1DI1VNirVvVnvD6H6dP6ZwjduPtvqQE0661gjcrz3ie1EtESjI2YiFcek4wsIeWcPXlwIxy1bYpBMMI1bQILQwTNU7UKz+ePBvlt5WlQI0qwaX8Ls2pLZSPnT/B1XyqSkMVmg2+1gr9A6SQ82dU7Hv/q+Sz+B/AYEKG0aUNAD/sSmgVi4V/KnjT1ni3yCKFaXkZUd/FekdwBjvygaIV5XbFfMumiCsHCE2jk6ZP/e/iEABVbOirt6/vkRJ7l6oe/sivkzPQO4Vg+pJEjzV3jDi56/qHwS+R1V/jx6QGZpzl2HItH2o130AuresiWvHMpBO7TiK1IVR1GtxgmHE5PnKBvGqBsZSblCTME0/rwcEwio5TVFO1UbXqG2Y7KWLF7dqnFoll8AnxREQEKi4YUSDFJ89gJQdWThzrSKoqm6M2DCUeHf0k3R8fCgftx0ZtiI3Rqwp7dtrUH9BIgJZwqicLPiIP7ZQ01jrdnqOTIg/wxEwQICFiU75DROSQ+Apyw6pX8iRp4MN+kzYqkpXndDl56/q7ybfo6q/Rw/GDHfP6ImPnk8mI0XJsqeec8Mo8uQPpVWFZiVOMIyo3j3eXlMfCxLFKqZy489H/LcYNsx9MJCsWrMUncm3rQ0jVel3q2qbVWsJfDYcAecZRtUBS6HKVMwR1G7eBMUXKMTJTDdYSyVDqToskK+haiBAArr3zvbYQb2SLD/Jewm575F2qtX+xoiWy89f1SDP0mbB96jq71HVnyHrWxWKwrDN2j6BUvW29kZ5xc4wjKj6o9C64UhtNG9SjAvnrsJMUSZLJUOp6uP2AMxQrgB7pibadO+G1+k28OKxA9i/Lw9XHnKn0uOLEdqZlf7mP45A1UbAKTdGVXuJjs+uIC8Vm1LzcK2mOzr098frLcpYPcfxT/En/1cRYD1gJhVgUoKqe73UMPCgR5hhgu7/gmHEyIGfv6p/KPgeVf09quozPLbMH+kvJCrNhdl8xUalRfCJ1xlM7I9OMYwEDoO81E1IzbuGmu4d0N//dXAR72xqocqHF47g39RvSY70qdPiVXj9+XFLFV9nf5KPxxFwMgLcMHIyoHw4jkDpCLBGeaOQ2i4a87tRKAmFjO6KHIHYQzdRu8VLaPuktT/t8omD+J6FqVKTus80N00ca44AR4Aj8IAhQM2EQ8IuY6TUnLs4Lw6BkzJw0dQQ7bxa4jH9cm6dx7e5+Sgy6On0gK2cT5cjwBF4ABDghtEDsEl8itUMAXVviPzD2Pntz44tsNEL6PWiu2PP8qc4AhwBjkAVRcDSP6sQp/buxalCRyZaC607dULrWo48y5/hCHAEOALlQ4AbRuXDjb/FEeAIcAQ4AhwBjgBHgCPAEeAIVCMEuGFUjTaTL4UjwBHgCHAEOAIcAY4AR4AjwBEoHwLcMCofbvwtjgBHgCPAEeAIcAQ4AhwBjgBHoBohwA2jarSZfCkcAY4AR4AjwBHgCHAEOAIcAY5A+RDghlH5cONvcQQ4AhwBjgBHgCPAEeAIcAQ4AtUIAW4YVaPN5EvhCHAEOAIcAY4AR4AjwBHgCHAEyocAN4zKhxt/iyPAEeAIcAQ4AhwBjgBHgCPAEahGCHDDqBptJl8KR4AjwBHgCFRFBL7EAp8VyEEjvL14BQY1s8zx/JZgbGuyAlP/XhXnXYY5fbkAPitygEZvY/GKQbAs8Ty2BG9DkxVT8aAvsQxo8Ec5AjoEvsFSv0X4qrgO3pi7FgFtqiEPqCZ7zg2jarKRfBmlI1B89nMkpe5H/m16rm5LdOvti1da1OCwcQQqHQFOe5UO8QPwgd2Y8UYUskueQN8VyQhSlKICpI4dgZ8C0hDi+QAso7Qp7p6BN6KyUfJEX6xIDoJliakYO+InBKSF4F4t0WlnznwZR9O3Ii3vGq28Jtzbv4l+b3igwf894Ht1n6bvtH25T/Ov2GcPYl7vmdhbVI15QMUAMn77PpxBbhhVxkbyMasQAmacSByFkJSf8NCjjwC3fkdxCZueG9qHbcD8bnWq0Fz5VKoXApz2qtd+VmQ1hciaNhDRh4rg5jECMVH90cJUiNx1EzAtsxU++NdUvFSR4avCu4VZmDYwGoeK3OAxIgZR/VvAVJiL5CkfIKPJNPxr6r1YoRPPXEEWZgTEIPt2DdR2uYMbt+4IKJsa+2BpYiDacOOoDFTnxH0pw1er1qNm7J/dF7P363hA8hR8kOGOyWkR+BunKe2W3aczyA2jqnVy+GycjID54Dz4rqmJsOhx8GZuPvI+7IocgdhDNwHXDojMiEQHzoycjDofjiHAaY/TgQaBgv2YFzQPe68InhnxZ2qMXgtWYrxnrWoBVsH+eQiatxeaJdbvhIi4CHS4Bz4o5525i0gOHIfDr0ULBh6LLSjOi0PgpAxcpO1rNigJa4c2rhZ7di8W4bx9uRezrcRvGPKA+ugUEYeIe3FAKnFpzh/6/p1Bbhg5fzf5iFUIgQPRQ/H1K+sQqnbFnE7A4NFp+AVPwid+MwJbVaEJ86lUGwQ47VWbrXTeQsyF+P7fmdi9/wzQsgO69Pgrnq5VvTwz5sLv8e/M3RCX2AU9/vo07tUSnXbmfvoQE5Y8hLBYX1jMHzPd+vWiWz+yjNqH4bP53ZxHF9V8JKftS3XA6X+ABzhlm+7jGeSGkVN2kA/yYCFAIR9dKeSDG0YP1rZVi9ly2qsW28gX8QAh4LwzdzphMEan/cINI6fsvvP2xSnT4YM8EAjcizPoPMOIQpSyk5dgTfoR5Je4otbDf6Dw97uo0eQ59Bs5CX7eDWDkFyv++QC2LVuH9CMXIIXwAi510KrjYIRN7I0WNcy4nL0O82O241gBi/E1oYa7NwJnhqO3YfK8XP0H8ApOU1X6KUbexqmYlXIMwjB2x6FHCnKwLCwSn7oMRkL8QDSRyObLBT4Qi+8sxgqpvNCt7Ci8H30LQ1bPRE8bmZms+lDov342qNqjo8fis9gRG43N+05LcyVIHmmC5/qNxCQ/b6cmfsprIbCQpimLVIyzO2IRnfwVzl0thhz8webRussbGP5eP3go6yQG98ZyXPQOwtzpPdHEpgOUxvx8NVYkfobjypguqNOqI3q96Y78j3fhq3NXpRwgRgat0NF/GkJ7NhFop/jsDkTNSkB2vjQfgU56oUud/yJz1xFckAnIVAP1mr8Kv7CJNmikAgyZ9ubz1SuQ+NlxXBWTlYiU2Pe84Fn7R3ytpmOIaxuszKMAOQmzsWi7igbrPYveE6ZhuI3zIYzPvpm0Bpt35CJf/iatvV330QgZ09kQb9v7Ko5XXvpiexAbvRn7ThdAirin8+iJd0fbPuP2uS2d8aPpWBWbjG8u3JLGlWj+5T/hRm6OhgZNNdzh+e5o5SyYL+wiuouz0AXbj2d7Y8K04WL4pCM/IcFzFWKTv9HQkbvnuwieMhReNsKAyo5H2WhPWFv4Shy4xNAmemrXB5MjAw3mw85rFGYlZCs0YqpRD81f9ZP4qBaErGlvYPlFbwTNnY6etg+sFXLmC+mYMSkROQITZfPxxcwFQ9G2qtcxYbx86gfIPMt4B5MhnTBpcSg6O0of9miI6GcPjbdkb77Iv1wa4rVwqjRnKzym8GPM8D+K19OsK7WJNJWs4YUkANCkdRe8Mfw99PMwlqX2pmj1d7mKHLwQrJ6Hfi0S3YXYOE/my9lIXrJGK8Mlntj5nSHwf10MRav8H6t+FwpRxFpkM2D7zJUVa+crZbb0lcpBq1S5IIgGKlK0Zit2afQxor2XAjA9XNTHLuyai+lxej4zBNNCSfaD9MB18xGjyDhRBvpPCzXgM6XzQpGu4vGPXOlMsXNbrzle9QvDxN42aKo4DxunzkLKMVE+uTR8BWOjJB7H5F7ULCRki+MxOeIdRGsR9ItbOBD1Prb+aQlW+RmESDL9lta1dIdF7rvUaYc+IaLsJiUV6+bHYLv0XYE3qmR/QU4CZi/eoeg9wrcDZyLc1jrKs/1O4HHWmEt62GAjzCtH7xPlVj8EDVfrmBZAnH8GrcF2jmEkx03eeAq9IqMwhgjl96xpGBaTj24zRsC0dRmOdIzFKl81wdEBSw/HhMTjqNW6K157vSXq4hrOfP4FPjshES4lOX7Q/wes/LghBgx/C+3rFODQRxuwIfMEfiuxlTwvHzbm1PmMkuvFRV9MDsTwzb+h/XtjMbB7HeRvi0c8GwePwTskEXP0Sfhy0tdNCrdamohAVaZl1rSudJ0OPOkTj81KHBYpd7siMWINELRhPoxy+pUNfdIH8ZsDYRTBZT6RjPFTk3DuYTIKer2JdnVv42LObnzxjWgkmZwcry2vRRMaYD6B5PFTkXTqDzR8xR8hQzujdZMGqFVyHZfyz+JQViq2bT8C1+6zET3eC3VufYpwn8XIYfOzmZhagKwZAYjJ/g14rBm8u3WDV+OauH3xALZ/lINLfwA12vhj8fTXUefqaXz60Xqkf/EjbhIzbOyzFNHNkzEq5jBqtumObgKt3MaPWSnIOH4DeLgZ3lkQi1EeLrh+Lg9ZKfFI2XueaMQFTXtJc9TQftmUU+VVmSZoCTXc26Dra6+jZd0SnP54DT45V4KSEuK2tdrAd8ok/K3wU2xK2o7DgkLrhtb+U/Fm3gKs/LEN+gzoj27tG+P26U+RGr+NlN67qN8pAnERHaDXv5kiGj5hDXJ/U+UlqNZiix4M95XeKz99ycmzP5DAYUzfA88+4QrcOI/DwnklrH2isSqwbRmVINW4zNB96TV08WqMmte/xuaNh3HDxHB9GO5/D0SY71P47z/lvRXPwpTx9bFxdhZcOvaB/1vd0armRQuPoCCYHnNjEWLLqpFxJHpPHBWC9KLnNHvz0fp0fPEj5aK5tUeY1ZkuLx5loL1CqmQ2aDHOtemDPq8Sd/wyHRm5V0AHQpf8TWdr2jBEf2tCM+9u6Eb4EdNAVlY2zjO6cWkKn+hVCFSsl1v4NNwHi8UDa8XfbMpkov9pw5biR88BGOBVE2c+3YbME3QYqnoyOu1vQkAIsh7tjgHdW+J2zjZsO3AJdwz3tTwaiRkH5/lg5oH6eH3Y22h0JBlbs6+gxORBBkcM3rJKH5L269CfEfYZyQrlk0RTyeMxNekU/iCFzj9kKDq3boIGtUpw/VI+zh7KQuq27Tji2h2zo8fbNNYdXgHJ6K5MkIHoW5mHtJZDlPsUMBxvtQUObYxBEsOL6Mg3ZjWVGbY4G+ScogK3NugxejTRRUs0fNyEwstX8eOpT/ER8cB911ogYGkU+pXBAHd4DZoHTyNh8GiwCx2tbDY6c+XD2vlKmbG+Ur7123/LllwgySDS3uYfULuNbX1s3MtfY2WWCzr26UO6CdPXsvBpHtEGfdrUuAf6uu9D5o3OCGD6musZ/GvDOoFnlRjyGdu8UKSr/fi9oSd693oVjWtqdUO31v5YsMxPWwBDOOcTkPF7E/ylnTuKzxxCHpO/bt4IX9ENX0+Owrf1dTyA6Re+K5EUQNoY428BW9FiYRLYf1qOpSgfUn4gyUfOWo9nn7CMTbLde/QQlGxKxI8Cnya5fuZzZH2aB0H007p79HXHvu0/wtM/BEP/7or8T1MRv+0A/d1kU+7b30ndE07gcQVZMxAQk016E3MctcGLzWoDRb/i+FGme5rwmPc4rJ7Z0+KYd5LeV8szEDFzfdAc13EuLwsbY5JER6DJOPfK+WewUgyj00j0H4uUiw2oDOkGKkPKmKZYlvC8j5SgaN6P2X778HoKVd2Q5lBATDkgwYThBjcs5hMJCJiQJiQ5onZXRG2bDC+V45e9O4wY+k0iOt+VOiJWvENqw4jNZxEQnoYIVa6JMo4rCYYPSUDJAkw6YGkXgbajP8TSflp11dgwEhdWkD4Bfvs6InlpPysl165hZKZ5+szFuR4GCiZ5QuICJyGDgVK3B93kUOlTB53hpR0yI0YpzvOyYJAkBrYxvOmjTFQcOOqOV2Slk7wxqdPDsD73NzSxSkwlppsQgAkksZ7s8QGix8m3XsxYCkRqnZHoc3sdVu0tIIFm+aayP6SIu7g8DM8Jlipy5hOJGBX5X3Qb+Rd8uXILTjHhrlJeLYmyomGlXUcZlFOV8syYbtovddBpynJM6Sx6bdkcg7c/g/CYAai5PRwha48SXbaA/7oE+DVUFXoQeKRBNSOlGESR9TwFeqDynjddJAP172hMhfVw9Si2xccLSik7IqYW/liX4KeKhScfqWS8aw3e8tOXvBd/NO2FyKgxyk2MIMCWHoep5BIu3TShhf86JBh53GwQoTwuWg/CvBjp5oGdv1FzccUvFqHtzmBVGHn6ie7dOs1CWsTfUKJKgrZVXVDZf5fnMXHTIvS0mfhdiN0zBmF5yUisna1i+my+NI+4YcHIIEXLlb69g74t/8qPh+O0d2yZL+aUhCOZ6jiLR11WqIs0OAtOn3/Uw7i1s7W31czzv3AcFu4VFRMtr6QbpopSC2UAACAASURBVNTpCFufi9+aDELS2qEa+jHaLjafhS6zsIFqTcvz2TV5CGK/uwMPup2PsbYAyizfK+OFwo9CMOir17FhUU+JJxM/ihuGYNrYur1ikTK+XcU+W5iOCX3jYR6RipX9GaER3fgR3fwKPD8xE4t6qhk1cwhORnA88QmNQUKvSbmPl0s1NCny4cBRuL9CDqmKzZoxCWvD6FIyAofuQ0fGvxQ/psy/L6JE7dSTq9CZjBwHCuMkZ3oOrnp534MqbmUwjMqJtfOVsqphGAn62AY3jF0+xeoWVaOPub6MaWmz0Vm5AiSH8I5peH/5dyhiW/4klWrfQKXaFZJX0Q4zULbMQRfFUWCDF14kGhyRjifGrsbMntrbUfPlXYgcEQtWO8nUdjQ+VOlZFzeOwPA9XhankYp/m0wm1O4yF5sme0mOO5p3aigGr83TODAE/e2rLkiNeQviNM3IjaFb98xieIxegUX9xOgVxotF3sdW7UrnfBOdc9WJFJxIFK5P8ySFDT3oBjhEpbBZMDV4txznuqI8Tp7PL26eFPk0F/2laCzBkRqxEzceLsAlqqgiy2BleytB76N7S+TFBWJSBvEbZniGb8EcC9EQm6z8cNYK3xixDfFZcRQuHSKREdlBJBpJUDysCIVcxPikol2a5B1jCp/vRjRbrma+WmrIjfEhYqTbAMMkR0vpU1f1d4UhDBhNbgx8lrhhgdUtTQHSJwxEfF6JpsqMPQOmNMOIXLXYOGIUfhiSgUhduTN74zLFY3rheEH5M7R5CnZh8pBYsLPoFIHO0LJSoM+ToTsCKVc7YdYOiyHr2FllVUSGI6nYB2uTAiwN/go/Qgg1Nzz7Qhg20BWezD4YEwrI6YlE4d+kd8+6otMs2YBlWPpjy3nGcFW3bGaipyFL4RYp3uSxijc+M/eiSGcgFOyajCGxjGHriyw4rpzK6xbp/CxeUJf4LiCFKOA7vLVRZvaWcpyNfdeSF6oZnQVx7UfJgtF6MVmBPAoVWLURWd/9gF9ZGKBsUEkKCWP0/lsu2ygrrmYerugQqaU3I8Oo3PQlGWj7H9cadgIzjTiJt5YuwltXl1PoYiau2fSSG6raWOY7EZk11eMyQTQESx+bLXrx2O/iRozw34LzJhKsnxDW9E9sLRN3st4iam83e5iFlK3G8owvcTpfKs1OYT0sJG70JD/r0Lpjy+AbfgnD1Y4R1VRzFvVF+GeFWj5UITwcpT12DqNQcyEzsFUTkrEgWt9CxnBDHCMMF8JlluyU0uMsnysKIDMwoAWjKqkYPmvJwUTkavvHlM6VaBC/FP3UNyAMv4k7cY2UlAxSUqpebTWWMO+HY/1TtH2C5HNZi5xMFe2vcz4R/iNS4K5EKNhS0MWogolr/ktOBKYxaWn3fKI/RqRcJf63gxx4jnHcCj1lYBgVEk/2IZ68k3iyRgYxnkshTJnXVLxG6lvUlM5mgoZIKzSrCrzsuGFUXqydr5RVAcOIGbiDdsFrA51tG9b2wXm9MXMvKR6G+pgFd8O/K7Sjr+ZnxAsL8VFIf3z84lqbDjbziTgMC86g4kkmlUOG8cspuBmaArWfQ9ZPjW9vGe+cCCZGWsg0bKY59SIs0iQ+J/CJOFzra+AkJr2jN9M7bOQqi/KbKS96GSWSuEJLdXshNmU8yu+eqSiPk2TEpRe0kRHSDVr9cIq6aLkHEwbGI6+kLnrFajFmOq9z9T6Gjsrw1F0EOP8MWrOcChpGhWRY9CXDgimzamYuemGjjtJ1vF8nYN827Ht8DDbO6SIITsZ8/U8Pwjay3m1dethbvJmYei+6NSpRKUvi8gwYDT3rc6w/0gw66LG59I3PY1dDkmC3HHLlsOhwK90wAi6RsjE07x0r4aJ8yzCUjozFt1PxbCnMiU1DOWyuOsNFleMl5tq44JEmL8Fv0nj0b2vbt2itQMvrfxK9o+MRRGVky3IxZd4/G31nFyFYFSIirJtCDEd/qGK8TLn034POSara/bKS1cziwTZiyBeTx2A+pqligRkzpbyvoy46A8FiWGk9/o4qp/LGi3S+BloPFaPRha4LNGVbT8T5kSf6VwujhbGwLsiJwcSoM3h+9AQM79QcByPFakcWg1d8b+fTKoeD/vyac7BoQDg+I/+ByTscn9D5kn/W+1oB+hIEwBF01ni92PwicHOS7AmTeYFKyNhTcZjDIuzf+Jt6XCaYfLLRI01VRt1MDoEe5BBQ07yRt9t8AemTJ+Afbr4IC+qDF24midUHyVgbPOUp7I4+gudma0PrmAOGoswNeYPFO6kWwLSoCuHhKO0xHI6hv5XSzpxMpKDekIQtYei7qRXWKR5Oa9DFM7nfWICz2/y+s1EUbAk7Nt42mo/faQxRN+4UHpSaFt6xGK32tv3e/p3R6Ro02UC3hhpGdomEOfGZs3STZtcoFPMb1Xk/LA7+2a6BUo6fqGAd/Gu0dLtndOYpv3BZGBad6ozZb+YhOFYfwmZRlJ7sHY34IM8yVHJjebjJWLImHUekHD2WC/qS3ySM79/W9s2SwRliPG1lg3iKkrA2cWVnZW2KaBBkqfS+6/NBWDOnLxo5M5FIyoNM/uqcmMsp5A12RWDIGHS2GZLnuGEk6xdlxdqeXqLJJXEo17GchpHT5L2or4y7Elzqzam9ddsO0RNPuywXSTBKDh21rqZyXLIby3GXMLrUiBiLA9Iyng1+KVegteG4kfULi9OS8YWhOOH7Cd1SiLpq3w11jdt62KtuaxiqquJ+spOL7uod4UG2+WYFeRzDfNBm1NRER7HLh0HY5bVBiZiSz78+eoLNy9l6n7BWBR+t49ceLTpDvlTQMJIZkdHGkuf2QAp2ZOVTu5j+qgRMM11BDsCJ/nPRcGMENrNwIGIgLSjEagHLV5FWZXfxNomyjIxGUM4ycUMxVuT3a9P1p3E3cnuGkSAw1tS39kTKncGNDCM2j6SnMKvjd5iVmCPkE2kSB+XdJm+JH3lLflV7KVShfyw5se0zNXA595SURF56I1NbNwuiN9745/LIE3imS4Bx4r9wW5iDnirDSNjL4301HmVm2A45/h62asJYrOnJmg7oGf84NFqpjd2XDWUXXciT6BmkmEgN5o4qp/L6xXkd75uhUhgYA40EZls8+iwfaHJwPI5CHTJgIKyZh27453h1tSXEy0y3Wz3odosCnqXbNjbHFXCz4z1WDEcdTVntawXoS9iDr17V5MUxRuiT4YktKoWcCdhBSWdZ/BAyKWzJrkFtdE5Y36k9nZGiuMxJoYyZiOmZFIYpx4ILMtU6DIjNc1ZJhCrUSw5pEh03QYUs75EKpCgGulYIsmELT+1F5p5s5OTmIk8oBGKdp1YxPIxpT05g33GacnaE3x3cKiyBay1XPKQ5hndRVMhuwsjxUfsRuNy5hUJW7MZVfKpGAy/0CRquS9CnXKU3opAtVBnWG0CiQZvTU/vv5gt7sG7VZnxW1vkIs3gMT3Xoi3GjWLK2M8RUGcYoyENqwkpsz7lMd4fsx/AqgqkWYaUb5s6tG1Twh+LpH60FEb4aaNCuG4aO0d4sKiG9QgEETzQoPinRhiU8ttU3C+A7OxtN32eNTe8iSZXrktj1OBWNScbVv4VidiDJOFsKk+wYss148cQzXRCgMQ4soUqUmY7mbZ9Bjcu5OCUZSG7k4Vff0muGtqe46eahOPbkWwPVbbjhlEmuP+ruhQF2nHNW7yphSMy51xqeDYpxMk82kErLiXPcMKIrZ/Gms0xYq7z8BjcnZuKxwq05y5X0cMetvBNiIZRSc9nKqK+w+TpV3rPz74/zfabCtE0qTmJ6DG36hou0KuFjTx+zZxgp/Frj0LXmhYLT/HwfTDVtwweZZ4nPUW5LG7q1n60tOKPIS+U2hsYafA7v66OCpNvcizbKqysGsipfnK1lbyeRHwp/PzPQWJ5V1DAyTPtwgNc5m8cxPhADhO2kiC5ZaDOjJOQ6xqtvsuQbsicoXFLvIHOK3kcpCFvUERJS9JKgvlny+e3RogMI2n2kEg0jdoALcfnqTbg83hCPKwKSMa8lONPod9xs7I8xA9xxZuUcrMqm/BKV4mN38QpR6sEsI6ORN9vKMLLd48YhwyjGpIT9KLsgWOZJOIu2GJ2hC0kh4vT73AyXCzXQM+x9tLv2EVat3Em5M3QzpO6IXJCKsf3X4qTKMBLCijIf0uS+aOI0SwlvMs5FuYBdVK0qTqreYouK9DG+4nMM/73opDeMfhis6fvAvA+p7dKU4hjyN+T5yAqcFR2wAzj6MsbqGaBMD3qjUxb+mpvF8hlGPwxWK4+Mjtej+WZiJkJ1p69x6warqFYPf59O1aj+LsdGWwtrZkCMuURJwuobTNng1dDhZjS102dJwUcxqKRd0IdIVoC+hG/o9o8ZZKnPsvw7lWdZxrqU4iJWitnmptpCJDTG4HPvU1GT/xMqTKWfK8TvpFzUeNoPsbH+eFrmI1ZKHbu5oBtXZvQoU2JOmB4UBy4bBOINYkbLefjX1JdoKmxvZgEzLb2smGG09xSFzrFCMPv3Y99/zuPm/7nT2VqqVBirGB4GtFdA4Rp+FG55lxJ1Z8zE+17NiV/aEPTKDaTIn57e2BN7Ou8SvJusf0x6ZBgozU0Xl22hQWvDSAynlRUBYX9YjP9wxqfKPp/AJpRAm7Mes+Zk4heig6WJgfcgt0SiKiUnzw0eI+YjvGdrKlxw3nJOdYxMw2u6kKw6tQtR09aSY0OVMyOHAbdU5cAx0abKdZBveYXbgkXbcbKYjNliMYzTRMbU48/01FZItGmQWFf8MjY4SH7Ixr2g4GfioU5TsHxKZyUxWp1jaTP/q4yGkeL4UCmZ8prFirG2ftY5FraflW7/z7bEoHkxGCoXDFE35rYZelQGw4hyR/TV1exizThGKfkNu2e8QVEyqnAkdY6iVci/IvGk1hFGTgtjlJwr7xlmS0kfu0r62HCMeasujq2PxnrSx5qq8kXt6WPOMozYd5aeaYSrNxtj+Ji3UPfYekSvz0ZBU10ebc4i9A3/DIWKYUTOn7e/Ro9/6cP/pRvterLDUYupsGfkMWo7WnZ6Mjwm4spoMQLKiNcrI9wPw6gyeBzjAzo5bKijKOs1Cg10rt6n1wfVETH2aLEURuTwnypoGMnhM9a3K2KFi8Mwk6cORf8Pz42TK78ZhQhJsZ63LOFh9havhNJZMUkDwyj/MPYWPoNOra3DA6xD6aSDROG01omzWqVTnzMioy5cOR55Q5tnI/xRZty60Bz2J0FIXSaP+1rIDbXl+FhNDLdCnLJxJY65+3k5jEO191KYzH4hNNg4VKZUhiYZtndrPE6VhmSNtBjXD6/DhAjWAVxvlNK3DQwXQaAe6q65Mcqa5kNx/9Y3cnYNI7b+lQ0Qr89nsGEYWd/ECGCXsY+RGHZzqLv6xkhlGBVTtb7rxVQTIQkxMZ/jB/JCWwo+WAtrK0WUTcnq5pLR4SrUoTAzynW3+ZNDFPTX21b7Wm76EkMtBlFoqLqhoeEaZEXL0XwT5pSIqYk56nAxxTBqJlS2ull4EZ/GzcNWKupRova86pU6tv+CjaOu9mgJ75PpX8Ar889S/py1YaQHWolnV+V/VQwPa9qTbzWf6LsCycpm2zKM5FswKiqRuQj/F+mH00NUNCLld+ZpQlbk8Dt9yDNbLcNoNC6PtRiH8nysKnsZeWQhjy3ORw5XE8MuSG0J20nOD7t3hw4LrFIflG7kWZ6DJUdGdU41L8u08QQVDbLgJ8sDZe2CN/WWNgxYGkcJa9Y5Aoqv/xurxkxHJhVfMJQRdg0Ss0j7d2vg8YaPK1Uei68fxroJEUIBHjnMW5CTu583KMajCjey1YzUYB7MMXCyVie86G6NtFUoneqR4uuXcL34IbjVo+ql0nabCy8gc34wllMGulH4jfFesvMRg1sGRY8soTW2nJZlMYzkrzuOtSDBSzGMGE/c+JT6DEu8k92i23QWldGRK+kQzpP3ztHH7BlGCm4a2WDNC4Xndj6tCV0T80lvadM1ZNqtLecIMoN6EHL7pulyu+WmvE11txGC0JXCklV6jBC+9R16SI5rQc/8Z1tsFPI5db+KGkaKo9xAj7LF6CqDxzE5HF8fsSrZKURfYKaq6rJA/GJouoK5apJO1vvEkS2OTSVn284ZdI4gASpoGFlyXjTFAFieQK9oXB4oVaVjRQNGfYe3hap0opL5yQvqUtdyEQALwyvdMJKLL9wxqIJlnGP0xifeSLOKw7fkoFgEmKW7tcmDevsYxO7LTECf1yFsilQg4YfXjasdicnOZ1GiyqMR3hMIvgQh6vKtMiGqBJtiECqKj8jYtLcZMnlYBIWasNTEY4+hGROarJwZHGhS8Ad/7I3N6uxhpvTPuI0QVTEHpqAucVukyc+xGI4WZcWKDli+CYXq9c5Q5aCwI8QYGMs504VxyaFm2mIVZTWMmN3igxm3Q1SVyaQQBH+tcacY2krIgLFhtLmplv7l9yw0JSo2m5qu1mGk3hE5edSB4gvlpi+JIU69iUkqA4bRzT/bapOu5b1SchDscSlBif8U7dXX50LIXzMkaQxfWYCp8peMDKOxP2CwOhxAEXyWUF9xjo9IQtK+YWShSZVzgZ3LcuNhQxmgio3anEb2HIVbqowNAU7Z8JHCGaj8GdY326iqfCbR23VVDqIsgFn1MA0+knIw+GN4b7Z4Wr9Z8DYivripcwzRfN6gm2D9+/J8dIqfUYiKPXKo6N+vpYyBb+IpaA1MW3ss0VShDhOZrmSea+BNVeZpeBvN/mpLQZfetGsY2UZCn8NYmkfb1m2y1fxVyeHsnYiiKdb5JoqTzVQmY1d2TJXNMLJ1Uy6fHRPdiIo5INpfeQwjx7EWdrYUw+ibpX5YW2sG1gZYPFmK8ay70bd8tXyGkfPkvRiu9OXLFdHHbFRBVRYpyym9Q9iGk+jLl62iCFhZeaNwKjVdCaGMS1wxS1MVj3QDKcTxYU17FWKldA4H0rgmqdoplXESyu5H3QzChxRHJ7jRBbrfhKarLQ5rZVkVNIxk2jAqimOLKiuFxwn6uqrghETnE6+M1lRiVXQsI8enk/U+cf2y3NcWfLB3aVJROcLer7BhRCXBxJLCRVKJYlZRSxKWFC8mhtqwJHG/7fBKsVSUCj3nqyq1KBsoegXGuMO0UoXMsKypAaMRFINP8BelnLhA8ZYyk7pqYEqsMJUK7BCZQh4IdaC8hflalc2WS2r/0sbQwyhsmHK9btKWAhdCNpLx1AJLWUel4p+SNyMXGVBXbhM9n/s6qm8zJNJQhJmRp1h8xsgw+iYlAXe72G6OKcfc66vAiYLDH+ubJ+q8xIwxhuPGWFXlNBYCMp2qgalKbCux/KpbQOtDIFatSX8mxlKCWxVzrQkbkcvJMsGvqTpWdsNIiEkPv4GxKoPMukQm2cWpY9F/7UkqMy97soxD6Qb940+WEEmFJnQGDgtpGnceQ5lDwcDpzqr6DWSFQxwp111u+mK7yqo3DsOxdyzeOCtPtXLFb1S1xharEul5x1/WqYw/gyprqiITSsiDYSjdbPw4wFIuXKlKqHJCiF7vmkIYWmAr0SP11eulFB5Q8ijUZ6gieFjTnhyipKmwKQjdDNTTec5lx0ptucw0efveTvOw5HrJobaqOHBZANelpHlL6W9pT+g7/uubC5UhZRIrbT4NdGW5lbE1Za/NyFk0gKr53dAZe84QWaWMIYdFq51OkpPuDBXvUJfllgtS3NE5v+TzqyhczFCfC0w3qFxnW+ktp2H0TQoS7nax3exZzr1RyVrBoULtIawrAlpujGwaJUYGGsMw6gZGa0rcUwXM5dRuYQfJYzdVaPf5nUg8+mcMttWkUuHLanlljwaYMiQArq0iyF6zm6xeBsOoHFiL8q0MpYJV1dhsV5Etq2HkiLy3ZTgay3t2I6PVx2RDxuL4tLfu0hysipwi43AlVau1tAgykMNMzoaeg6+qUJNcgdTiOJLmd0Olc4rKldAWJOJIV8zT9DiSioEdetzSs006S98qlValPpTLr+JdTal6sQfmmP/0UZX7t/BO4QbFRlU6w3L4MvnLFYbvlKGPHHu3MnicVJJ8Vb0YRQ4LRhDdlI9U9kGubgrD1gzO1vvYUmXDlUUAKIZqWc+gPXZj4+8VN4wEXZ96yoSk4KeanhgpNHIrwu4PhmJR7jMYEzsIWD8f25+ajtVyTxxW5njgGlxqPwYz3m8sxbRSr41SFWJxBXKDyjOUMxKSOMegkaoRo5Eb8NXCi9SY7NXGt1WNyYz63Khq71OTKe8xMzCp259R8/Z/kbVkDpJuPoOmZw/gKOv9+KfX0K9vO9S8+BW2bz9MTbtKL3YgrkHq0wT1wZYb67XA4MhgeF1LlcKyLMqy0vNFl1ArENDmpxCt85TIDKmklL5HhobR4ncQ+elt1G9LzVTf7YrubVnTPmibp7pS88I4KoCgCbkghvUe5d2ssW5qWEg3FoOWu2Kyki8l9mSJOdkAnWhP3PO3Y7vQlFWLnxFDFvHbDrMnNVR7ETi8XWykqu0TJPd8YZ5+S/8jkYrKYRhRyJHQ78Z1sqWcutxUrcHbCBnWFTWleOgrlDCqNI0z8h4LjTujcKimN97zexr5GWIjUZOV4JD6JH3ihahF/aAuxiQ3VrzCenAZNBS23tfy05cA2WkqSRx5DWM3UE8x5icQznA8TtV/BQMGtMDZbaxRLe2BrreEXb7Exh13CF3XWkr3C3S+9Fe8HBRE/RSu4aNVK7HzFDtsqqIWBkrdaSq0MTblOlr28kMn12+QnpGLK0RPlj4IssC35PgxD/wczJBC2C4hlxoQt/J6WggHKv75AFbPmIed1NjPKom93HgY0J5ED9k3ifbHxWNa50LsolyhHY+3xyPZ3+OZiDkY+ZdH8eOeJZizKhvaPWd95Kbgu5dDENrhGtbPWYVsdb8JaZ/yGuj7i4g7c2zZe+TIWKPtQSQ7FO5Qg71JMRj/ciF2TA/B7rreuPOffLwcMh3+rMFrljwfcV/a/pSLu0+1gvnrZZi8ZC+uaPgbcPTDmUg7AdTvGITg1+TAlEv4YkUc9lHf2jY+szDQQ6KYS19gRdw+GqMNfGYNhPzPpdOTrBhTQ+VBH2DhOw3xn7jJWHClDTzOHIPJfzamdGuEgpxkLKDCOqeKpN5OyEPuk03R7OQ/ETGHeqLRPlhaBog5B2cG6vqUKEqvzsElHhYbjUal2du6MfpmMd6J/BS367dF927vomv3tmgpMl7kUTPr+JS91LDXlRSTONovifEKe7UZT0XryrXL+07ldfU9VBQMDechKkCbrzQR+HI7apick5WF7POsZ5pOtl1KQ/CwBHxfkzXs7oO3uv1VaATuWnQZp7LTpQbXd9G4FzW2Hk9V9uwyA/EBxvMnUsL7JqXvlCA1pX4y10rhMWUxjMqBtTS30ayDrK3wRHmN6pwoq/49aiDKahhJCqMT5b2YU7gZxR1DMXlgXeTIocsqB0O5DSOZDg3llJEcluivuCNCJw9E3Zw4zNtKvdZKmklpBqqeiIZ9Flmj2omI3A68MnIiRr3eQgxFlZp4p+S74/UBHvhpeyYuPDlQ7J2Hn3EgaS6iM26io2FDcKZLBGBr/XDEhqj6h5X7xqg03cTeIakMHkffZDJo6EfwWL0Y/RuQ8JP4W5aZGjcP6ChUlhb6Jhrqks7X+5QLF11/Spk/OHQG7UFZyt+dYhgJdMd6siyJxz9yL8PkTpVkHruCQ9QR+W4Nd3gOnoxZvm2VWGn2fEHOMoRF7qR8DHF2psfaYPC8WPhJncGMD+KX+KDnXBwoLc9TtVhNXg1rdrh4IqK/ELs0Cz+XhnhlbBSm95SbdqmRYv1QohAZzzoUKy+g4WthiA3tjDqnk2n+yVAnnbrUaYc+kyMRKDc9LQV42ZutsYZZueHwCVjD8inECdL3wrFiagc8KhlTvz7li5jVAbqEZvGgJT4xB6kTmArBmgiGY8IaxlAcpA4No6e46+8zsTImGV8JlblUY0g9YYKnDLXqvM68sH5UUSxZ7mel+bTI0EK+bo9FcWPQjjUqJWaVPFGqTCgSATxHLkWU0kTNtoeuYP8CBEd9oeyNCzUeVXeDP0+eqVHJV9DSfwGW+emb1JbHMBLnmxAQgq/bL0LcmHZgSyBCxrKwSEF5lohK2TOxoo+xsGYG/sSIzTghbZBLw9eoO/dUdLCqrC7u5aTtjTAlPgQvso9SBay3I76gBpEO/NT7Wm76Er8jNAHcWh/hsSHC3uvPsJu6SasDU5MfEQyhuDsYsSYabz7B/tWafvX8wdgbV4D9C4IRJZ9xVl1p8DzESvuvlK1Wh32xEMMPqdy11OBUTMZ9CDVq3EUxI3yqMNWuTwhVEZSbElsWVj48jGnPih6aiue84ddaOrfCQdwYzAiIQbZMS/JZIAeA8O8luv4U8hKExttUMj9ZG5bK/lyctxGhkR9a6NOB+SihFmwA4q2vhVMREhVBGxetsVEYotREX9vEZb68B4snRuMLiWmbHhMdaF0oakB93jTzU74l8iA1zQjUyHhv6Am8vSkWb9cVz3zC9LlIY8Z6hX7WScysgEYmVdxUylQr47Nu9J54N3gKhurki3B+Ep/AnNQJggHJqmOGT1iDXMeZP8LUIdwU+bAxNBIfSg2k2RQY3fUNn20t24pJqdy2DOvSj0hVUC2AuNRphY7+0xBqKF9LAU7gs6E48fYmxIqAIydhOuamnXKM59EbVvlxXanZps6zXx6srfUSi2FTIVKgl23lAVuPayDvd83C5OXkNCmXvC+vPmaZmeGN0a0DWOA/B3tNHRARF2Eg22zIYb1MVZ3J3xmtR39L7SlCkDjH0hNRj5Fc5TP9+FW41HJHy1aP4beTeTh3tVjSrdzwpxf+gkcvH8XpX/5Aveds9LlTeOUJJI4KRVbLcCSFvyLK/nIZRrfwfeJEBKddISeYdQNbR2ioMnicwuekvoT9yAursfK2AQAAIABJREFU5yOm+p0wxagBsNP1vvNIC56AhAuN4b9gmWITyNjYM9IdwdDeM04zjJQPyQn77B8eckO9BqX0wVGe1SZt2pt0hf4uJcrT5DSJojbHVK2nhqa6nkBKUpKsA2tljxeewt69p/DoC70ouVVuLttEU3CBPSYmsjL46lFVJTnApRg/f3sK5uc8NDcHFtyLqTxtDdQoY56z/RwjKrZw6bpU+tYGZqRw75objpUHmNHpgjrt+mBypLa8pjhPwotKENeqpQ5NtGBoja+dnZb30pDOaNzrRXB9vGx9mOzSFtFDYUktaJagogPtntkZTaYte+eE0URhIZUcds5aykVf0lIKzlIicYsWlt4oZVhDaWgYrk85q9okdHt7JK9PQ0+qTuTNqDLkWrnCCc3/epErHpfOmbnwMlVEuit9wj6PcC4e8lnTrVfhQaXgYGMfis9+i9N1XoC2lZlYkSt8pej0se3Qkeajp89S5mOIvb0Nc/rfjRPqWaVOkZdZ76u877bOb3Excdca97b2uIylKErVskAPmJmMeCo2XnbmTwV/rPspyaNbzoJj509zdjQFe8qxwbSgYsL7XiHuONblWIvhKyTPD2zDsvgUIdqB/Rw3jJgoLZ+8L3X2jvCZsi6/mOSlieRlGfUStW6l4eM0x++P/ID6L5TSn0szR7X+Qn9gdFnrjlAtWeTy9nm8Mpyh7C8rIOx5mtN14HFLqeZyDOJ8HscmYb5wFj83aqHSMW3IJPHhytP7dHK5HABV6BXnG0YVmk41fFllWN3aHYXR60+gvZQ4Klu+tgoj3As07BtG9mYhhmgtuvoe5k/5O+pd/RILqeTtf1sYF66wNxr/O0fA2QgwD9vCcQuxl7lT1TkSzv7QAzKekKO56Cremz8Ff693FV8unIa1/21BXkzrENgHZEl8muVBoAJFIMrzOf6OqBSf/Xw1Vqz5DD/WfhX+4W3xdeByus0qo2HEweQI3FcEqrfexw2jSiUuFv8/FilUXtVU41FqwlgTDbz8MC20p2CRV0rlJmbFL56PTULHcHKQ1HsWvSkswlZ4X8UNIyq+8fZOtE+zNAcTK6zBuldTpWLNB+cIUKJszk6ceKgt2jV+BFdP78P+HTuxIzdfDAd188DoFYsoB7LM7stqBe3BeW9jZ3vWQ0zCQV8sp1qt9n9pMewmcDHmb/pKCBliDV+f7R2KSFWjTg0a3DC6h8ShN4gmorfQ/bjsOUb3cNL8UxwBGwhUb72PG0aVSfhyDOozI5C6sr8l/Ej4plwWnHmKnNXro4CqfPlh9a8vUUK8F+revogv0zOQe8V2VaCKG0bE2H2Oob+uF03X6AtS5a/KBJiPzRFQI/ATPgwehY0n5Dhy6W+sE33HwQib2BuCLvI//rPuISYqZxd05Wz/x2F64JZf8FEI/Fb/ipcGDIBX3du4+GU6MnKvCD2E0qh9gpU7gBtGlb/HLPQrcyUWJe3Dtbod4T95LHo8rQ6J5oZR5W8C/4LzEajeeh83jJxPMZYRpVKxh1rpDSOpNGTsIRQZVCIr95TOU4WvKb9hQnIIPGUpKJWFPPJ06T2Z7FbZsTkp1pcqEHnvyJXfCqgE8hDEHveWmmiWezX8RY5A+RBQcpPY647lR5TvQw/mW6wcdyA17N1AJbpZrQ+xEMxxeM8Su73z34OIAOtHMwW/TbC0e2BFCwRefORp4zBJbhhV3kZTsaej6auweNM3KGxkZBDJn+aGUeVtAh+58hCo3nofN4wqj3KEkcXqaXtxu7E3unXzQuPbZ7B//z785/xtPNbOFzMXULlIZ3mxWY37ne2xgxQey0+q+gQfbdM06YGK3xjJ5ce341bzpqiV/wNVJ3rYoER2JQPNh+cIcAQcQ0DqL7P9VnM0rZWPHy7cwsO6FgCODcSfqjoIUGhLbwpp3kEhzWruL/TdgfHtPTeMnL99UpW++BTWugOo1dgTf276iPVtnfLlyzhx8Htco/8uU/EF58+cj8gRKBMCctuU6qj3ccOoTKRQzofJg/3fnK9wtkB6v6Y7/vLX59Ck7KVaSp8Aa0Y5qQCTEoaC9dkVflKT14MeYdipauIo/9kZhpHwmQt7sC55L/Jv10Vbn/fQz6NBKcKgnDjy1zgCHAHnIEC5iHvWJWNv/m3UbeuD9/p5gLWv4L8HFQHWLHkSCiYlQC64yMK198/ui9kHPRC205IDqqyQG0ZO3uxryPv8IM4VlW/YRkK12vK9y9/iCNwPBKqr3scNo/tBTZX2TdYEbxRS20VTYjUFyaiazNVu8RLaPmmt+Vw+cRDfi+4qfKa5aaq0SfKBOQIcAY4AR8DJCJhzYzAqtR2ihRBJS7j2zdot8FLbJ60dVZdP4KDI/LV9jJw8Lz4cR4AjwBF4kBDghtGDtFuOzJU8wWd/boQWrPJW/mHs/PZnR94CGr2AXtxd5RhW/CmOAEeAI1DlEKCqdGd/RqMWrGF5Pg7v/BaOcf9GeKHXi+CXFVVuQ/mEOAIcgfuAADeM7gPo/JMcAY4AR4AjwBHgCHAEOAIcAY5A1UKAG0ZVaz/4bDgCHAGOAEeAI8AR4AhwBDgCHIH7gAA3jO4D6PyTHAGOAEeAI8AR4AhwBDgCHAGOQNVCgBtGVWs/+Gw4AhwBjgBHgCPAEeAIcAQ4AhyB+4AAN4zuA+j8kxwBjgBHgCPAEeAIcAQ4AhwBjkDVQoAbRlVrP/hsOAIcAY4AR4AjwBHgCHAEOAIcgfuAADeM7gPo/JMcAY4AR4AjwBHgCHAEOAIcAY5A1UKAG0ZVaz/4bFQIfLnABytyqMXS24uxYlAzy19OJyEorTnipv6d48UR4AhwBDgCHAGOAEfg/iLw5QL4iAoLFq8YBIvGchpJQWloHjcVXGO5v1vk6NfvqWFUfPZzJKXuR/5tml7dlujW2xevtKjh6Fz5c/9jCOye8QaiskvwpE88Nge2UlZ/ceMITL45CclBbf7HEOHL5QhwBDgCHAGOQNkQ4LpX2fAq19O7Z+CNqGyUPOmD+M2BUDSWixsxYvxVjEkLgWe5BuYv3WsE7pFhZMaJxFEISfkJDz36CHDrdxSXsKW6oX3YBszvVuder5t/7wFAoDBrGgZGH0KRmwdGxEShfwsTCnPXYOzUL/H84hSMb/cALIJPkSPAEeAIcAQ4AvcFAa573TPYC7MwbWA0DhW5wWNEDKL6t4CpMBdrxk7Fl88vRgpXWO7ZVlT0Q/fEMDIfnAffNTURFj0O3g3+DzBfxq7IEYg9dBNw7YDIjEh0oH/mP46AFoEC7J8XhHl7r0Cwo4WfCY17LcDK8Z6oxeHiCHAEOAIcAY4AR8AQAa573VvCKNg/D0Hz9uKKRWGBqXEvLFg5Hp5cYbm3m1GBr90Tw+hA9FB8/co6hP5NZf2cTsDg0Wn4BU/CJ34zVJFSFVgOf7X6IWBG4ff/Rubu/TiDlujQpQf++nQtcDu6+u00XxFHgCPAEeAIOA8Brns5D0tHRzIXfo9/Z+7G/jNAyw5d0OOvT6MWV1gcha9KPHdPDCPjldK1Y1e6duSGUZUgBD4JjgBHgCPAEeAIcASqOwJc96ruO8zXVzEEnGQYFePsjlhEJ3+Fc1eLKezJBY88+hCKi0xwf64fRk7yE0PoNL+yHU7zhV2YG74SBy7doVFcUKddH0yODISXVXoSm0sUZiVkI19MZIKpRj00f9UPYRN7w3atBzMuH03Hurg07DtdAPYVFrZVw90bQyaPR/+2BnlQ57cgOPRf+BmN8PbiFVAXTmNvF5/dgdjozbrxPPHu6Enw826gufU4nTAY476ojz6TIxFovaiK7bLmbXGdq2KT8c2FW6p1eqJ3rxeBw5nYdeQCbokAENSPoMlzPfHeSH+8bgO84ryNmDorBccKJNRquMM7cCbCe7eAYWmN4rP4fPUKJH52HFelPYJLHbTq2Atvuufj410yHUl7UK85Xu0XhOH9PGBFRhVBxs7+mS9nI3lJPP6Rmy/lxBEcdVqh4+AwTLS1NprP+S3BCP3XzwbVaXSTJRx2xEZj877TkKAjuJvguX4jMcnP2+ZaRbpKxlfnrgrzcnnkUTxUXAST+3PoN9KatsSv6s+ovL1N0LrLGxj+Xj94KODS2XxjOS56B2Hu9J5oUgZvV6WeUwrB3bM4FEv2yvsh8oGQacMN+AtbX9lo3UR06/luMKYM9QI77Wz/182PwfZjEj8w1YC7Z2/0+nMBdmtolPhdk9KwLy+RFiBn2VR8kHlW2Gc2v06TFiO0s5Z32Bq9zOdSppHN+3BaJkhhze9itCEPl798HluCQyGSvK6CZHmXXunvlT5nyxn7DaZaLC/2BoofckSOqCZekIOEyChknPiNZKIoS4LmTkfP0g5UcR42Tp2FFInmXOq0g9/saPi1MT6E5txVCPykHdY5pUInnZfsZCxZk44j+SVwrfUw/ij8HXdr2OdJ6u0yX0jHjEmJyBFoiJ1RX8xcMBRtHaqzVIy8jVMxK+WYxBNF3AJnhqO3kfwhnpCdvARr0o/ggiK06B2SGV6d38EQ/9etZb4e44avYGyUtC+MJ0fNQkK2yGPYmfMOmovpPZuQvL6FA1HvY+uflmCVX+NKoVCR5yzFjuMib5d1HZHHlVjpNow++oRMw3CdPvH9+vcRcawXlizqZ8C/y6Z7lb5QWW9KV+SRqDY0wUsB023rAJWCnjQo0y+S1mDrLhVNEB+r92xvTLApKyQpSbI1am6iRTdi/M87EDPDSXc0Ea2tm4+Y7fZo8xb2zByEjbWnITZElCX892Ah4ATDqBC7PxiKmNMe6D/ACzXPfIptmSdQ0tIfCxa+jO8XRmDVYTf4xKxGgIa5l+FwFu7GjEGLca5NH/R5tS6ufZmOjNwrQGMfLE0MhGXYAmRNG4bob01o5t0N3byIeV3MQVZWNs7/xjTIpvCJJkFixaGZAhKGyJ0/SIaCfhPd0Np/AZb5tdGGcNkMB5QTHtl4JBhaeeDZJ1yBG+dx+ARjuC5o6hONVYFtFcPhxOpBmPDPSyRAK7MghWpeLg3Rtns3vN6yLnDtJHZ89AnO3qB1u/fComVj8HytIlw+lY2t8fHIFAS7DQwuJiNw+Gb81v49jB3YHXXytyE+PhP0Ch7zDkHinG5axlCQhRkBMchmf2/mjW7dvNC45m1cPLAdH+Vcwh+UOeQZGIO5Ps2B6+eQl7URMUkHwOxhU/1OiIiLQAdncZpSwjkLsmYgICYbv5UwwdwGLzarDRT9iuNHmRFjorWNw+qZPQ2NF2bkjk77BVROT1udRkVW5hPJGD81CeceJkOr15toV5cwyNmNL74RjSRbay3c/QGGxpyGR/8B8Kp5Bp9uI6xLWsJ/wUK8/P1CRKw6DDefGKwOUNGq+QSSx09F0qk/0PAVf4QM7YzWTRqgVsl1XMo/i0NZqdi2/Qhcu89G9Hhi5Lc+RbjPYuSweVidsVIYXKWeUzMOzvPBzEON0StgON5qCxzaGIOkA5dwh861rxV/cYDW672GyMXD0PrORcLgQyRn5Aqx4W7tw7B2yI8ID0lDQWOZRumYfLsNKfsZjdaFd+hizOzeCEWXTyE7fROSth8mGiW68ByJpVFGykhZBQPNPyEAIVmPovuA7mh5OwfbtrFz4CB/KOu5JBpJHBWClB9o05mTwuNZiCzrME7kk7PLJu9k6zqNhMGjIZK8toJkWVd97563NWfCPXk8piadgcnzfUTP7U8K0QkkBExApvsYRL78DWI2uyFo61SoI8Ot530aif5jsdPUCf36UpWYYxlI/+JH3HRrj7AN82Fcb0h8J624Pd7zew4FmcnYeYrycOv2QmzKeFjVmqE9Y/NKcw/BZ/O7VRA6OZ/zBp7qFYmoMeSY+Z1k9LAY5HebgRGmrVh2pCNiV/miVJOA+Pu0YUvxo+cADPCqiTOfbhPkh7WsNp7uxeRADN/8G9q/NxYDu9dB/rZ4xJM+8Rseg3dIIuaogSvYj3lB87C3wA1teozGaNI/WjZ8nBLeL+Pqj6fw6UdJ2L7vGloELEVUP2bY0E/CLOP3JvhLO3cUnzmEPCZc3LwRvqIbvp4chW/rd8eA7i1xO2cbtjH+wvJafVciKYDqjLH1BWxFi4VJYP/pzJ/5RCJGhaTghzuyzlCMM4fyBNlHTAk+HfOx/VATDBg7EN3p26f3fYatyTtx6qYRTyCdJmYioq68h0SiDa3ILIPuVeoCLTwWDduie7fX0ZLJsa92YofkTHRp6ouY1QEqHc2ZiBmMJesXhImsA9a8dgwf75ScPSYDOpKGUWQ+aWXubV5Esxr5OPaf86QDMDnYA33d9yHzRmcEDH8L7esU4Nj+DCRuzcYVOhE+SxMRqNZvzReQPnkCPnpmHhIDdXpjJUPAh684AhU3jI4tw3uLXRGpMlAK0idgYHweGghCsp5orFzooVMSHT+cx5b5Yk5JOJJDPCXDRDKADhWhhf86JEjeG4Gp/qMexq2djZ7qqwXmaV44DgtZEr+pMXxXapma8F7SWdLU26DH6NEY4FGPkL2Fi19alHJWQa/TrDREOJAnVUDV1IZRNbU/mvZCZNQYxZstJOYtPQ5TySVcumnSzF3wbmevQvjsnfjBVDkFKeR5UckUxESRwBc8eCJzi/xvN4z8y5dYueUUqFQgNijMlOa1KxIjYg/hplpASLR3cF5vLEI40iL+ZjEaBeFIYZI3XWmoD6nqoJR1KAvyX55Ejw+iMU72cjFmFpiKOiP74Pa6VSToKO9MzWjIwxcXOAkZF5nWSgJsyxx0cUYiow3DyHwiAQETKP/NzRPvR8+laniiq1MwZiJ24sbDBbhEGrRbp1nadUuY2DWMzAcxz2cuzvXQGsfC6+q11u1Bt7BU4lNxFh/DsvcWwzVSxYQL0jFhYDzyGohGWD2B9i6ghypvT5zPZdJNltpm0vTdA0fd8Yp8W0let9TpYVif+xuaDErC2qH2PaSVek4vkQE+dB86rkuAxVkrGg8T0i5alUgtD63L+36RjGEXl4fwRJ8YC152aNR8eRciR8QSzYuGleX8lJNJF36EkEFf4fUNi9BT0mrMJ+IwLDgDv9hSlFWfKtO5hMxP/0BTWSkWaE5UlpceN6Hk0iXcNLWAvwZ/+YPVxzAqpJK7g1jJ3ecnYtOinoJCeYnkw6BtjZUiQaxdwOz/m0typ6HNzTXvnw2ff7bDhqX9FKVUljMuHSKREdnBOk8yNwY+YQfxt+g0kKgDCuls96WzTYqX71qSWc3Un5P3jAiO6K2ihtHpRH+MTbmIBn1XYAO1QWDbz2ho5nkfJK0dSjMwY/9sP+x7PYVkoG2aZjxgocssZQxGQ7smD0Hsd3fgEZyGmLdKY9zEF3svAsK1clY+yzddyaj8kIxKYYhC0isGIvqQqdTKtuwGJueqF7wlpZXt3fA9XhaHKsmkuGHByCCj3mQyoXaXudg02UtyWJLsSw3F4LV5pDd4IDgtBmz6TL/x+6oLUmPecl4BIHMuYvzCkFnsgdErFqGffKtYsAuTh8TiuyJasuvzmLjJwg+EXRAcIEk462KkMzDshyG19WLRqFN+jutepXEvcV/+i8aD5iFmqMXJK8hKujWcHByPo87ih46wUdnoLe6AKcunoLMmvEQ0FKdnkqwgHdDKkJHk6Ikne2BubIgSiaTwXPb9J/tixYYgjZHHilv4zNyLm80GSedENVGBtqbi52FbMMcpCosjIPBnnIFAhQ2jE3GDsakVK7mtuuqXGXpjX6xNCkAzVsfdPw3NZu1QMVVHD+d58qJFoeZCUojUckgYcwvOt/DHlgQ/NAQpjb4L4TJrA4IMww4uIjlwOJLOUlADvbOO3hFUPfN+zO47Gwfr6W+fRHjVCg/0xG+kWAtK70zsf1w7nqB0RZzEW0sX4a2ry+EXlolrKmYrb6Z40PbDI/wTOkzO2GJ5DIbPRGTW1M2LhPGQpW6SYSt55fdqDU7BeIobhmBBerTF6A+Xop+grBEz91kCtwXWxTNk47hEhVnhRyHUAO0sXtCUaC9A+oQA5PRMFMu2y4zetRNmpUVYvLIqAVGXDAqLkVwBjAwNI4lOLr2g9exKnsL64bEIablHNEZK6qJXrHXZcHuGEVMepheONzSqhNWo19or1lLmkxTjwZtaCUq35bQVEn59EZ8nK08XsXGEP9KazcIOQYNh52cEUq4SnjsIzzLBJWFR7COe41LfrdxzWkjKiE9OT+zUrJ0dUEmhuOaKDpEZiBTKW5aX1pny1xez95MWYiIlbCcpYZKB4AiNWoSoziFQJswlvkNKh9+x/kgRNGT5V4iPQqjp8dFa6CErz4Zjl+1cyjzncY3hLBqdESffwtJFb+HqcgpFzrwGk0cw0qwUwupiGIl0s/NaMwxKWgvZF5Ab44Oww12wIpmUIsKb0eLoy2M1vdX023Bwni/2dNYZEZKs2X+HnDufkHNH/5LQB6UA76euRH+Bv8oy0pWccmrZyZS8METtu4TfbhKtVtQwYka4zwoc1SjXEl95mGQGGYjsGDAcUtulEZ+2RdCMDlaiQTzJB7X9Q85T34k7ca3taGSQoWjTNGKG4RI3LFD3gBEZIvG4gcTjSkgEy04aiiJ5IwrZTWX578ghYzxqCm6Ganm2KJeOaowfy2gyTYAcmVtEY9hM+9JrF7zSdOt0ZAo2nhHmEHcNffU3D/S8YKCSTDaOQDCT8dODDE8TvI10BiZPRxzGm6miUSf+HNW9SlmQQMvzcLaX6Gw7bxAl4Ux+6Ai0zOj1z2ggyW15jex4fCbRrGykW2PJZPLEPS0NbnMvkd5IRg/5zY3PGRk/fmRY/2rkvCBSYfrcslqYa3Tj68ii+DP3BYEKGkbsUAYgP0jnzTqfCP8RKbiohBKJxLP7xWikKYLe0cNJz/kcQ3+r5lhM+JOH5QYpMJ+RAkNM1ZeUxnWleHGYF6/v7P0oUhV8MJMC0iv6MgaqBKF+JwpSx6L/2pP0zzriN1Ks6SD0nnkEnSkHJERx9TOBEYGbk+R/k5VZFbNVPioqtp97OTkkRfBG/pu8kep5keI7Zj4wbZXFC28oJGlyslAnnmIRTrb2RtAeJG8nGVIZTICIa16D0fhQ5UVljMN/T2ckqW6cBCa185rqOyI4AuPbct6wxLs+74bllT3bNRAhYzrbzpEx2j92MzFoM2qO/hBLReuPLYa8k4Owy2uD8m+CspR5A650ayQaIJYfU5z60o2psSAjw/ntVDy7QTYujc+9Za0Wg8a8azIC8oPI+9dM9ZJk+Fy0VHc8EeeH4N0vIlo4M7LS+iR6R8cjiGqGliFliLadnZkiBLMzViqLqtxzyozNlQ3iCX9rtUrei9pkMAv8pQK0LtwOMCmoCoN0nEZVhpXisCkfX2frXdNkAxb11O6WPL/Gvmt1dKD+TlnOpaR4HemsvZ1kZyPiJibJN5bKeaZboy06JxWdD9E4v0+hdFKuXvJX58ScRSGfoCsCQ8ags818HgNjTqCbTNzQ791pkmdj01BM4cJ+T5/FttTz6LS0tFAqG04CcjCJSqyNSqwC743D3ZEy7zFQ7liITvgk7Go0GaPcltHlCjmrKmgYyfxKz8vE27Oj1B7BD52wD9v2PY4xG0u7raf5+p3GEMmAtFAkuwmaib22DEL5QZLFPuQMsOgIBjxVMa4kbOgWJWjNHPRt5EgCk41zIcsBG4abbJhYwkSZsjwUJ3yd5bwUz8+GusY3ifYcbfLfjcNYzSS7euGfbTeqbjht6F5W+Vosd/Il+E2yzrEWDLnkp7BA4g/Gc1TxQ6MbFQdYo+NynRmwoTjnW8rZEZUI0aEOtSNN1CWP9zaOjMia1pVuJuldG+dM/rvFAFMvjPGZibgyWu3YcGDh/JH7ikAFDSO26evRfLNWaRKNjUMoUQkYgXigvvI3Ppxiwvsa7DhNccnC7w5uFbJEUFc8pIHqLoooMZTl6zxS+xG43LmFwhJX1HIVn6rRwAt9goajn4c6UVnyMpHslIlYONDfviHdOtnYC0FZputq4WzI3gf6DwPFWhjvq1c1YYNCWEWGJ7aojDZFAaOQDdkjJ3+dKXpL3BbY8EgW4+dvv8Lh/NtAnT+j6ys2Chzol0J70nVNfUlZlv5I8/ePa4SVGmNSZKTRh1x0Xkpg94w3EJUtgOdA6IZsuMpKgKiIHO+boVJu2beG4Ph7W7XNWmVc9QqKbHDrKhkqoRasUERrTzQoPok8qTBBqTkyRoYRwykGqtsCiZmGXMd4tddHMID3ougJul7XKwK2OmAz2JnylfQUZnX8DrMSc4R8Ihd18q+8b3Q75EdhU7+q1spoa33zzVqPreC9pLDFEpXCytYQTWuQjBnZ0LTFaVweeQLPdKF8FiMjUlCIc9BTZxjd63NaGpdUDFGZLstM67B4WwXsSAoqhlEZaVTee0gOG4fYewHyUhOwcnsOLheLL9wtKkSRqRYecdENQHzuBiWZm2o8quJ17dBt6Birgi7GnzY+l1+9qnbEMIXGBxmeW1ShTxbP6fMTM60MNpk32MsxEkrZ7j1JdwA10fSvf1cV/HAIKOuHlLBdpsS1hmeDYpzMkw0kg5AZZQQDw0jae5N3OD7RXdebLx/FJ+kfU/PGFvj/7L15QFbV1j/++cklRMjZLNDrmHlftbyJN7qm16w0TXOIRMWBEkWcRVABxVlIFJwRxcQUUy9XrkOaOESixU0sSykzx0zKUNFChXzw+1v7TM855znPADw4tZ8/3vcmZ9jns9dee6211/osPw1RCT2QOWYrlyA96yeqhRFmj/YmIkMh0gbL6bshENu4VqmmzG3Vpj0UgiIhpW3rX9BbqIX9VGJuZSp3NyZUXYNZiz6Dd7BIwKFE6R3Sx9bxlY1aI2e7+OxhbN6RgTzqN9hXR2RguvgJ1ixfj72l3auFoVRFvfa9MXaELUIk1Zhlp1VZl/LpqaphjOYTqTb0cS/49JuIcX1bSOmMpCsHncO7+hMpeV+xgqOR48HsmcyOKltnoIqyAAAgAElEQVRAenfZ5FuUxTP9LdcVe2z5HCMpFfTrnio7w8D2ktPcL5HtRMQVLZ5xQ/6xUxKhhb6GSbQR/v3MGiXF2uoY5Xmzxj5c/DO+PHQUojnzGtqpCDZKta+zvXzCZQxXemIanRgxNM1BHBeabzEDgV27DvWWplK2keU6KZ9jJAaeltegLBejh5dR7fHbKhaBCnCMjI696fCWOUYX1cXoBouzgCJmAXSkf9cbXadNx7s+jVDdzYoyU0XCWR+kp9d1o9SFXUL6GVNOW6OpgPo4M3jU+Z3mzVDjGF0YZMfQl8eqO6625hjpnscWxpa/sUiGKtptYYCZJ5opmZmYbuAYiXnli04/hVZet5BLRA536wVgCW2mdutA2fvWN9A4bNZSQqxFoBTlJ6dI2pRNKUpYpHWMLgxSbybMSNuClmn60wgZb71xaTAP0gnX2SYDMTfezHykToGsqU5HU4/ZmmOkw4k5saMuU3G5Oq1JudfAAFYcafm0TPVSliK1zwTXi27oFv4uWl7bjuXLqICWYrLa1MEtGN13Nb634xgZpSySkJBxf9HcH4yizLuIDWuFxLRkbdpcKGKqPs0Tr2OYZ6Kj2jG6D+vUlqgpQQa1Y1RWWbdYl6WUUUUujFMrLL9DTl+9CQ+q/ZsX0Q3N6ngKRq+FEyxMh+S4Cd/aCYVE/rArJlLQdW01KarWEHNkXbJr6FSTpcxqVJYYOTVyfpQ5sJEuJaQTh+7A/2vWAlXyjuP0b+5oN2kdZpQ5/14yjs82wcC58Rgik+qoG4hbrccqnWPE0Cy+fhnXifyiFs2Pco6nGJSV0WpQNCb0eRb1Pc8bBgzF6RMxFPefYlz/dhtmRa7GceZIC6QMJlzcRSxoK77A1cdccfd3kTmUBS8avNhPw6yq6OMKdIxYGnVh/lXcdK2OutVVpzJyyjNlUZR2rw6ufx3nct7HzNm78Qs5OloCJStyKwei1IQ2jPVv1nwza6SVW82p1xQY7fU5uv5Xn1IsrYlaUuq/7jmy098iRA7qGZ8ClF2+RVnU7o1ae8AWmY/tEyNKpib7YNinL6r2fkvbSwie7a6EjpOXYLLCekkMgSuCMTGd1eWYa6zEFPpE1F1uPjm27ryZg9EWARWJqOP0U63gdSuXSF7uol7AEkp3JGumlPs6s2X6f9dXlb1hzTGS8KB6OihBTXbtejSw0k+zvI6RID8lziBIqVhngD/djIDTHSPFy/fQGnqOOEbCAiaBfYIKQM3etTXHSM7tpILE3fPxl+gAnB6s8vjl1A/NqYMcLTXnbAsbuiaaYiAeJiqA7EoFkNClkRgY1sLzct/SOFqG0SXZwDEwJKzlcrOTOL99L2GtVBQs5vBuRx27Ra30TWxjiXfHbFVKorX0JGuKVkjRSv8V5ohqHo5mFuKZjs0s88YtUunEiPORLuoTI2spP1YcI2UeVEancMJzS1X3ZJ4/JR3NGjuctVTIxNpIUEUVDR1V+d5qRJBgkeYpG10ulgXHwrzna2oY5Bz3BnIOO/sEZWxm58rixEiJluuIQfSOkQyJqRD5V28S/a7ayCHj7OgajI9KxyX1qZN8D5vHkHyMVuFxP9Zp4alMfO/ZEW28LNenRSpdeWTdwjEqpYzKJ30uVupILIYvGQ7MMFZqmsQosZFjJJ+OaXSkvNYUOS/9usx9Sx2wMHCGVUa92UBUfYwsrwZ1k+JVbE3MREmUXAMq5ftfeNWYcc2hXZqNMx63NGmv0o1Kyoy1BuI2Uun0Olli7Ev7hTISHvsDRTV7YYHMtCUb7Jp7rNTaKBhqa4bkOdUGcGhdXt6OOQNX4Wu6zyhNx1mOkfx+JRVVxl5i+DpqopNLSkD/f8+OVVhGZR2gdZKt7dXyvivu1XJ2qLhuC+nbdoo1ynlHkVn4DDo2s0yXVU6FjRxvSa+5Vq9LgVRp8MXX8e22WYikiMFNVq8q1FcyR3ogjvVOk2oRFcUoZUk0MEgTlceu2vsF2foKXYUUcfkZ5ZFvo3Q3ZzlGUgbIreGq+i69YySuhQN/N6jdVaXQKzLI9uF+JzFAZ0sYO2/W2R8zIv2w7yWWLiw0RxDrmLfXEUkuPivdvs5sk5VPJqmCz9YdIyW4pJzq2053K59jJH7/XsLWKEXUITXHL7rnCDjVMVKYSIosUxgccYxkRa8UOQpwMAHfh5dUClX4Z9kYkLx+KmLC+w3XqVI8pAV5XVV0Lkfy1YXVTMmNuIDByhGs5RwoxZmOkC8wA2EK5earlAb79v+0kAo3pcfL32qxGQlHvRNxO0Kfx29kLJVi0Ql47UFbVX0Aq1npndNDx5Akp9KVQBvhkY+g1cY+zc3rH8NXYutRI2fklLCNcNrtUFVUhzm3RN4w31zoLNpQhGEIscLp09TkY3l1FNjgJEwZh2zkWjNSDckzWGqatrCWzdWEKyGaWiIlXdRKhFxmoFKTTwjjElKtShCqPoGRx6GK/Bqlo2qMZYEOdAwSjxdZss1Zc4ysqhc5yGBQP0KYD/rIF+tVdVT3Y52yd0YVTTYTUSg2jUiekkU90xQDqzyybuEYlU5G5ZMTY5ICgwm4thmj/JNxSifr1k6NLYxJRUeyZtny6WXp1iV715SbE3X1n/9BC00tkWzgVLNC/GAmtzHXIKq/18BoFrCmoIbGwCzNHmgr0mvllF95vIHBppAjqKPjUirTzqclVjrRgEuotkCs2dCc4MlVeOzZU6imVGKXU94przPdSXLuEviP34FrFic/Now7QU1KbQHKeWKk1F1oTtekfSC/v8S2xRzZEfiql0go8UVsL0Ttv6nbI5jc0emyysHX7NW6AJVFAI6wfP1jXwNyD7HulpWX2kvV1EqPhJ9K/5tInwUsrIyZenYx9u+UrviYjm6+kMbUn474XBQGUvGEN+bmSHxIaVhmF6588i3Ucn7QACsFBkDtz14qnaxzjOpd5b20soZZ1NgxMj6xMq8TJdWS7VdzXDBbRchjfYxyXZ1+7gzKMIR9cC/+zohlfrXMcLG1r2dEvo6sV9U1XzbWjpKmbs72YPbKiAuDDdki7TlGcg2a1m4VRyvKD50HK8RApdFv/Nr7hYDTHKNOMj0jOUVd5xBzl65JqSOOkbLA1XSmwmJJRy1dVFA2PKvJaVIUueuV1spcx1MgpSKpDA7ZWNeymjFF5491DZcotN+ayVBYrxyl62aphO/gxFvmqJSgNA783VzcLDHXZd40YDVjNSNBlAedEmyRHseidHNd55qpk005mN8vAl93Up+wWRMlMe1kx3PmvGDhuLrvVjwTb6Z/ViiLoTUOFGdFs7mJp0AfP2emeGVvN+XvQOS7S4hiVEdJztiJIm5gtMoJFRjaLg9V0RubaWi1EVSZnpVFT1UU4MxZmgNMtTi1UZE1WEv9M2SlM1EZUACW14pXcBacFDqVGq6w8clGIKxT0Co0sC5ooZZdIUUgFfVizSQYsuPtqhA5yPnzLLJspq5VHKNOKqeo6xzLJnI6x+iLzUm428laE1TWmkOkly9SszVKYnQ6KZBOLhhjoJkE4L6sUxaZj7mBEA1dLaV6LCG67h1UgK45oS6HrBukuDouo2aiC5beG2w3v5WBLKe2qZnQJKP0DBXqq+varBjukHWdEhkv5bpkVLXvnMBbadEQSP2kNGV1BFmhpbVBFa6wUGmYK2V9xNKYDqGz8g6SO4HUpormFKF0GyGL5guLX6S3Vv+UEyNrKY3GkWx5X2FGptyCQHBGP/uncjLMxj3htzCR/MIoWCPNU+7L2gi8YJQzcgcds5+8L1nWNt0jx4ii9UKPMA0bqRQII7IckUnOhJz5Adjms1lIV7elA/QZDMq+q0lpZs/rh4i9N8xsb0Lg8mM8t1TNLEuU2Tsi8e6Sr6jmzhpdvLHUKGRLmqwRiW3xm9cwd3GAinqZ+jFOG4iYI9XNVM7SifyXCsOs1LpiyVW8bUFbX175ZnvKKHzdUz5BMX+TPccIMusf1YFFq/ZWU/4neG/se8i83VbX4kLvGIlzfbCDOptDer9yYqQ65WT75vuNsF5FT2h9jNaIWRhByVy4zjUHRU0589Ev4mt0YrU+RQ7s65oa9kE4965a59pYO0rdkyoNXrDJElEj1pLV2J5jZC1wzhpsh0ZtwJnq/lhGTqRD20HpFCC/uoIQcIJjtApVR3ljP+u/Q7VBvRcmYaRBi2tHHCMIDSKJgpM1LBubiMiXC7GLaoV2VG+LKtk/4Jmo2dRr53H8+MlCzF5OjbVYXwOlWR5rjjcZX70YirD21/D+7OXIVveaUfq9WHLRC03fRizAzRFxWodOaYxpEJUX7AfpZENfWMhYjKKvYfTaSfBhR/vSu0/Vbod+/Rrj7KZNOExd24xqOtgiG36OumuPs2jnJ1JZj/0Mz4eGoVfT2/hi2Wwsz76LrgaU0YbywsY19gheWy33gpH6wGwzoXXPnmiDo9gmNarU9ryRHIELuv5CzAkS6MUPw7MNa77rjdtn9iFjj9iUzpL4QNx8llSeZKaqFjafeHxfpyN69vRC3rZtyDxPDWV1jRBlw0zbY0k24iZQ4eoH0pG8rNBlGmedY6IGxtr8MTkcsh2tVi5AX9YLQXKOM0zU56pfB+Cg2LSwxKLPkBZ1s5Op3tDlRqWNMSh6DHyubUF8/D5q6mdmyVF68Oj64bDNZ1XVUfDePws7L9yFd++FSBqp7R8hjEDvGC14C9F7bqN2iy7o/PZr6NKiCdULsP65ucjYnIjNmdTErjI5wisohUGTqsb6JhG5yio11Ss9/76sU1EG11+pj44kqy3dLyEnIwPZTFaMmiKXVdaNav8cklG5p9IvFNW20S/KYGHKRoVHs4GY8d5bqPv1CkyKvYLmrc7ghEsgZk3ujKeoniI1ltIxTpEuEppNArnHnkSDht/jP6QXN1AjUHVfrdKtS1JlFHSJvjYaa6UeLmLt2inUbkeNOhsTE5vQXNbGWhK+y9xXiqxdc0sE6W8sALW0KBDTRv8D7qf/iwUUGT7TWKL/vrwfS1ccpGaJzeE3sz+FZRz7Cae5Z/orPYfEu8TghkAvblg3J+sNo6a0FJiZFoT47NvU6FRqeHyaGOjGboKp+1xMfy4HCxIvoOdSuUmr2JSVlSx4947FsqFNcXrNaESeqo/W54+jaMA8RPdsApyRaokoGNZVzQyqBMkMAm8KrXIpUumOf4jpaSeB2h0wcswr1MbCwZ/c4Pcnd7QeLjZELWLNpOcfwzOjEjAQ72PetnqYulJqqF5Iers/nVLeqY2OE+Mx7sVC7JgaigM1fXHn6zy8GDoVgazBa4a8V4v951r8dIzqYpvC9PliTFqYSfNtoBsPe6INrfGXvG/jzL4M7MmVmqw6vK6IoOhwCuaQfLHmp9o6Y0lOUycgehvQbvgEjHhVIjCSMcjzwqv9WuGnbbtx8cn+Yu0qfsbhlDmIS7+JDgaBXyZzNuXbkWlQt4RQBZbtOkYwn9YyIp9+1OgWJz7CzoPULJxssu6xyzCO2EjNP8saI+FkY309xOlO0pQaVvVeVyrHyLKuWx4HC0KM/ex5hIb1QtPbX2AZs9nuysEgMb3N0X09I7IUjpGV+m51SxWlj5SwndpmpSMjSGjRkkm9Kas270rNgb1wTW5ya7ivOiIM/Jr7iYATHCNxc3HopzltsFycgsqiJpoTotbjJGs3TD+5c3Ldz2MxJma/2AWafi7UjHXQ3AQEqHsWyV2PlXu7Y1bcOPjQBjMtKB7ZJbreNOpBk+GxOHw+zr2xEIt616e/XMbmUUOQfMoa6436Zss8dmbcBm2sjQipWVhBzmKER5PzKI2fGUFqsgDxaSxlYAYwQ5dapnpVQZYKB+ri3HzQXCQEON5ZWTC6V9zBsFVxeOMJ9mBq4hg7BjH72eYjIE5NHiWDQPjvW/hiwVBE7wPaR61AVHttD22hMe0nCzAhzjw37Bl1241GzNRullTZQrFyKD5vOx8rRrWk3HXLOXep2hrDF8WYm9ydT8OY8Um46B2IWE2UTwRGUGhhJ9HrgwT0qsk+iYpyp84hI5K6yzn0s5w/vZJkaaIR41fhmCRbLrU7GjSRs3xZAaUrDk74SmDyU1IvBMrd8VhFzVMlKUfdVyKwdEp7PC41l/21nmXHcGWDLPU3UQH1D7uJfTAVhyS2PuURRG3s1fptjJk8RGlqJ/+NRVwDiEo91aAZ5X1Zp9SEdl1YND5kTqk0SKYHekfMQrDuhFqQ7FLLOt1kddPU6iW9jN76dAYGzMmGe8corIhqr+s0b2fCWAPqBRMQJ69BuTt7Jzr5mRCF9cr30rqS5KSGQj7Dns025EGYm6COgJdyXQpNXoOwsXaEdAJJvXIWhyN65wVJL3igmUEjRwOJlxp66k52xYWq+R7Xuq8gYukUCCrFFpmJLfgEfRKGk70+QIK4+JGTNBVz0k5RQ2rHfpbpWcU4uyMBcesP4tytqmjUogFMp7/G+d8qoUbTLgiZRTTg6uaRBVmIHROD/dLm5FLVF6HJRGtNJyDqvYzoJ/FKeILAKMcO5hiz45LwGdjNGleX56dOpbMivw49XqJrTvz3MeS7eKFZ66q4coSCXHeZjhiESTP9oY55soh4WPSHpdqrlRRhNiCGR8RSTFHvKfq1IF3XbnQMpnarr2o1YD4RsPpt9HzL+8xXy8yaW7+7CldPLzRpWhW/fZ+Lc1eLJf3igb8+/xweJ0bC07/8gVrPvo2QiQFKw3aL99qSb4cmgC2RZIwIy0CTiBREtGO7o31WOuEinQwyneDm5YuRRLrTzYKy3sj2EjM1kp+YjS3jWViCSEC2RmD8qmOQtjzHvkBfz2utPlsctMb20Nt0Rvv64vBoCgpKRpRjI7Koz5NrpY1SDwsypiFoyRUiLkpEf2YG0s+uY8TQ0tmtzAaq0bInJkUHW+yrDg6bX3YfESinY1RRI2eFp9dRTP2nq1NoW+HCkYvH9f+uHoZ8TSUte1Dx2S9xusbzaKG363X3FpZ4wtORlggOfHrBWSL4btzYbCRZGZugInKSEB2TLmwyLm5e8B1JzESajUD1QqNiUwfGI19SXFhIVLLafjYC4xJRBVfyqIU6nvpONzQf14HqalYii/fJc2btGdrxW+BsZ25NhddRVLk6LIYmPba4mKTFzUkTJz3TdPEsfn6qscq5syKXeiwKTyEz8xQef747kQXILI31NYQL7BZjzBkd+ymYnm1lvf9SKeba8lLzPNFMwaNWHUtMBRa7CCw7zJxlWwr+/qxTU2E+rt68S5+m0w8GuJRe1m2Aa0dGi8VFYtZXpZwn+bvc1EXkVuWE7cYSmYZO12lfW4p1SYaKqLLMSlIek7FeML+JkWNknnocz3dvAy/5dL6+QTd4+Xv07G6lxEpzOa39Ylr7zl394hvkNcr+t35etEOW2Nvu6teUjL+VtVae77Z2r626S4feJ38Lu9jeuKXv08ugjbUiY2oTTyJPuMw2JLvvN/ogxva3FTMmr8eVduFICHsZaj/Wtk4UJhp1Pe+IRDXCxfYw0K04I/ZCh3AXLzLR/lxC+3Pp5Vk1bxqCHQdfbqJ1RG91s9fojjk771zEcB1BkRH5gpLOaKOPkahjXLW2njRkR/d15ux80DRV1crCWiqdXK+m7mOkmz8D+8gxBEujax17Ir/q/iDwgDpG9weM+/ZWoTv1XkoVnI4ASkQ9nToTs3ffdjxF7r4NnL9YQUAxBOiM7UAMQt4/ibZSJ3L5pMd2U84HBUsx1W/+1QGYN/lfqHX1U7xHdMLfyilPD8ow+TjuOwJmB/UWDsSE4P2TVMvwMZ2UKKdZjlKW3/dPeXQGQKl0Y+atww+NQqUeLY/Op5X2S8RIvwuaBa3Dcn+HkwpL+5o/4fWstm8jmm8yMwwap/vJtbI2anGdhB5jLQz+ZYSWzZia+Yl9WVWMm3I9lo1aSScNiT/mIUaAO0YPwOSxQtawwnBV3yKRIvSzf3KKxwdgehwYglxnwE77WONNd9TxCUBkmJhKaK/PhAMvuIeXUL50r51oy3pLSZFDkSoX5WAPu4fD56+6NwiwGq7Rm4ninTXS9ERl9zrwCYhEmHDKXRYSinsz7Ef+LYzZLel3yzTzR+7DTyPnsAdatXvK+GSlmIiJBkdg7zVKKjNo2PvIwXFPP0hsAP2flmuJHluk2paJNKgAEqsltjqZjCXfgNTH6cNlZCuhVzEqNRSt2b4lE9JQSqGvFKBkqXu7Jg1GwlcuGlIjp4+FP/ChR4A7Rg/AFFr2E5IMi/qsiaNMAfsADJQPwRgBuT7imWHYsqyvrr5Epj9nkSupX8cDjaNB355S038/0B/IB+cEBGRn/5lhW7Csry4/mTFrdpfow/XUzU54N38ER0Bs40Ey5loF9Zu9iBfatUTLFm2J+es0juRkEYlQJtWEsdotI/IFjl+5EWAnL2HZ+GvvPmhV8DG27v9RqOlT6vVkVtbf1QRZ5X6rjQeIp1Pv3+iIPq/XwPGt6ThG5FtgBF0fUpCPuCfEet9vUMthEo+KHC9/9oOMAHeMHoTZYVTjq2ojNllk/JEjLVXUDT8fhHHyMRgjIBuCTfWOkUTvmkBU2BRJezgoOxnVczBy31pL+drM4JWibN/5Sk0SuRBwBEhHMQp7onhvqneMqHh+V/QwJByR2fM4SS2Xl4pAgOppLn6DzF3b8dHBb3Dx6u8o1nFYuNZoiZ6hkRjqK5Jd8J8zESAGSmL2i1p/UiJnUBPA/IR/jxmBVWeehH/8SgSpCbKcOQT9s/QEFCpyj1v/i8O70/fjTttQpUlxRQ6FP/vhRoA7Rg/E/ImMMPHfVEOj+sW4SMxhJmJ3WSQ5Sg/EEPkgbCIgsgVm4ra3Lzp39oH37TPIyjqIr8/fRtWW/pgeS5Svpa+mvS+oizTj23CrUQN45l3AxVuP0WmX7CjdlyHxlz5wCEiMUpm34e3bGZ19GFV/FrIOEnvb7apo6T8dsUMMqOQfuO/gA3o0EFATRjhAAPRofPT9/wqZJMOC7KEYhYUu8LTGllRhI7dGglIeUosKGyx/8AOKAHeMHpiJKUDulg+wJfca3L3ao2/gq2j8kBjSDwyE93sgtEl8m3MIZwukgbh74bkXnkX9e745lB8I08VPsCY1E3m3a6KF3wD0acWjruVH9dF7QvH1b5Fz6CydK4o/d6/n8MKz9a2yRz56CPAv4ghwBDgCHIFHCQHuGD1Ks8m/hSPAEeAIcAQ4AhwBjgBHgCPAESgTAtwxKhNs/CaOAEeAI8AR4AhwBDgCHAGOAEfgUUKAO0aP0mzyb+EIcAQ4AhwBjgBHgCPAEeAIcATKhAB3jMoEG7+JI8AR4AhwBDgCHAGOAEeAI8AReJQQ4I7RozSb/Fs4AhwBjgBHgCPAEeAIcAQ4AhyBMiHAHaMywcZv4ghwBDgCHAGOAEeAI8AR4AhwBB4lBLhj9CjNJv8WjgBHgCPAEeAIcAQ4AhwBjgBHoEwIcMeoTLDxmzgCHAGOAEeAI8AR4AhwBDgCHIFHCQHuGD1Ks8m/hSPAEeAI3G8ELqchfNQmnENLDPtgBrpUMQ/o09gxuNhvKQY2vN+D5O/nCHAEOAIcgfuPwKeI9VuKHDTBwFXvoVdN84hOp4xEWqMVmPKveztK7hjdW7zFt5nycXzrRqTlXqP/cIdX2zfQ5/VWqPOX+zGYh/mdxTi7LwVbsvJwmz6jZpPO6OHfDo3dHuZvsjN2LjtOn9zis/uQsiULeaIQoXMPf7RzlhCp58vdC+37BuJVZz3bYSTu8Tq5nIrggSk4i79jwu756CbrNVMO5vfbgKYpi9DH0+HBl/lCU/5xbN2YBlHNeqHtG33weqs6uNdqtkLlq8zo8Bs5AhwBjkAZEXCqHZKByNficASNEbghCQF15TFdwrphk3BzYipGNi/jOMt4G3eMyghcmW8ryMC0oHhk33ZDNdc7uHHrjvAoF28/LEoORvN7vWuX+UPu842mk0geEYrNP1XC4xSRvvV7MUrYkDzaInztPHSucZ/HVxGv57LjZFRNOJk8AqGbf0IlUYhQLAoR2oavxbxyCpEpfxdmjliC7N+Eh4o/F2/4L0tBUFMnf4q1x92XdcI2tEBsOO8C764zEDfWF3VKfsbeBaFI+LE7VicFwLuCP78gYxqC4rNx260aXO/cgKhmaTx+i5Ac3PweOUcVK18VDCF/PEeAI8ARsETA6XZIIbaH+mHp8RJ4tBqG+Ji+aOySj+wl4Zjxv79jweZxlHtwb3/cMbqneF9CavBYHH0lDjF9G4MdbBTnrkDwxHRcItupIUVZVw+paJPhnn5wBb3MhM/m+mOVe7hodJEzyYzQ6GEJOHITqNw+GunR7e+R8VNBn2jxWC47zkba9Nlc+K9yR3jcWPiKQoRd0cOQIAoRotOj0b7MgYrzSA6aiK/bhiIysB3q3PkBu9+LxvLsK6jVeylS70kI7P6tE9PJVIybkoJTBKXy82iGwNjFCKjo6M8lOrEaexSvxMWgr3A6V4zcFcGYmH6JgicNMTBlNe6Fmq1Y+XL2auDP4whwBDgC9hCoIDtEdrZ0QUS/RckIruj9wuCTuWNkTw6c+fefPsT4hZUQnuCvipiakBHZHXFHyDNqG4698zo7842P6LMOI27I52i3Jgz/VBmup5MGISTtF+BJPySuD8a9CsrfE5C57Dgd5sNxQ/B5uzUI0woRBoWk4Rc8Cb/E9QguhxCZTCb85S9qz+oY4v3CkfG3CHw8u5PTv8fygfd5nRT/jC8P7UXWwQLU6NAer730PJ66B2muP304HgsrhSPBXxVkMlG6RndK1xDU7F46Dax4+Ctavir+C/gbOAIcAY6ACoGKtENMhfjhf7txIOsM0KQ9OnV9AU97ljkyWa5p445RueBjwcjruHy9WHqKG6rXrS6cBCk/1d/dqtdFdQPDQDHouWNUvtnIiMRrcUceTcfICjJcdsonMpZ3y/nO5XeMLJ99GkmDRuP7t9MQ/+Y9KLKxBs2fcJ0ADPsQsJYGntwAACAASURBVLjJvXKMjOGvSPly9lrgz+MIcAQ4AvYReNTsEOc5RpSGkp26EKu2foO8ksrwfOwPFP5+F271n0Wf4RMR4OtI0asJF7dOw8TkHBSwnHDXGmjpPx2xQ1ponQ0r82TK/wQLwhYiM0+qN2H396RUlqFiupXlz4T841uxZsVWHDp3VaovEK9ycXscXi27YMDQAHR82tMyLasgB0mz5mPX2btwdaUb7twS64VcqqJh19GYN+Bx7Fq4FP/+5ioeq+KCohu3cAeuqNtuNGKmdkN9o5MOQ8eICqd3JCBu/UGcFkBhuFRB/Wf7YPjEADEFyOhXfBY7YuYg+YuLUn698FF43KslelqZj/MbxiDsvz8DPmOQdi9oQD6Nhd/SHBqYD8akTYGeeKT47A4kxK3HwdMFhJ0wK3Dzao23Q6zIkxWDjzGbbHhqAWao6bEUzFhh+kosTd6L765KckPzVKNpB3R/wwt5H+3SyIaLWy00eqkPRg7tg1ZlZsuQ5S5N922+GDxpHPq2MCiQOr8BY8L+i5/xFHotMLN62VJIpvxspC5cha3faGWgVqOXEBA+AT0sSAAo5WjdFMzcfEJcfwLevgieHmFwrQig6eJWRIzfgprh7yPCV0U/hgLkJM3Cgh3f4apQuCNiGhgZhm5q4VfmQcRkeUIqvrjI1op5vnt0bwMc3Y1dqu9wcfNC67fHYPIQHzC02LeumRePbSckWSFZ92rdA93/rwAHdh3COdXcVrGpk2wZrtJaTFU9j97D8OwmyMoefH6hAKhShb6WqQSqbbnL/u6DrkNGIaD+LoSM+gnvpEVpTjqNF7D+X9m7YzAn+QtclOsSCQPf4OmI6NEYLvrvJ93XtEMgIsO0ukZ4qg3HSMRxEXZ8J+tDmreWPREaOZR0DZCfvQbz4rfhhKKL2HsGIXxCDyI90c+5ffmx/+3OWiu2HSNxrSTi38fylH3AtUZTdBgUjgmEr/FBl14eXFHl8UooLnKBl1X97HzHSNHbT/XCgqUDKVnQkZ8JB+aE4KzfagQ5qbD501iqExDUuTP2D4O1xvRRrb+hx/hIDHXInnAEB/Eaca9JJV3/G1w8Wb3hDRRXYro+QJJt3bNMF7FrwTykHDwt6UpxnUyKDoaPtfpWo/3uVjbmD4tH/lsLEdOnvqWdQXbVJwvCsDBTlkv1enRmNJ3WWXYqFib+G8dk+0nSbcZ7hYyHsU5kunfQcNtEMwIpyar12KFZcy3RJSQUo142wAIyexkTsTQnMJWVZf2y8od1mDJzs6ID2V4k62GresLpNsZ5bBgTBmauPdVrAZZqaD5Jx7y+BJd8R2KOztbUSrGzdCuFneRsHQMblq2tmDnJ5n2d7c2+wZgeQXsGqyVaMw/x22Sbw56d4PiaLs+VznGMCrIwd+RcZN6oh+7RMRhFSut32nzfic9D52nD4LJxMb7pkIDl6tQGg1EXsHsW/YjW/frBx/0M9mzajZO/wbGCWdNnmOs3HUe8uyNo6JtoQRwX6+JTcPgyuSMN/BG/MkhLbMDqCWaOwJKj7mjepTNebdkSLVp6g5l2V08fQU7WR9gpKD0X1O4YhRVR7QUDTPhRPmTkO2vw+8vd0L19Z3R8/inaOJliWYLwGbuFeiEXF1c82TlaqYEBpZXsmBmCJVS/4EHCs5ZyOeTnWRUqKpxOHTcFKeceI+OjO95oWRO3L+XgwP4vRCfJpTY6Rq1AVHudJhbGR2kjlN/v0aw7Ro8agvb/RydZdHp1Lmcz4uN34HbXBVhJO6Jatd5zr1820ECECXuJMEGRCblo+YLgTNZo2gp/e6IycOM8jp5kG4QrGvjFYXmwzmE2NPgKsXV8CPJHG6VFFSBjWhDis0nIqjaEb+fO8PF2J4wPY9v2HFz+A/BsHYz4OX5oBMIuN0ORKavY212NZDwuDkf0TvZtRj8PNAuMxeIAXYH46STDFC9rc2Y6mYwRoWko8O6Inj3bw6dtU9S6ehoH927Cpt0n8VuJ5XsupQZj6Prf0HbAaPTvUgN5mxKRyK5FVfiGJmO2noyAyVlQElyGrsT0burAB+Ea+Q6lh5IAutZFi7ZNUO3GGRzJvYw7RD5gmTesmm92PVuPTYiz89r32LH9Y5y9QTjVegXRC95BszuXcCTjQ6SmH8MVWmdsLa0e/CMihG/1RefOPqApxLUvN2Fz1mX8gZrwDVuA6V2eQlH+KWRv/QAp247iMq3rqq2HY1FMH02QgrwGiSFHf2JkX1ZqvjIHa6a8APNZkAmFF/+H1PnxSD95E5VcK6P1+A2UxlXa0yLVu2kTbt6mIdzyTuDr879RzQwjOOgNr4O7cePlIAx9sy0qn/kv1q5JxzECyJDUxYpjJMrMZly4I6+5Ypw5kktYEf4evggZXIIPkn9E85498ZL3bZzZl4E9bE7pzy7eXdHb6yC2/dgagaFD8K/KedizJRGbDrM5t6Kn7ulase4YyUQNv5UwR6452jSsBhT9iu+Oi/q/qu9YrJzeTRdcK8SBGUMQf7oV+vbzgfuZPcK6KmkSiNj3XsQP70Vh+VEP+MWvJMdDrWWd7xiVLYWY0jr9t6BlKuldJ9nXGZGv0ZqnSS135oNKfzAjqvlreOXVJrSSb+NSTgYysi/i8d7OItEg3ZM6DlNSzsCl9buIm8MKv08iKWg8dnuNQvSLXyB+vQdGbpxiDmbQvsz+nnYJkry44dfvjgt7sk0SJSv7nUjSsgYlwck6whdWI+iH6Ue80T1oKN5sARxZF48UtqZcG8DfQrbsLigrFxQga+5IzM36HXVZMOklb7hfO4N9+/fipOAkWdmTKPgl7J9HXdDoH6+gk490X8Ye5DKlQUHi1sMXGTh8LAAegfGrjtE+ZDQkA5tLuExeO8449S3j+mX1i0PX47e2AzC6fxfUyNuExETRTq3qG4rk2Wa7TjIWK8jGMOuzJ/0SsV6d831rDyL8FiCHTYFVUq97Y4coupUsZK/mbdDQLQ8nvj4vzLu8Z+y+8bJgs7etfAb/XbsG6ceuoMTQTiirfJf+Pic4RqeRHDgamy/VQe+la4lWj2lZclJ6TMd5P4lMwJSFWQEH8epmipRaHeMJLPZ/D64z5WcwB2QXJg1OwFd3WtGJQjxsZZ9cJqNuyMEOWKNmPFIUWAmVnaiFx4Rj8QGYcaYb5sb3g/dvd+BZx/JUyHRyBd4Zk071Bh54Ze5/MeUfbPAmZM3qjbnfNcQLfy0SJrmkbQQ2UM0AM3eOxfshfDdZckbF24VbMb53InJJxXdP2IxxEtWGsXErKsU557oibnkwWmjz81TFxDXRlSJdoa0VTlxRmWbeROW/T8AH87uZHTrFsWO4roN3jHkM7E8PimMkOMi0w/7RoDuiY0Ypp2IFWXMxctF3cCm5jMs3XdA4cA2SAlR1BIYGHxkAww6g0+pQtNbIHm2ISUEYT7k1T8rMWQKETNkHY0uN4eh5ew2WZxaQ7Kg3YXUhtwd8IzZgdifHDV3B+Ug5S1q0ObqGhKBfq1r0zlu49Ok6xKccFo1QkreOM9MQ5UDti+GcCUGCWfihq7HxoMi1SzMErVsOf4Eek63Z+UCE9r3yXNysTM7rh2REKZ/K1v1YnHgzFYv6aB1zVnTuNz0TNysTXfMHRNcs/ZlF2kKjNuDU49oaMPkdkBlpBFkXnaXobztj+HOfYtmGU4LBJQcUTCeTEDQ+jYIQLnRiWwlP9Iw3s42xQs7gLagxvCdur1mOzAJyclRFnGqiDn2QwtgxKqusSAJnykbM29NwoJD8RKMgjR29XbB1PPonniQ5nYOEUPGETMBnxTsYk065YfR7kggd1hKhg2LjqnSfh69ZPwkXG60TE62TgHDsLm6FkKXz0Uc+1ZN1cBHdp5tPYbVIa1XgWKhJuiqV1pl5ENIaI9IDg3vtfDacu1aMHSNZjn7xaI134+ZIZA2ELiOPiNqJG48V4DI5mB4dZyIt6p9mfE8sxoAFlRGtYhIV5ykXdYS9ppYYHLjYVVfv+IA4RmwvmgrMWdRH5cjbmxHbf3eWYyTPuzXjSFy/q+AxSacjyzD8wgPTMDAmGyWqvZLZEgM3eSvkK5fWDcOsv8yhvUbkET6x2B8TdhajVchSzJdPeVTrrXHgBuVazZCsBgLZQqI9+Z1teG450RXLWxqjvR9yEB3WqP6NrXth36I15aRaWob3sK1PYPTK6eimyYKgYO+uaAxLOIKbFIBpEfKhSteL4wj9/FnMSgjVnZLRScyWCISuPk73WTJ8KvsDBcHaBYZiyL+kgPRx2clg3pLB/u5Mx6iM6/ezuT0wHxFaXaAEoivTFvWhKvBV1n3DERvDhmPEhI4yhrZMDcf7x35DfQNSL+fqViu2YwHpmP6JOPlkV8xRyYjZrhY2LixdO1J1aKGSbwrGRWyYjVKYV2XQAMa3lNsxKtweSulQx+GqZgKTHIDHJuzGfKGJBSs6puhUmvpUQDcgFhFfVgeJOkUtKqFrtCjTaVFaM0DZqYAfcrrtJKHUhr9Mx+IpbWg3rqkdlcLtCO2bgb8Nq4dPV+8XjFEXt8boOiMW4zTn4PIm5kIG8MdkALMxM4GcjpIoxq0uOkmzslqZTzxs5u8bRzwMjVtauP5TCzHOatpNAXZNGoyEr8hiqdkdCTKloVJkrHW+9NPPcI0oHIcdtNnLvwfCMZJO/rKqa+nLBQMm6nu8uWg+3ry6RJxTF53DbIQ921wW1sBychA1ksFkgJqKnX1ee3rHjJugnG5IFk70GAPLUKScraxzVNTY641BG2uTBQh6z8JntYyp2dUGO1EUImX1EDNJRylOjNhGPvSrrviQ1pJhVoeJNuGuFHCgoSr1FrRO/BZ6INaCtKKA1lZ/JOYSn5dKwQrrfsdzWKMeo/TpbPOYnlmEal3jkBaqdUcLaY76xx2H78wd5PgJZgYFRCZgt7tuvmk8gxd5SIanFDmlZ5qdYXntkfy7kNO2U458s/EGkS6Qoq9ChI966lTuiJmqtWRWzvrNzMBwLaesZEQGYWODcPS9ECsw3lk4MTbVuYjPJ020circovQLMo6gKrpPz8RmsE6E+VxxDb0NWIDk+TQmNZGpuQVhMiCPMW/gNbsnYLMcDbK3hTl9rRg5RtL6vvy8luJfOAndiNoRCQht8omwueeWaPXpyRWD8EFTRumu0ipy4MvbH6tTgtDw0joMC0xDQ0XW2Uc/II4RBS+GHXsLq53Ijugcx+gy6VzSfRQ7qvZaDDZN8jFkFxWcUAqEppXLsRPX1s5rWqZCIbh5tBOWppLBRjNWSO8KyR8tRuUlucx9OQ6ppNvUewq7rjc5xlZPzGw5RvQeprdHfP82PqS9h1k67Hl+tBftpP/W7F1yEONaZbSPTkd02akz6SXMFvoIbVarnS/14lQFYNT7LdOro75Gz7XmwJd2SYvB5/Dd1ETMQ617JX2Rb6WtRnEuVgRPRDpLu7EILjvvxKhs65fZsQvhEWuZfSIHRUrU+3Y59w2zfWdkY9hxjITJkPRbsZ+oj+QJcrpuNXaMBNv9kyYG7VPMa9xwrSjyff+YmsvpGDGHpDcZTcxwlA0dhj4dU04biJjjdAQc0BE4uAkHq4/COulUxXBPJKURcHqwJY0tKfAeFH2+Q1FP60xOTEiWoU6iUeNAkQlq941qdLKSRicr9HaKEr2ecAyutNBDVs+iFK4Mkeq5RBsVN46Ws0kdhUvDNmGST5HIv/5De8zcIZ2G2crfl500naFi5JB8NrcXtvxtrUU0XoOdsPFuwHmo8KdTrgA65frVhbztj8nbtmaAMEN4UVUsUC2Y8jlG2voCVovztx7jbdR3MRtBIktQp9IJ8/0NXtacgrH5jRIafYknY7LcgQxlVXTOCHt6XvBxfyTp6MWETWwVEPIhyYzsPTCnLPATvJyiqgFhDuqEnbimd1RU2Du6OZlofN3j8tHfBl1wwZbR6Lv6e/pG6nezmvrdyNrMYceIyecQ5L4lBglMF3dh+cI0ZP0E1GtRH5QkhCI5DcuFGqrJ0Ugam9+JvhaOjLCa5Q2/RQjSBUNExP9gB+NghWwgGRe5iwr90EvSCS6Tw/D/4Z+a+SaFPmoeELncHD2VNpnjrmYabSGyyywoVeSURSMDP3kZKarovhxc0dLhqxyrxtRzh06axXiwpeFaHlkp2DUJIzI7YiU7uZW/gRJ9NXJny0kQ8PkOPQxlxp6hcBIrAsYg/Vd760Scz7U1jWnu7aVq2TOImcEXuOE8ibTkMNhziujvzl8rBo6R4Fiuh7smEl5IamkgdvmYda+cBVCZTo3EQJKJglJByBupWp/sm84nI3DYZlxS5FHE/0AbdYDAjmPEalfmTEeSVBvqWqU+/hE0Vagjs0boZ29+jOBma2dxnSRjdj5VvbBYz0a1U/X/gYCJVuofpRdYlQNW75pAjsShc2K9oVS7Mtiw3tCeTEsvY06o31d409YeZ0/OhLVFKaia9U83naZ5HJ2GYkqXCnj6LDZtOY+Oi6TeY7bWo6yjrcm5HceIFC190yF0krJj2Lwuq5NoGBCWZdIo+GTvs9V/Z3Iw9nKIhZOneYZkSGdRDEreb5lOXVw93nZ7EVnf0al+K6oJEghnBIx24mkbDp0pZz76RezFDTo1Mgek1bq5vKl0ZV2/JJt+J9A3TZ99ImySUjYQ6fZ00Q4tz74h4G/TxjDbQBapdKrJM2XNQu9ZRRijKlVwvm41coxEu/u7HsYtaOztGSdXBFA2hLBxqfbm0kh2+a4tp2MkbzY6I04YEx2nHt6MHRl55Pj3ReCrasVOOaafUJrS+r04TbmZwo/ICwoZaUPlStovultEJA6U50qEA9WqsJJm+lWth/a9x2KEjc3C/BCzACmGmqSg1AIlG3/CyZTvMSQtWYltRymXl3pv+E2dg2DVSZKQiz95B667lNDY/oLn1c0gZRa6Sh6opaTnsfqjNZgRm0Z9PShnvd0krJshpt6xn6VDwoQqBfVmdsBXM5ORw+qJ2LHz6BhM7aYuSjQbPsq3OMo4xYyCUZeJ3tq8yMvuGJmjQ6xguZXXLeQKtUBiDYi6nkozuQYbhTCGQy9p0k/Y4vZLb40N8W8qmClGMaVA7JZPgwy+3ZoBILznu96SoS+OiimMwd8NwEZNVFuWcX1XZupTEziMUkiZXa7L8bWyJoV3fvm67YVu7RTAYcfoAKa9vhnN11EEsJZYd0dZlUKtWdBQqpMjpyjnyBlco3ROnyEjrJIqaD5BNiAUg4+9Yw2eWmTckdq2Y8T8YapFgHS6wOZsVW3EqTcb+tbAFU9hmWq+mTEq0trDvFlazDe7ZjC+G7BRSVOVFphYn6VXsixAwtJoNDVuloZr6WVF1ocsIr0Y1ePlvjlmZ8zhnmXsG9fVU6LXWtGyb0TKc2E26ukJFriJMn6mv3zCr32LPcPb3iZnGACxs285f60YOEYMh3ioThtpUMwYCb2OceqmglJwrugJSvsQThHYs95Ho/XaDAjR4DiCEpWcaWRd+GZbjpF8OivWrrSokofjAvGM7ca09ubHCOrP5gbjuH+SJR29un6mViO0eMYN+cdOSYQfthsfG8qBkmbEnKtmaF2nGN/nyg6SUb2hfZkWv4ftfR+gKauRsiNLVv8srQMXg6CrKf84Pt76EY4UNYbfABXRjq31KOtoaylu9hwjIbNmGm6HqoPMxqO3ezrlECbMNgrE+Z5T4LJpBnafJTuL6oKa947ArGA5ZVfYGSkQ0JWyU+h/CqfCzWjvm4aS0cNRsCgG+6V6ouaD5iJBUxurOv2TswcYBks9zIFkw3GKpRiUIKDbWx2VDXsfX571a+3ZcgDeXJta+n2jdDbGgWmvIyZbXyaiG5/gsOWgm8oxcr5uNbJh2VytQ72ltm0Eu6erLNNDPnSwN61O/HsFOkZsPRUi/+pNuOpoqpX8RirYnTb9Xfg0ImIAWjCDzr2rLSJjH6pTNvWvn0PO+zMxezfVhjjUxdy8OBXHSDKIGhicNghGbo8b+ODf2/Hll0ep+JB6kXh1xORFU6DhOCAH6IcvspDz4zlcOHWVykKNf0W/nsYPF6/id/IS9Exa8h2WDgkJVcA+mFwvwq1bON5teQ3bly/DTiqz0NaeFGDL6L5gBwwWjtETlNdJR9kNrQrLQcQN/Aqd9QtG5LMtZT8lZijH4LgqLU2dqmT1RMWaY3RhkOb9LJVny99YfrMqldLIATT4t2Px4/G/NxdZGAAC5rr3sCjclpZpFlFUa4a+/O9GG6sR7EbvtLzOKH1TtQ50/XUMZee1THRk86o4U89g2JZl6GuNLcmeQpENQ2XDZ2NcjwZW+vw44hitqyc1OWVztr6BxhHWpK6oxiZ/q/UggLWUXRlTHcmHgo86sGPFMSqLrHjS6ee6hkhWTqNIJdIJUldmYTgaCTPAxwyJfUOhNI7RhUHG/X3sGd4V5hjpMC/fWrHiGOlkjwVSRlEEXZMCqsiJLD9GhpVxyqmAzUV1TZ0Nx0g4cUoDHeUr9XLsxHEwyUuRjca09ubHEjdmEM+D5yJLp0I4Xd1dCR0nL8Hkl2VCFVXNgz59WfVwSzlgp2/9EfdlLfRemISRcqGsupGyOg1ceJZ9mRZfaWzc2lNlmr/bcIzYdcXXL+P6HXWAkw3PUl8pzyy3YyTuoyWh9vtsKYHBUu/VagQYhotw5qmruOk9FKPerIkT78fh/ewCNNDV7+bM742IvVQkKbzvL5jWYytu/PVXuL0wBSPbA1lLZ2H9cfZnll5q3mgs9kib+kyxiBRqfW//1UhR0iYclQ17UlCe9Wvt2bIzp3OMyrJvqDx9WzaGIgNKJofR2Bhmkj0g/fne2SH2bYRH1DGST2NUaWoS+CIbxVGYGPVl0f/Ds2NlVis50q5jfbLmGMnRavXJgBBZofS4Qrm2oBCnMr+HZ8c28LKQDYNUOumI9wcy5MV8XjmSyxwPdbTGfBLiQoaMmdiBMdlMQNR6YuyqRHS1MiOLlTVT8pgbHrt+DX9U8YCnVxu8JLDYmX/Gxm0c8tVFc/KxdAP10aJ5s1dqsGTnoDLRGT/fUGDZs/5rDr+Z/dFKvWDK5BgZRQfMDqnVExUDx0hY7LlvaRwjphwyO+o2C/letVIwcIwyIsejMNIyxVJ4z5EumhOjjEg/nOgrpVsabPja1DBzFE2rvK2jLbzz657mEy6jS5X6H130yOETI5UipNTAWP9Z2E8UMB5/bYeur4uMbbh9G7fda6L5C/8yU47nHUVm4TPo2Myyjs8ylY5t4PNpA7es6TOnOerTIOSP1ab6EVMIesS7Y7bu5NIohcS+Y2Qt1cGKY2SYdmppuJZVVob/GIioP6Zo04Nzl8B//A5cc7Rwms37hCsIMYya2TMUHE2lE0/j/tNinWHRuD3D255jpGzgjjqDJCrOXysGjhGTvcTaSFDV1bFvnYnp2gCdvPaqUa6/IKeWhpWSdq2pp5BORx11jIT3nEH/3VS3oRSVmKPn1vov2ZsfSzVD4x+/HS8s0qcEiRgd+Ltl/YxcW8PSqayNw1IOREO/4N0tWKaPyihpQnrbwZ5Mq41ny1M7eyax5u+ybaE3LOnULHlEKPW8EtuOFNUkGnSZ1ZbdM+02Qo3WY3kdIyFt+yu8JqVQF57KxPeeHdHG0qhRSJ7Kl0onzvfOp9UptFLd1S1tpF6eW/F9vwrMnWfUNYNyuh3VBpubqxvskWzNLa9BJC1i/ZbxT9Zb+hINR2XDnhSUdf3m4WhmIZ7p2MySsMQgla6s+4a5+bQdG0OWNxvBCiHFLyQfo1U6zvm61ejEiGE8AVdCjE8/7e0ZD3kqnVgwyPLHNYW1JhJg6jKe31/KL2SMKyO+Qi+Ble4LxPaKwv6bxFil3gDIqH2dcvH1hYayUaY1ruVNTnauxBqUoslaljW2PMQcyywUaQq0WRpxIEZv/hW12/RE++pfYPf+HzWsV8rSko0ndbqNXHfiYqtWoBg/H96ExWu24puLxXBv3hX92t6m4/n9uPp/9ui6jSJH8jerot4SzkdKVEa0o6l0Brqj7Kl0X2BRwGp4TlP3xDAXZVt1HIxSC9hin3ITE1WGMltE/2mhZfqRx6rZGAxThKxsngYbHFuMCz3m6/KmZdyfINZF9bGw7HDbJrnQwMyMgREXMDg9GtbqZWUyE00RJ3tIqRyjfXhJXlsUnT3+KXWTPsjS5+hHNMSnT17Ar0LPLTopWSblzrP197Ev0jTpa+wG8zya12ChUFu34u5wA4IH2ZAzSq+lx+ny6MXc7D1ou4FS/8QiH+FUpXdOD6RHt1cVHcupdCX4u0zqYjHfbEOl4tj5cuqa4vGLqXRKKpT477LB7tKK+q4o320Q0S+jrHT+dBCm3JyoOX2wdDLtbeIM/xG4MNioyNqOoaDoKfskJYKe/KABVhqQadgzvG1vcrL8GLFM2fh2p68VA8dI0J+74JNmDpywb51wJURDSqOkyCkGtNawYr28Jo1JxPEiy9SwUp0YXU5D+KgTePWDGVBarin1HdYCDSqjxFFnm53KDDqHdy2IVkSMjE8OzfhZ0+eWcmDrZNma7Dpq/DrhxEjGVsd6K8j7zqclVjqRfCCh2gIpaMD022J46hhdJYVCNWtE9KI40Dr5tplKJxH6XHhVIVJi44gqmmxJWKKSibbhRsEpezpF/rsYpP70RW0quDiP6sC1PPeyoyLufVeGq4OVxdgR1h1LvlafyhvskcLYP0CDlTodrR6yrLcqjHyhrOuXZPP1j+FrwJCs1FGq12AZ9w0zH4o9G0Mmh9ISI2lmn8Yw6CNfrFeRbAnpwhVuh0hkIhcG6/ZxcXS29wyZFEVVm+aoSDvpunKm0jErRqpjoFxcpZBb8p6pCk1MfzLlYH7ANvhsZmQA8kmCllFFUEbpdXS03PKmqjM+2fP6RWDvDbNDwNKtYm6EaOmpieFkCfUb2EHZYRZ0q3RKdHHXAsxLzUF+sRvqvzbGkChA2RRVjpESAdUZWsKcUL+iL7cllwLI4AAAIABJREFUYXEqpcv8jZqwjquDj985hPYfi2kLYnF9oaaw3tIhEQ3P1Hqx5qJIpfjcHMmRjWhWP6BQyd4Xx8hSGs2MWDYcB8ONgqWkvIMTb6UpbDsCPgf+bqYClmXupu7ZpXGMBDa0CNwYrTI4BSbAyxi6luZKygZQIsG6lA+RXY0KXii1QGYRsr8mGbuaP9Y1XKKlGZdvVNhYykPXzZS+zJpobUTmkwTFyBFqmz7GcwrlvuCiIH9HJN5dQqk8aqIGYdkzSu4j8Nb1XFJSfyxSZMTnMSr5xNoLVBF5UdZ3PLfG7JAKTElb8Ux8MoKlHjAKPTedbyrU/QayzlKBpl4eqqprM/dE0bKi6YMrMlZGqU5lk5WGjLRi819Vcku4v0NkCL+UTuELWCfWQKyG1lTYXqSeS0ZRfHO9irf/MkpHIUYt5RMl0hONIc022VH4uudaYhLV5lyWxzGS5eGO1X4a1mTU2WvFwDEieWTMWctrmYvIBX0ffwvDFVIW2fiAuYBcdWLUSeUUdZ1DLHa67p6lcowMoFDYrmxEhe3Nj+VjrTlGNkhVHHDQLI0dG1FjpZZS3y/sHjpGBIyc1q/eQwVig8/+qdQ9sj17wm9hSkoXu2cUnfyvtWiFIdsrxmxxivFMZEna9HLWWDsUURvOoK46hY2drsTcQIiq5QGr3c5dQnTdolGjYdq0v/9YXsH0Zdg5f1WASzZKVcFWyVFhJBVi1oyYYTMfk8xGryIfZsdIDkrfoYCCmiGV4Tf2/BBsVtPfK0Mz6y2LdhwOp1naQ8LsGJVu/Yq268fPaVsjmPJ3IPLdJfiKGjtrx1y2fUPq4gJHbAxz6w3jIP3ppEC834gxtKp5DZ2tW63QdQt2WiJqxKpa8EhTY8sxknUeI+tZRuRgqp3L3sQ67e/ld4yYuSM1BvzJvTWGUzFen/pFQvO7+ceewaiEgcD787Ct3lSsDBb7bMgTfqd2R0yMH4cXC3dgaugB1PS9g6/zXkTo1EChwWvGwtlYnn0FlYU+HC3w07G7qNfUhM8XT6JO0FeEPH0lvU1qvHWlPmto2RLu1Ag1IyMb51knKQ8r1JA2YWQnPimYQ0x2p1jxuqoXiHIKRUWxtVv3Rh/i4WcN0bI+/xy51Dm7um8Ipod1xdOe9LWCk7gZtSYvwiTKxd01bThWfOVFp2zmCLnRSY1seDYeFI0xPtewJT4e+y7cISIL6dhbLmplDpvKkLfV1d6e1JT9xEj7ZE2fGH0PFfWl1iJojBUo+hpGr50EH5ZzKPHhn6rdDv36NcbZTZuExr0uOoVrXFS+CvUZpahBE0Ohh8WSypik0DiLRnT893XQkZpYeuVtw7ZM1oxMV3QsO2Z67O0BLPgG1BxwxALcHBGnNaLkZr6niowbGjt8YiQev2f4UlDiJSrevvkEmrEaPmVs1HT02CqMnpJOPYDUG7REiX3YE20sGngaFX+bezR4NJTWnNTkkuFl2d9JbKQYtfdZzFX1fhGGxeZ77BFKIZEpY6VnbzOhNY2lDY5im9SU1VtdV2gUBBDWRTy+r8PG5IW8bduQyRqhanSAqr+ERZ2icQ1ImWSlkE5+B1LtHTWdDuhYGUdpLEdZobJF7wZ7giOON+r7N7FovrohrTUj0twLorIR+Ym14Imaplpl4NszvK1uctZ0lL3Plf/u1LVi5BixzYjmaMh2tFq5AH1ZDxcpOJFhoj5j/ToIjKq7qXtjiaZHE3vWKlQd5Y39s3biwl1vbQ2N6vvK4xgV565A8ES2Tmn96Z1b1TvszY+hYxRwGoMN0pmEvXl9PcTpnHDFQbPoVWV+upEcGLcOMFNAa1PU2bPK6Bhd3o+lKw7iCiVoqdPD7Yua3Dz5Nup1n4W4cUQ6cJpO0cdugqn7XEx/LgcLEi+g51JzsIzVN7EebodeVPVOk15kOrYYg6fsRH6lBng1NBTv+jZDHddCfJuxELNTbuKZBmdx+LjY+Lqd0Mj+Eg7t3IFj1EjVcq2KTvn6K/WF/aglXZuTkYFsobGzJRHG8Q+nI+0kULvDSIx5RTp+tweAZDcVdwjDpP41kbNiLjZS7xslY0Em4/hF2wtOZO7bCY+uo6k2yR1ZCyjFjgwl5fSd7hOCQPlGBjvbZ8fgY58Ycx8oYZxSo1my7Qz1lhXZKP13l339inbZYXhSplFPaoR7+8w+ZOwRm2AbNVMt074h2AnSgYNdG8Os6zX2sIAnOWYDKGNmlUEPUKfqVus9MNVtVpTeeGyVW2kGrQRAWd9EtV1rT46d/HenOEbCPOZnI3VhIv59LB8uXsQ+U/WK0On+LnVqbz1oEmb6t1AZZyxCEoboD6lGR+h87IoG/vFYGVQXn8eOQcx+sZs6a/JVtfkgzE0IoAZQ5lQa4Y66ryBiqZYQgTWQDIv+kLoQy+2U2f1UNDgrWNeAjMZLNMYL5qXiC4kYwRhX6oT+uBda9hyOiQG+qs7njJo6GjHp8vjZgKqg/rN9MHRcP7R7Sl1BJDaqDN18Qfom+VvNzRiNHRLL7tDKNz8udd7+tZ5l92vF2SiHpDha0OmMdwnD1BXFMxVJzw7aWBsRUmOwgpzFCI8mI0QUDGJZG0jNeYdoG98anhhNwOXh1no9yE3q2mL+ilFoyQqymIMyIQrrmTEkiKC+e/d5pI0Zj6SL3giMXYwATVd7BzEvyMHi8Pk498ZCLOpdn266jM2jhiD5lGEbcN1DtRFWI9lhKYHjfxqCncN/RBCjDxaeQKxQ1Vxx58YtRQ7rvhKBpVOIqU5+A6XdfbJgAuKU9ScsNAM2RPkGto6nYObmE2DEieJr6uKV8ASEKYXb7B9v4ctFwxF9oi1mxI2zWIvsCuFkbsUdDFsVhzeeEP4FWRpdQOtGNlzk11sx8FlzzglR6xU94FJVDtiI3vGtT2dgwJxsuHeMwooo1fcLf7VWHF8WWREbhWrH4ouxFo0UHZEb0YBbcoVO3BL7g0mNNSPy1uE5GDTjEB7rOBlLJr+s0lvSe2ycKgtBrrAMNIlIQUQ7sULRnuFtuMnd+gHJEyhF8UrbMn6vNFanrRUrjhG9Rr95s9S4iPGrcEzaR1wogDd5yWS8rDS/ND/LkZnT9n+yQu7BajvL+ytNKt1r/8YzhhTwYnAo+YnZ2DKeVZ+yzIqZmLQkG9Tn1rGfev8QDOswnOz1ARJ61RSexwIkU1JOUfPP8v5U+4YFQUZpnk0MujsSELf+IM7dqopGLRrAdPprCqpWQo2mXRAya5Rq7qXnUjZK0qjJyGwejTVh/9DU8hbkJFFj8nSVHcLUYjuMjpmKbk/9THTsEVh2WLZx6HmGTHDm96wLi8aH8n4kXN4cvSNmaZhyBW0gGZuOsqTKCOn3Vvb8QXMTaG/7XWxS/CWlcYbKNeJmXAuyYjEmRuwDyX4uVX0Rmjwbnck+SR03BSlnqlsNGJABhq0RE7HtqclIDG0j4PdFbC9E7XdMKtR1bqX/7vKsX8qi+GQBJsSZv5vtrXXbjUbM1G6Q+2KbUSrLvlFaG0Puq8gyB8wNZlkAP4BaV6RqUtJV68JputW6Y8TeJvANLLlCWQ+J6C9uXMaO0a3DmDNoBg49pte3pVnLzrnWaY6RMhyJie4u+wcNZbXBgCVq60oetVCHna5IP1NhPq7epCe4VUfd6monoxjXL1+nw2Q3VK+rjoKrn00R8XxiWWEDsLhfvk5umjgWidN7QOPHlAZXmZrb5njEB8rfpP9Wu68zpP9mGXtf4pTpWbSyXIl2H/mwXFBwlnrUNG6sMtxFlsO79uRK9YECpeWpfyJyWaRqczOhuJjEw43JHMlLYQk8PbXOrCxDbjpGRWkycb2oMqqrZLbUmNI6KSzxhOa1pX6IlRtIZq6jOtjSEeUuH6ePnCVXQ/7VQOOXfPB/mrWlepYi15XgUasO7H6msuZtXF9M3+tC32twcie/ubiwEC6enppmhgIzFM1VqdeNMiZjXVF8/TpQ3ZoOsTYRZZAV4VGO6C1HJr+YZNWFZNUGiNJjyvZ9sq4qRAnNg7W+OY6MVPxssxw6fI/RhRW5VqT3mS6exc9PNVYZNs6as3J9uc2bTYU/YPey+UgRTrXpUocdI7G2ZJtbP8QuGaoKLhWTXnSDmwv9f5p9QT0640fKttiNnueMZ1XwM2R9w15jqPs175fwMvwwlR1itF+VUscqNpEDtkaZILKiL5mMfXOhNp5vYYXS1Np9RHf+ze/N8HxjW7PuuD4r0zdV6E2yfnBkbyrDvkG42rMxGDlH5qnH8Xx3Ih2Tsmpy61Nz5MRO+Fpxvl1Ro2VPTIq2PBwQ4LkHulXYCgz2dsPpcdaeUc65d75jVM4B3ZPbpUZ8XuH2aTHvyXj4SyoMATlts0g4MalC/5d+1DOrcfB2qqVw1s5fYcPnD+YIcAQ4AhoEWI+drcsX4IOcErR8ezR63VyOael04uSwY6SK8FKz1cc9K4N1D7xb5I5XF6yHufibA88R4Ag8SAiYHeRbOBATgvdPtkWE0ORYPgXzwkttb1C90wDMm/wv1Lr6Kd6LXI1vG6sJhh6kL3owx/LndIwkSuRvKM2veZuGqObI3NTugJFjXoGDmbuOPJFfc08QkHPIpdQ44Z2W9PL3ZCj8JRwBjgBHoIwI6B0iOb3bXqqj4eskSurNcm6ycBHVg6RbtjYo43D5bRwBjoAzERDquig1nmoO3R73RGX3OvAJiERYt/qUZSE7RjVQ370p+m2lmjgp7isyoYKv7VLMxZ/TMUIhDkwbSF2DHctnFfAsRTSuFPjzS+8JAnSU/cP/kPl9HrXwcYe7F/XreeFp+yli92Rs/CUcAY4AR8A6AsU/H8amxYnY/A3wrH8IxvVrp0n/LpNjJLyOCIa+PISjedcEvViziWWPPT4vHAGOwIOBgLzOnxlm0BdMbt2CRmjk2RwjVe1ORFKqi1Tjs96i0f2D8WUP3ij+pI4RTQTr7/LxVnx0hIxlR+aFnxg5ghK/hiPAEeAIcAScgEDx2X1YuXQV9nz/mKFDJL+i7I6REwbJH8ER4AjcEwTk1jFN9Y4R2bK7ooch4Qgx2lJD99eOzEPuW2uJopvVhUnEDN/5YqZhk/B7MvSH7iV/XsfooZsqPmCOAEeAI8AReLQRYKfbu7FsfopIM/9YTTRr1Ry1bdSw3zr/JdE9F/GshkdbMPjX/ekRkJhaM2/D27czOvswuvAsZB0kBsXbVdHSfzpih7SAy8kkBI3fhluNGsAz7wIu3nqM2OpkR+lPD6JDAHDHyCGY+EUcAY4AR4AjwBGoWARuXcjGweNXiCuzDD/PZujYsRmopTr/cQQ4Ao8oAsXXv0XOITPLrLvXc3jh2fqa0gDTxU+wJjUTebdrooXfAPRpVUfD9vqIQuO0z+KOkdOg5A/iCHAEOAIcAY4AR4AjwBHgCHAEHlYEuGP0sM4cHzdHgCPAEeAIcAQ4AhwBjgBHgCPgNAS4Y+Q0KPmDOAIcAY4AR4AjwBHgCHAEOAIcgYcVAe4YPawzx8fNEeAIcAQ4AhwBjgBHgCPAEeAIOA0B7hg5DUr+II4AR4AjwBHgCHAEOAIcAY4AR+BhRYA7Rg/rzPFxcwQ4AhwBjgBHgCPAEeAIcAQ4Ak5DgDtGToOSP4gjwBHgCHAEOAIcAY4AR4AjwBF4WBHgjtHDOnN83BwBjgBHgCPAEeAIcAQ4AhwBjoDTEOCOkdOg5A/iCHAEOAIcAY4AR4AjwBHgCHAEHlYE/gSO0XlsGBOG//4M+IxJw5R/mafKdGAOJuQNxNKBDUs5fyYUXryI359ohKfcSnkrv5wjUCYETDiZGo7Z6b/iid7TEBfQnHeyLhOOzr/p01g/LM0Bnuq1QKtLzm/AmE31sVStdJz/ev7EBwEBNtdh/8XP8MGYtCkwbzMmHJgzAXkDl6LU28yD8F18DBwBjgBH4E+GwJ/CMUoOHIbNl4C24Xsxr7M8wyZkzeqNHT7pmN/tL6WY9gJkxUZia42hiA72QY1S3MkvtUTAlH8cWzemIfca/c3dC23f6IPXW9XhRr8FVBmIfC0OR4R/r4nuCZsxruVDJlGmfBzfuhFp4mTDq+0b6PN6K9QpzfJ7AD/5wLTXEZNdgif9ErE+uKkywoItozHspyCkhbZ+AEf98Ayp+Ow+pGzJQt5tJvpN0LmHP9o1fsAiUueTEThsMy6hLcL3zoN5m8nCrN474JM+H6XaZh6e6eEj5QhwBMqDwCO6L5YHkvt975/AMQJOJw1CSNovcPHuihlxY+FbpwQ/75iJkOVFeDctHm96Oj4Np5ODsKJqDOb35ca746gZX1mQMQ1B8dm47VYNrndu4NYddp0LvP0WITmYn4hoUStAxrQgxB8pxl8qFcM7YAOSAuqWdwru3f0FGZgWFI/s226o5noHN8TJpjXph0XJwWj+EDtHhRmR6B93BEUerTAsPgZ9G7ug8NgajI88gFbzH0IH9t5JhZ030Slp8giEbv4JlR6vAtz6HcUl7BYPCnKtpSDXgxSWOo2kQSFI+4X0V9cZiBvrizolP2PHzBAsL3oXafFvohTbzAMzA3wgHAGOQAUi8AjvixWIWoU/+k/hGMF0EqnjpiDl1E0VoB5oNWYF4t/0KgXIn2Fuj51ou0MVESzF3fxSFQKXUhE89iheiWOGJIv+FiN3RTAmpl9CCRpiYMpqDPHmiBkhkBH5OjI77iTD8GHxJi4hNXgsjr4Sh5i+jSHMdu4KBE9MxyUydBsOTMHqh3qy6RR57kjMzbxCsiv/uINf3tVr+mwu/Fe5I1wIZpGsU2R1V/QwJBwhPV65PaLTo9H+AVoCppOpGDclBdptphXGrKDgW2m2mfICx+/nCHAEHgIEHvV98SGYAitD/HM4RsLHF+PnLw9hb9ZBFNTogPavvYTnS1sgdJmM+YHbYWr6F9z4//6JqfNHoTUPA5ZJ+n/6cDwWVgpHgr/K+zFRulh3Shcj61Kb9limVzyaN1GEKXLMEXRPicI/HyCj0CbYP32I8QsrITzBH+bZNiEjsjvixMnGXnOO60M6b1R3+MP/sPtAFs6gCdp36ooXnvbkKaHlmM3DcUPwebs1CFML+ukkDApJwy94En6J66HKXCzHm5x4a/HP+PLQXmQdLECNDu3x2kvP8zpUJ8LLH8UReGQQ+FPsiw/nbP2JHCNnTNAJLPafgJ2sRIJ+3Hh3BqbqZ8jpKBxbI2RN+dlYMnUtqk5YjqCHOfdM+jg5xfXRcIycvRb484wRkGvtHlDHiE8bR4AjwBEoBwJ8XywHeE661XmOUfFZ7Fu5FMl7v8NVMRGcCgjcUKuRD1pX+xGff3NRqiFhf3BFjaYdMCh8AnoIaVQFyEmahfnbTqBAqjNxq/U39BgfiaG+1mt5hML95QlI/cL8bBc3L7Tu0R1tcBS7d32Di1ItA3tnlfrPotuA4Qh8VUznKcuvICsWY2L244p7O0xaNwOdNCdGJuRnp2Jh4r9xLK9YTKsRMHgJAcq3Gr21GGd3JCAu9RDOXTXf59W6BwYND8SrNgqNWWHyyqXJ2PvdVSn/nr60RlN0CIxEWLf6xhFrodhvDVakHcRpEXBhnF6+gzFpXF+0MEjdP79hDMIYtd9TvbBg6UBKdjP/is/uQMycZHxx8RbE6WPPCsb0iB5o7JKP7DXzEK/MrTj3gZFh6FZff+RhyzGSsF21Fd/klaCy52P4o/B33HWrj2f7DMfEAMrp1z2uOHcdpszcjBPCN7qibrvRiJnaDey1wphnJiFbmCcXuHn5YuScqeKYbh1GzLsb8deFyxGgS+fTPpN9qhd8g6cjooc1mSLZXkxscidfwbLE/qivws10cRfmTE9ScBNk9+0xmDzEiNTjV2Snf4Mnur0KC3Gg+cxOXYhVWyV5J/wfd7uLWyVV0eilAIRPoHmwEHhKXVw3BTM3q9YcYRA8PUJakzo5pXd8siAMCzPzBDlzqdocvSNmIdiHhIW9Xz3HrjXQsuckhZzk4ochmHh2EDZG/VMjj1Y3AP33iAIKt1qN4PPyWxgcaImBKf8TLAhbiEx53QljCEXkUEu5UL6M6ayUVdhooSf+gaCpIg7CHE1dIcmJeT0PFuQXtN7XYF78NknGHFh7dpVO6eWcnYaf3bcSS5P34jtZf0g6tvsbXsj7aBcOnTPrBxe3WiQXfTByaB+0MmS+KKVs0DfZ1AFuTL/FYGZSNvKkvUGUdZILtm5xEbvmTEeSosdJR7TsidDIoWIKneZnxTGqAPkUX0vzcXwrliekmvWboC9ao0f3NsDR3dil3ttcq6D+s90wwI7etisGVi4w2vMgvPNF/PXGMeSo5lnQw63fRsjEACkVkeE8FSuyxTUsrin7+2xZxyrjd3HrNExMzhH3drYu/acjdkgLO3swzfPrS3DJdyStP1FnG/2Y3CXEpWrkW8CjWSe8PnQA+qiIfFgK8pJLKj1fng+jk8HDmxZjjaxzhWdp7RoWyFozLx7bThQI+6K9vUJmtyT6XKTZZbJkNlM0YtJP4jemj9k+NHIOphrs+fpxyLZQn+ETEWDFvir9PldW24ctMXH/Svz3MUU/MDlp2mGQlb3LwYlT7SN5JZXh+dgfKPz9LtzIDrT67UZ2rDCW7njDKw8f7VLZaNKe9FKfkRjaxxqJkIFtxySlSn006/Q6hg6w1MHcMXJwfivwMuc4RnIB2W+gDaM5XnvlVTSpWYLTH63Cx+dKUFJCK9ezOfwnT8Q/C/fgg5RtOHqZqQoPNAucgjdyY7Hsx+bo2a8vOrf1xu3Te7AlcRMOX76L2h2jsCKqvQX7m+lkMkaEbsaFO2TwtuiCzq82Ia6ua/h+x3Z8fPYGPdsL3ecvxqi/e6Io/xSyNyYicbeoRDyaBSJ2cYCTC76lOoOs31GXHJruL3nD/doZ7Nu/FycFY419aywWW9AsS0X1R13Q6B+voJOPdF/GHuQyjFyqovXwRYjpY+nkCOQFi75FzQ49EfhmFzR1v4QjGR8iNf0YrpRYqXEoyMHi8GjsvCA5RHrh8miGwNjFCNCdSCiL9Uk/JK4Phsy9JRMo/EbbnFfzNmjolocTX58XlTWRXfT2OojdN15G0NA30bbyGfx37RqkH6NaDBdv+C1KRrDmPdYcI7mG4wbqdafNYBQZU7/TxvlOPPI6T8Mwl41Y/E0HJCw3p2qZTiYhaHw6fq//HFp6FePMkVwwOD18I7C08+eYFPMlanfphy5NbiNnE5M1hrU3/JelIIg+roAK6oM2NsZ7KUHKt4LVRQ1dj9/aDsDo/l1QI28TEhN34yTJfVXfUCTP7qyTUyoeTwpC2JEX8d7yYLRQOSfi+NKoxsYFVRuyMQJ5J77GeQLOg1LL1lJqmWOl5aeREjQeO9xfQ78uTXA7ZxM2Hb6CarRulgx3xdYZsUj/pRVCk2dDXat+KTUYQ9f/hrYDRqN/lxrI2yStD1SFb2gyZmsK20lGI99B3DFPtGjbBG55J/D1+d+EOfRfNAXuS6cg9UZr9OvnA/cze7BJXmeE9YbZneBJNX5JQVH4afA6zFZFEgw3gIIszB05F5kFHmjeNQQh9MwmdavDpTAfV388hT3bU7Dt4DU0DlKtCRPV/vlNxxHv7oKctSDuvnXxKcKcujbwR/zKIIu1LtaDrMeFarK+Aq6d2Yf9e0+KmzOTz7Ev4vNlGXCl9dWzJWkX+nvGHlGO2N+79vbCwd038HLQULzZtjLO/Hct1thae3YVeenlnAWVBFKObCaEDeHbuTN8vN1x+9JhbNueg8t/kOptHYz4OX5ohOs4l5uhYAOX2ugYtQJR7bWSVjrZYGtFJFEx1gF+GPvi51iW4YoOPXuiJemonIwMZDP5YTtAWz90yNuGw493QUhIPzQpOoLta9diNy2qEkNdZOQYVYx8MqdIJH+4gDuuddGiS2e82qQmCcr32LH9Y4jbTHfMXzwKf/csQv6pbGxMTBTHblXf2xUCqxeo97waTf+BVzr5wNv9Oj5fvw5Hb7gI++xjXv9CcLg/6n37HyRuzhT0iTDPk8eh9rpZyHDtgJ6Bb6JLU3dcOrIda9eK+su76xwkhDqfZZXp0XcW/YjW/frBx/0M9myS3mePYOfWHkT4LUCOoJaNCFpY+4JxmJJyCn/UbYfA0CF4uVl91PEswfXLeTh7JANbNm3DN5W7YFbcOPjUuIU9EX5YID7QYO9xfF5MF7ciYnwyvvNsJtk6BrpjRl9cWPYR6vZjuqEGChSsrev3jMjXKLWYxuFAavHp5ECM3S2tKZxA+tb9+PGmJSmJvM/8WrsFunRmdtk1nNmXgT25l8lZo73HdyxWTu+mDSqWep8rq+1D36rYjhSeJOeueZuGqIYi/PrdcSFo61LVF2NXTke30lKXyvvIjXroHh2DUeQA/s5kMT4PnacNg8vGxfimQwKWq1P5VXZs1Ya+6NyZra/buHR4G7bnXMYfRJ/SOjgec/waAdfPITdjHeJTDgv7gUvtjohaEQWNKlVq2/+goGwgQoe8jGb168Cz5Dou550lW20LNm37BpW7zELcOPPa446R42uxoq4sv2MkGD3jiY2nBinfJZj8snjCwxTimG3PICK+H9y3RSB09XHcdGmMwDVJCKirKqIVbAwDxacU2hZZspSxOot3GHWxzAIlWpzCxhH9LToPfw6fLtuAU4w6dS0RJUj7vil/F6KH/f/sfXlcVtX2/vORCAzKOQ0zh6y8Vy0rvZcyvWZpaZpiJCqi5ISomKKoOKA4gaLgTM6aUUpcuQ5p2eCU6TexLOVm5phpGRpaOHB97fdb+5yzz9nnvOflfZnMYb/9lbzvOXs/e+2111p7rWelgNXuelUPwTzR6C0mwsyY6Lv2fgxy2sQUSdkUh74pe3GJFFH9yPcwqxM3RFTDOXr345iYEk3KWxwERRrSNdzsWJiOED3s4M/xj6SFGCBa3Az7TSPQI+VrUi+E9zsMb/5cVuzXGyuOkQ1Vr41iiDSsRH+7fBrbVyZjxS6mLJm10gLxGeZgHROBAAAgAElEQVQaFlvHKHcthnRNxaFqbTBZGL/j0AK8EZVJdQD0qRaEucsHCIapOuchGUSy4BeI2HcmCbdu9o4ROwQGEd96laC5WD5AZav7Ykp7jD8RjBWLe1LdCqNeD8WOF9eALiXocxor+/bG1sYGu50xJi94eZVDy8lvY0RjzVMhWUsfHobF2aScG1K0TmGQysXaIaH4vGU6EXSo14LsndMRiwzx5oPL4iVfOs/eI0IE4wox77Nx6L6wAiakRaORKeLJ14EonoU5scjZ1mmDMW1bHp6yPMuVeOatj0bPPS9jie5IObA/mW6JNl9Wx9PyJ2V/bgyIxnv0HW0mRCIyHYjNILyMgSlGDJ3Ml3xp37xH+0abimPnRATNvIoofS/lYtOIHkj5+iph6QXU64VVMzrrh2t+1nT0iP2YwhQGrbhjfzJCE7wwbs2b4CzjzgdAHjlgXck48CqQdYxFQLPON0ag5lSfpb3Xc0dzLF0YatQwcb1E7A5WGm12GI/usxx+gwx9peMr/I4q/PHM6AxMfN7waB05GzC61xzQ1JlwI2jucgwQnHvD4fVDYOw7JkfQnYopvJzzvUQVN5wJTVlO5ixFIL1CP3S4shTzt+USBiLTo0h0Yh0nI5jxXDZQXB3A9H/9SLw3q5MQCNAcHaaonfSHs2NUWvLJ9wMa9kVyQmft1lV1luL+2xr9ntiOee8cVgxZI5Bh1vfVQ+ZR4MKgcHcnAy7/rp95j6L7lGT0VHQ+W//+mHwuFCnDG+Do/BhM2Mz0qqa/r2djQcQwZDKGE6bW7QIu+fw73nhy6NvUusKzcIxn82Cp59PgHS/skdxNGNEjBV9fI1IKd4ywFL1PHxuDZft/Rw0rQYtWa5ZTIKslyfmuAwhoyo1OdqaORcyy/fi9Rnft7PBsJvq3FN2xEF6938L4tpZsFpPuKIdWCavpjBEUv35WUNDSRi48dozy1iO682d4Lm0WuCmh6x1f4exWAkYT8UPrmVg4wHxDx26EoseQjURbjAULlQCWNsnCnnNFs32Y+HLb0Q+NeiVhskbMo5JljcHGi3cj9ywFUW3skYJX7QiWhA+iFi1VBP3M9Np4nAjWiH4cRKMfugMvriE7hz1MH0s1tJmQhMH8Jo05SxHpqNCvA64snU8BO0rhFQO6+v5hEXezPaOebzkFs+zS73cdCEBTwfiTjlEh92QpfL3YjhEzzILnHiNDTqBPZYdln6/x6kpu9Ko9gybuJCcnZDEdFLUAtrmD5+IAyZPVcGGGT9r8ldjy9Un8ylLhuEOlpTUdnB2CoZvLmgXUsR/JPWbBL069hWCMRsHjt+FqnXCTwSQayGYnpRjoKorqAzy9mJwQWyY1OsAWvIGoTHIVvIQDgUVmBn6DDsupx4XtecSNXCpqMimHPKyPDsb7j80z9U0xlHc6BnVejO8tBcqKATHxC1SyjdaJB7ozU5idY6Ssw9aHTc6nOoaz5IDRwUMOmG30i61VaAw207TMjGQ2jhGXE2+RhSqPnJYgpN49FJunt1Ucpf3JwUhvkKH2qWI9RUZewnDBCCeBUzCbSwJnOD/Cmh+cjZChG8mYN5xJBzkK7TY1RgYZbf6gMQfPhF+ic8F37toh6Jqajeu1xMOWGQWxuDgoE3FW6iyFxGMFjtHdRmQmHW6mdEwNg3vC8Q4Z+gUTcjvIQXkDp/pZxkROSHDMZuTRgfchHXjqup9GF+4ks7/P9EOicPOnIsGcwa5IJQdRXJfPxrXFxiaGg6h8VcfLrqeSgbVvi3hsULxVNq9RuDQsA7ytj/MB8BnGvZyAPTU9mTtfOyYLwchq68zSpzhjhMNvJgYz5nx1x6bGy4UAhWXvk+5oz3SHtSeN9jV93LZ/F/asSR7c6JeiyLn2m2NPmW8YmTz2yWqrOcvcCfdFi3jRETacW1RsQ2m8mvNeSNkoug5g/X0mgo4EZ8eVQZVHBmhXCn5d9SL20Aw9OAE4O0alI59qPenmsuagHZOpHrP8EKdQzDsoWBKM8dsoBBW+lOjzufIX9T3t8fcMA7aop4zdmaeO5T5M1AN8LCBEe+eEFznlH5JTLu5T57pNlob21pxMbD9yBn8ouXVqiuDrka5TrAo1fua8zKuCVEV/Gh9lLlSoWz8yk/agO/YiTX7zg7GY5kmWg/I5QcGyvmvOk0xv0IJhno9MuRFdkY/gxZQdwB/o0c/ZeodgZa05wlpbfqjp3osudIdO7W/DquixY0QBt4672+A/ahRQ+3AbCzomzDbr/vmLWE5npJ15wW2kSxR4NXRDIc+5oto+NGp1Hc6abUcW1BndB+9WjqUbzIexVTuPKrZLwRoPG/epNukBeDeLQ2ZcMzV9O49s0qBU3D10s9a3ks0zHQ0yVIZhWztWOQ/70NmyRG0NoNyk0bktOp/s2dzZJ11WsU0S0uiAuwsnyDmj/pnnyVHdoDlfHsmY0V7Gk5tDDx8pv1ZIBIrpGKkG6iKYI37McJjmm2ii4D20IJQcg1/pAOH9VwwjWHSMcrOSMTThKJ6MHILeLWrjiziVucrYGEygY/B/z3IBVGd8Om0gpmI05uuHEzfOvNEsTjRODSeNrL+iRY0sILOI9eCzkdqGcLECLEKhGQIcA3ZAzC6fXDBVse5ACgaCssl3oLmTUc3eLUSDK7ZDiu4caCxgOV0LmHMu0gd1xuLv6TF0oyYeRM6OkboO37W3p1p2p+S5PJBACA6As2OUR0ZeEDkdhoGt4qvcxiQcQPV2oWiBHVi9ozwGckecHJrgg52dGmvyOdgfyGpEadtVoaibOTA9DyHkQ3LwmUEWfBCdM8iAtC6xpnSzRUeHHZCTgbF23+fMWpa0RP2IYw5ZEhAtNoq0FatDWBCWhnqr2PiED2HzcsIeXOcpGQ6K0rZJwf+4IeICH/X8UPEmqwWZikHD1mQeqqRaHTjNQC1HRrXNHNme6M48YyEthEUiF1WdqwZG6OPsGGnP9H0SAxZNQpBHrJGuxsfeoMro5ovl0CZJc8jYmg4+hyiT02wBV2c+szTr5F8j/FqpOS/mZp7873RjGko3pqTtLDe2rrVzUeRc+c0imA1vFiUO34rnRdZC7sRa9d3plehL+vgE3YzpOrJQslEcHWCv/w2EDD3tpTn46t+sjlEpyadi4P4fnqX6lWj9upeM9IFTgdFC7aGtQ0vDFPR98eno7c48ps+DsadNhhB4YYGSNnSTy5xg7jAYjaENsiAHTq0dgSHv+yEkZgA6PHUJK7QeTA3DRuLBz5Lw7eMTi59aR7IUeqQH0uiW3/TRAg/XTOvqem+ogR26sRb0Idcd1donIXVAI/gXhqFTW5urUWLDd9fv1//C9Hz4EXRfPQLiRZDpl+50h868Kjiv2gPcnZn8PWzu86qkOjmVXIeo9lQ1ss1641SfgvqocUeaXGLS0xspqnhXIc+5oto+PHi6qqzZdmSOY3cKRi7nN8jc0WTOiEcOhhY0zRb3gHKy4bNx3ZFwoDrahbYAdqzGjvIDsVK5KbO3Y5njGL71eawQMkS4U2/d06dX9iVdf0JoI8D1WzW0T0rFAKIv9lRE5Y2RB3uxlL9STMdIXfzvgsTID7stiAMmGilcLCd3RFQqDkC8arQ5GFmUsPcneO4t4wbFQWlhbSgtzDDUmaJfhMrc0FFNLCwMX4AH5pmbtSoRfzJgvPWotYYmNxxdGTaFAp1tqnCc6DAKXqsnYPMxqieiuqB6QbGYGCHmbPNDi9lTjJ74UYoojMP1Qf2QOysBn2r1RPXCpiDFVIdk3L6Uo2hEBgu3s4NlUVXM1SNoZ7Bv4yf4fO9X+Gb/YYVwwuu+RuhHz+2kV62qeH/1csGNQXWD1oKNs2PE1mElHpybRqlEzoC5VfLcuDQpPGfHiL9Xv2kUXpV/bBfWbNiCMxR96ywW5NOzw45TepeFy1eNMlJv+hi7A9FQZAYNMJvjNrRw66BwA9xwqpR3He6s32jZHp4uHCPyGIiS+HM855aOmMYXdhy9LDc/HDPzbU0kPn+OHZhu0nr4QaSPjeGyDLVXWXt3abc7Vcw1Z/o8+foKjhEbVzzG62OwS6Xjt3r2W5Ai2vcGoHGXYXizc30ParD4IWlEy5nxEH6iA0Z5raa0o2NUhE559vWCEDsxwkhldWfcuHOMdOPdeji7VixFkXPlN98FaQ6s+mym83p81w3vmqKrXLatjpoW1Tzt4tbGOlwn2SiODnDnGAmOs2mf2DlGpSCfbI0XVTY7/SQX4QsewDxTs1ZOO+/tdHvx2biXkbCnJOjo7c48coBDyAHmqUC0VkpQcexm/FJNTBO3cYyYfMdfxxghxZkHqhSdMSBPqd+83ENM+3Z3KJKztZXSNld9jCNUs6R8rl1GHit69y1j/vGfV6kIns5JIkkod4+3+rf7HkSzoMHob0diowSestBW1MP6jbWLcdGz73+sJfpED8TzTswNql7IauvCMVIo1/fhzBWgwt9boanGXMNskS6HOmNy1ZUYs4rVK5M+qkNN4xNZDZM2Dne6Qwk0sUbAznvO/szUivdXZyEnX33Hn1fzcNXLHxw6HQHCmzXO9vK5lzAHruZRqrP/PUQJoQCMuq26oZ+FuIafiXRta6odtkfVes4V1fZhdzRMLpOBGPGmnzlq0bjwpujM8YDl/ZQWZ29rmMfK8aX6V6cbQcJy1xps2HKG2qB1Fki47OxYtq974Ltu78KsSrV2AaaALo2AZan0XUNJ/IYNwJ0oVzvH+5778VhLKqUY+LyJXEQ6Ru50Ten/vUQco5NhooIRDKntiXSluRuXLzK2skr419i5GPUvnpfrrCCYUT6Qbl4U459/ePRV37hsQ61CTdFoZIozMgeDrKlBriLzuvKy2zyFBZ3NYxaOPnAel6r3xsBXK+LgsiQs25OLmqb0CiBrOhlgH+dpjtFdGNd+LS4+9Ct8/jkKA5oBO+dOxKoD7M/mru5cYeqRU3Zob2sh9H5hjtFXIM44Kro+iF3Uq4lqK4nZKZQKTznJhIq3ea1s5sqNPi9yYpWbEvVj7xhZ1kF43I1wjFiOfV4O4e5dHlXLC8wGtqkGNDgtUlmJp3Oapq8Z+teF9DYmJ0PPIdJtpMr5tknB62SYfX8eNzdGqmN0FF03U4CgwDCTjWOkpykKtwD8MK7hQb8gnkam7zdmPCeg7DSxVo0BpznsJ81ywiHlB67uzLOjkIqL/13fcMztyReysHDidJ3JydVuNFIWCtqvRlCBO8PsnbOOPoDzl6qj98BXUfHgMiQt24NcSt/Ta5TcGTc32DFyJed2MmZKKbXZj9aggJNuKQhOJ9mw0cUe64CScoxKST7ZGq+qaTIWmVMdmTPIKbig314okXoj8KDLt+X2vbAnjGpEWnWtsffvYoyha4+rzobPIwhNSUH4I1wfOjtG7OY2/W/M6THS2PQApBbIUCLgmQ9jyn9G4R8eDFhNi6IbYiLcGTe+FxrXLg8fFwEqVb9RLypNx9SgQvasZfGYtJlq5WzTvO0CVOSIbSIWtgUG06HtML3sUxmZ3G9rYeMYKXVAs3DkgYYIuJxNxEl/4sHQOaQD6ypn4EzSHX+Q7ggf2AUBR+dh0nzSHaIj6k53CI6RkT2jjtz5zKS03Nk9MGpjDnypzm1qbFs8WsUfJ2gcy2qvUtPGxY8YjOr3I8InABOU4Cn1cNw1H7GTrE6z8lL19tsjx8h6zhXV9uGOkUWm2W3+wLNUlyNmZRS2hUdBjhHN15GHnPOX4F2+KgyTwc42MqfaGTDz/WTNFuD/LtwEOqwskPYbyVpjKR0jDxROKX+lmI6RanjsfUm8MRIco3xi37iQj/MHViA5+RNikBOZ0pwPRltl5RSlZJszGWUnGbUKiqK1yWW2KmD9yOLOlsX4LxrW6jw2PiLksxJLjNLv6LL5+pcrPtVY/JUOuyQcFXNnefpFeTF6Y9w06bcmTo6RdeRG/YAfRQBVsgB1rb7pwHNs7WerH5CWiIizY8TmPRTnIu1zvN05RoVNpRMNbGXkGoPMPgdFzqga5P89PthghWPpLd33IygjDqbyHp7GYFfDwuVMmLdiHHzdRovIk/NJpAiPtXjUlC+vjMUmlU5xDLY/Yx+F4+9yZTAxAzS1MlKcaoCsa2Z1jAxiC5aiaJARaHuNO0Zn9mFb3mNo8ahzfr9zKh0rJ7JP+VRl4oJNnr9NOoMi27PhL+zbAg8AuwOM9Ml/103EaEbkot805uHwtu/h3+Jp4qG0fpxT6ZR3bnwEcZmGbKiRvcvGPNwZN+4cI/33djVk9vuO414YOVdud/e+ZLoxYulVBzsLulF7Hd+PZsfIRrcUSjaKowPcO0YKwQrV75jTaJ1rjEpFPtkeTC6LSYKR5iqFyZVjxHWcORWwKKeMzZnHnCXttrgWY2y8lIfTHy3AlHeJWOC6yE5mdYwY7vHAeHNdor7v+Q2vckZuxt89quHhN4+W3lKuHCOu/540akT1tNc8Mjg30u20GBByFfhUoNSCY3/6oDyxV3J3MP/CPiwdMkYhnrA6ICytau2QSOQMstaLqumJnzy3XCOh0GrF1ldRiCL+nlYCukNPpXOuzXQ+M3mw7kmqqTaCZEze7BwjfnbfT4Q+aa23I2xRDaW+iEPJgiYxm/NN+lpfd/3cK8w5V1TbhwW+mUynonKKsAbKTSYTTYP1Vq1NZTdsQjp0gVuInz3O31fZM/fBQbdouPr/8Phgzr5qZ8e6Sp134Rhp6epfE/2P002Vdpb96SMGcPNxYd9SDBmTScy05pt86RgVRUeW7G+K6RipRe/jrkRrBdaKlaimloWbD2d9A+oGjb1jtKqmOerGf2ccLqrgf9RESAljQklX7e0FY0dRmVoq3XWTAjbqKGyL8AuNr3oobH/GPG5VyYkHBZ8vT69RjbZz/cSoVT42DG+HOd+I0Qhu3AmK1K1jRJOwiQQxQ7//yR5GQaLTXI2ieWsOrbNjRHVdBTyvYMeIN8q1FlbbRId4HUSB9VLMEeyPrztyVjq1AH6mb7zOYqdOlRfG3w0jXU6VWc6GphehKow+Cbg0gDPNkUJ8+UME2jAp6fnFYtRNSfX4Av801Sioo+Dpiq4MJranErwmeFBsanaMeCrNacYqJ7Ax6ocLd4xINl7+MFBj3xOFwMg5NxGiMDKVN/agtZUkRGMkO0rF/wbjHT2PM0YJzpkSUf7wKcwTDr2iHQDawaQHNZjMjMHVkc659Gptwk5KOzGMLVuHVdsr+pyL6RjxFIpC6ZeiyDkzMMddQbRwo8mM8Zl+0y11i3xfWdNR7HVLYWSj6DrAjWOk1+iIheFMVp0dI4UZr6TlUwl2fIQmAqsnMzyDstpb9CdPpbtOrG5i0IkbaFYdV+gDRjtTLWeeUj+3ArVWmGv/VOOXeMR1Q9fOMRpEmQNmshL+Oz34pu2Be/Sa4ILG/SUSO47Bp5fMBjw7g16mzAa1dsX4mGtheLjSLpVZ+w3JedgHgVhlIhtwj6NzXTP/DWEX9gECV1mL4m3ShhUcPsaTlLofmk2BCNJhYrsKfs56qjs4+cI1CymUItlOdN3a2lnqa5jeHH99jFPtFl9DRQ5bb8GInifQK40YYfm0NT0nOoo8+GDo+8Kcc0W1fdSzeMvodkSCk2HcXNplaOiOpOdBJn4emwgbtOfkdNVqohlhQv+v0VFLRXW2Y6l+N5TIlqYvRk+RUIufDfcT266ILXf2TXaKOxll74hC5q/SMXKH1I3+e7EdI4WdKvYiBglOiR0bSm76IHRmVf16sbZ9Kl339x8yqKKJQnHBGyQ4v4hpQRqDyIYnsFShalYN2/XRnbH2sWQsiVDpnHX6RcqfN7MaFaCAi4g+M4SGHw8RKGe54S8IvJYTfVFXiGpx8XSMMA5a3RgwHCNu3F0TKW1ZNG+KF+ILuFHQ81vFmx9m7IesRK059ux5OouXp3TdivOQigqJZspieyVvgMtZ3FjdmJky3e7a3I75STM6iPRDJQhwUJpiKNY1XqMyMenrPwbftppi7h2VR1G47gnYS7dysxRmKZVa/o2kr1Cep3FoVPFzzr8u3LqoUaUPnzAow5XX6PTNXhZmKpVNadXvzcz9DXSZdmEwKUyF2XjtHYMu27VYGo5RJa2+4LRvQ0TOnS7UlrFfW26MFFa8D/GEiWqaWAk3jEavOUTzbmGBZE9Q+jot98MQS68GlWL6gsEsxGlPLzylO2f52QsQMWwLHokz04MXxTHSnR1BrtnhnnAxEm+L7EtEgzqH9XeiXH7j1pQmwvbh8OMIEZjC+F7RDYbiOEaas5jNIodaTyzP1EpR5NyG+ZDNb+xZ9BYcY52G3XJocyON1Tzqjm1hZaOIOsCIBNvVNxmsbs4U0zaOUanIpxok2vDEUsPJVBi41uKxZKP/mk6TTK0jTPTT7tJlPRMK/VsKa5bpzFNvcqd5i8Efpge7ULo2OUY6eYp9Kt3EH7sYuk1n1apFhCmaIagZemUt6YH2w+Ypq+ZzWtnfmepti9bxgH7Ogy+WGxNHFqZ3icXHF50JS44sDKcbEsYMJrhXX67Bwj9bum4Az6mxr2otQizGbfiy2gprozlTmRn6U+A9xTCGHdR6oEvsN2jJ6lsczrqDG+FWh/IXu/plrd/atqv2fZScHSOeuiasi+ZQJB1tbTBJKgeR2stt21Uuh2xNBuNcFA8YGbKhO/Dc3rgmphsW7pwrmu2jHdGMNXR+JSRzO05xXqi2rZ9R26anaOptNDzYODoWwtprWR0kkKojxuQtdB0ar9HKBWzsWDa3sWd7C1T8RhsBM0seD6yyMgijZceXaxbiz5Z2TarVOXC9bGVOLsq56AEq8iuFQKD4jpHG9jHHd4TR30UxjqKxpUpHRL/RCmW1PH6l6ajO328TMeRGa9lAdAt9BGcy1+LTH6n7j40BvSR8MPa2WqzTZqoH1Do4GlEzRtaQfJ3aRNbaI0ndaCdd5DIXAjnxq1pDtPzmwzGia0VkLZiCd6n3gk7fLHDkmzjwWS+iQRvh12YQ1SaVxc4ZlGJHjQX0SDM3onMsedLKtS2RAvDr9SNZ2OXXEE0Zixdd2/6wNh6jWK8GMs6sTVQZTv1nXEL/JHPfJLXh5QocdqG07W6MVP+DcB/zPV6dZTbGXd0YGf0WrLcaggFPxqwp5YdwWNI/Gmt+Kqs3u7362QT0nL4fjw1MQXcsw9R1D2LsW6qjo39YP4ShcViHpug3tD9e5EW0WnPgMwEvokvDn7Bu8ylU6zoFydSNnZKxsWJyEjIvNTf1ZlLPHkYBvwv+T5OMUQPfK0LDT9teXPxw/l9VPE3NLZ+rbjSTte2jpTSlm4VLb2j0oG7FkTlGh9Cy/SmksvWmm6KhiyfaNMOzOEZ0uCo0w7v89XGJTf+qu2i+mLszEVEzDqJu6EgM1Dt9aw1GKU29YacO8CO2nz3Xm2LknJF4vsJV/LB5GuLmH8AD/eZiuqVJceEOAJYnvwKTKXJ7mBoZmnoEafvvXI0W6NChAcqezsKWLXvU5pZ+VjnTHNb85hg+oisqZvH0I8H4KLJjxOnOWU8rc52g26VUN1Oh5VxhZ5zjixF63zH18E7+vgpakMwFUPPUddtYw2VL80duPFh6vbFIbmFlo7A6QMXC9Y0R1xGsBoUHLwz87B0jxdAoYfmE0ituL1rpbRi0VNV1DjQibJ/GPqxbt48aPFqbaWsU0yctPU/YIM9+irkLduAcxfGD47uSO+Xph/VmMZ95Sj8uqof59ZkBGEA9YH5bPx/zNh6mfnni/rAjX2DnzhpceLgdQlv44su1mdh/jhqPCv1sCkepzdjVR6Mr1apco0aXw5LfxDN5GzA2+jNUDLyGb848g+ix4UqD1y0zJ2H+nnPwVd5VHz/tpxqeug7snj0CM7edU266TP3IWFp6NyLXWGQmVsKXM/Ba3Ee4ojQufR2tXqqvNIJWG2+u0Zrb+lJQdAFRvZuTbA/O7kaO1iKBAt5YA2YfDP7iKUQP74i6V77EvEnzsedPYvpTWCzV/b3obBMMHNcL1XW7RnDyXOkO3uzzKNWgODXQVt9vd2by3maoHoTEeT1Q9ZtFiE36BY/8/TBR2XfD1Li2eOiPb5CWyGwHc89Hpht6LgbCaawVd84gIhGSDT3oZfS7s/avKtQ5V1TbR5kxY4rrifUN38KMzqz2XBvTFgc19+6C5oxtVmkWXpFYRUV2SPd7hjdD/qksJ6G6is8m9MT0/Y9hYEp3YNlUrHtwLN7igXQ7O1bZX8n4vgo7VwJwhmzKbawxteVM4bTn5n5mIBF9DXEfXUHl+i+h9eut8FL9h6kWmoloNrasScUappcpkBm1gGRbENHCnYvusZDfKDwCJeAYqQc6c4R2N5mOBQMbUM0HO6WyMDsmDhtPKi1D6eONqi/EYu6oZhqblP3ByAz0oWNWUTdutSmdd9UXEDt3lLmjsPJ8JrQLcK3vIiS9cr/yXeVgTPhU7UzPfluzndb1Wv3/y6RMe8d9AjQbgwVj+DgKD5rdL3KzZiMmbiPVUal/9bqvHsKmpCC03h+KoZL0lb1CtI6ZdXqOXjIJre9lTc5GYcXR8tRc09rElUW2onCmt0ZDrjGi/OLjgzL5+UpHa5+AQESMj0V7zRkQx6yMdfpxvDJzFoJq0F/OrsHAnktwWIW84I9NkaaSuzvnHKWnpaIrex59bB2jy7swOWwCPr+7hWo4O3WzLqDQkm5x9qTNROr7+5HjFYBHG92Hc3uzcZZyywMahWFEfAgsfW61edBNyJ40zFy0Ft+d94Z/wMOoe9/v+D77OM4rvTvo4/cQnnriXuQcOIJf/lcJj78eiWGhgeZu4MoX6VlbZ2BokiFjilw3HYSEsW1NzDIcREfOVswYPhPbzlBhtCoZxILWFRNn9DSP96f/YOibq3BX6CwkWBwI1wtiGD3ulk35u9hRnTWTnTEUSZ9qTX3Z372roumgBIxtW8M1tSg1XdyQQlT5u8/gf96V8FB9WvBT+3H4FCNYUW4OsoEAACAASURBVOdXud4/8ZDjCA6dzIVPzeYIixlqK4fOB4AH83ExRtawcHjce7reUHG2sM1xkKy6ibFIimyQRXKMLmNXYjgmbfMi9bIAY0wt0D1aHfVLhZZz3iS6CaYvGIgGTPkqAYExWHWIDnFlSe7TAwpq3OAEMqKGYOEpKiJPnE06ysLwUQTZ8FgH6FC4cIx++xTj+iZiX4VgJM2PsNnTrh0j5dElKJ/scUpUd8E19F2UBPWYycXOxCgk6PvGGzXbiZ3rL5NB1BvqMWMjB+5kqyBRsTnzGONr7JBF2K+dl2ytzcymNo4Rm4XprGR7JQxTUjSiHj1zwVIzVKAYU5uIlcMR9x4zZBVlgpohyXirT1XsNuElvstIQ1TVj/NZz26IQ4kyOY33oxHG4Mj7AZuJiTbtc0GXazpI6ccUNRI9zV3TVRr1UGLzS7PUn+rPNa+vcY5re6SIumP7hLaYvIvbQm70gainrfJG66s4Vi3pZkfc4072laJMlGbE0WtOqrpZ1wMPkM/P/v0n3O+qp2Ehzrmi2j6qvmO24xh8/+osNXBGhAVrY4dgEQssK2OujBYjbRpxu4FQeTTrhzkzFe/vz4FXwKNodN857CVWqj99AtAobATiQ8xNb+3sWKs96sT2eyIDUUMW4lT1cCTO5kRXfHBU//bDZmKxTMPnx88TA6owaC9mt7yOqJE9DUZD7c/SMfJgcUv5KyXjGClSmEfUnP7wF8jBjMJIoIxfJVTxtNkAL1Yr44dKxMLikpgrn95JtJWmx2qED/RC29/mX7gAlDeKNEsUXz5uKgEVC0GZAv/2ZGU8Vd9FV3FXv8s5gG//eBRP2Tg35nlQId/ZC8Q9o31MRX72M3Tk5eG6v79erFpcHPLpeV70PLdc/bQ+F1BeYIQp7Jt5sS37XRn4VarieQ8LLhs6TFXhf40VLv+p/os7edOHauDtqVznXzgL4iEBXK4NzSvvOvzNG6iw4BT++zomhcRSL3rWXqlg5408QQ59TMw/hR+a+ReE+X/XYsLIVTjXNAYpw5+3dVwVlkK2nG73gCFHJTfOfFpDL1pDt7vAAzAKI+d2suNmfqRzLlz1RfmCxlpI2fBYB7iZvSPvAq76lvd8X9s+T8SP7+2iyafdvPh+tt//JKvKMWM6DD1Ycw++Ynfmkebn+r9QsszX17RXjHShIvX5055pxcWhEETQxnTal3zs5jMTCqNXLObtYoEbb2JY7YARcQKlvgUqXb8qS21na6gsdrHzdimBU+8KDdBhRBwirI6T9lx1vN6mc9x4pSFbnup/D1a2wK9w/KzvK1gO1Ufy75hkg4IfB767ir81LCAIJsiV23kW1fZhA6S1PvbzA6gj0KrbjrmoIOpj8+CMt7NjXcyND8czfSXaaIU9a4s6cfm7oiJQco5RUUcgfycRkAhIBDxEQL2J9MKjfVZifkhVD38lvyYRkAi4RYDdFE4bjGmU0kaJdcReZq4JdPv7EvuCms45/Tylio38Fyqd345poxfjv3WibAhjPHupku40/Ty6TR2Jf1U6j+3TRmPxf+tY6p88e5b8lkRAInB7IyAdo9t7feXsJAK3EAJHkLXLDw2bPmB/k5lPBbM9qED7N8qwoBqFD3WmjVtoinKoEoGbAQGqw9t4qAzqN6iOe84fwY6dG7Bxw36cUfJ9aA9GOtcE3rhhE5FAx41okmHQdqtMdqDaeTMLn6dj+mJKR2xskmEQOFiL8T19kPyeREAicNsjIB2j236J5QQlArcKAlo9BHWtr/HoM/hn0wZoUL8JqLUi9mbtpEL3bSqhgqm4/FaZmxynRODmQeCn96LQf+Uhc90DS1mr67om8MaN3qaHjEI1fcrSZsHzETn391J1zSmPWPc8f4/8pkRAInDrIyAdo1t/DeUMJAK3CQKUu3/qW2zbtB4f7PgWp87/YTHctNqA6NGuaXpvEyTkNCQCpY+AuTa1UPVJpTo4RhkdgezXOLOj1rD8u0DECz27CjME1jsuIvs1nXo5l3pS9Uj5DoEeNbAtzJvkdyUCEoFbHQHpGN3qKyjHLxG4bREwF9C7LQC+bXGQE5MI3FkI8PYbl2vXhP+Zkzh1+e6iUeBz2LSWGesu10ZN/zM4SSyadxP723LqZeSCEunOAlzOViIgEdARkI6RFAaJgERAIiARkAhIBG4qBByntmJp2jacuVIR9YO7oVND1uumGB9iP9u6NI1aJ1xBxfrB6Kb3YivGM+VPJQISgdsOAekY3XZLKickEZAISAQkAhIBiYBEQCIgEZAIFBYB6RgVFjH5fYmAREAiIBGQCEgEJAISAYmAROC2Q0A6RrfdksoJSQQkAhIBiYBEQCIgEZAISAQkAoVFQDpGhUVMfl8iIBGQCEgEJAISAYmAREAiIBG47RCQjtFtt6RyQhIBiYBEQCIgEZAISAQkAhIBiUBhEZCOUWERk9+XCEgEJAISAYmAREAiIBGQCEgEbjsEpGN02y2pnJBEQCIgEZAISAQkAhIBiYBEQCJQWASkY1RYxOT3JQISAYmAREAiIBGQCEgEJAISgdsOAekY3XZLKickEZAISAQkAhIBiYBEQCIgEZAIFBYB6RgVFjH5fYmARODWQmB7IoLnZgEN+uLtCS/hHn3025EYvBvPZIzCv26tGcnRSgQkAhIBiYBEQCJQCghIx6gUQJWPvLURcOQcwNp3M5D9G82jbACavNIJLzesgrtu7WnduaPfMhqtkvYC9SOROasT/DkSp1ei75hrGLOiD2qVOjr5OPbJCqTvPIMr9K6KD7dG+5CmqONT6i+WL5AI3PQI5B/7BCvSd+KMujnQun0Imt6Wm6Nk9YA8q2560ZYDvAURkI7RLbhocsilh0DulnHok7wHV3zKwfvaRVy+xt7lherBs7Akop50jkoP+tJ7ct56RAfPxYHrfmgyOBXj2z8Ar5w9mBMzAf/35AysebNB6b2bPdlxCEv6R2PNT2VwL11XXf4jH9fZv/s1QczyqWhdoXRfL58uEbh5EXDg0JL+iF7zE8qomwP56uZAk5jlmHo7bY4S1gPyrLp5pVqO7NZGQDpGt/b6ydGXJAKn0xAxeB9eSEpAZyVamY/sBREYlnmaDNla6L5iMXpWL8kXymfdKAS4EfG7YnSpH++aIUh+qw/qlepVoANfTAnBorIxSBociCr0LkfOJsT1TcHeS4BvszhkxjWTDveNEgT5npsKAccXUxCyqCxikgYjUN0c2BTXFynq5kBcZhyaler+vFFwlLAekGfVjVo4+Z47EAHpGN2Biy6nbI/AT+8NwcwyMUgJEbwfxxaMbpeEvWRQN4n5mCKYEr1bFQFH3g/4v82fYedR4OFmLdHmn4/Av9SNrl1I6rkbTZcOx7PCu44sDENkxi9AtWCkropA3VsVVDluiUAxENiV1BO7my7FcPPmQFhkBn5BNQSnrkLEbbE5SlYPyLOqGEInfyoRcIOAdIykiEgECkTgCBaGRYLZsNIxkqJSYgjwuifpGJUYpPJBtwsCFIxqRcGo28oxcrE2JaoH5Fl1u+wAOY+/FoGSc4zyj+GTt+Ziycff4byaJEylGT6oVLsxGpX7Ebu/PaXVa7A/eKNC3eYIixmK9krKUi6yFk7E9HUHkavVdPhU+hvaDxmN3oEFFL3TOzekJCHt8+P43cuf2KYu42J+GXrncwjVn20G2EG1BWkzU/H+/jNaLrMXPHpXYdeJjS1hMpZ8aczbu0JdNA+LwdD2dVA6NdcO5GydgeEzt+EMWwOv+1AvKBYTIxqjAuhve5ZiavI6HFRApjVo0AEj4iLQmNU4nHoPkcOOIezdMXpkm0W1B39aGR1GxCFC+ZKrDxWUbkhB0qodOKIuID3+HtR4vBP6DQtVUyQ8/eRmYfaoCdh8jNVh0NoEtMCwGcPxvIfPyM9eiVHxa/Q5Vm06CAlj26IGDSH/2AYkxC/EnjP82YEYMHks2rI/Xt6FhF7v4qGZ8xFqSpdzc9hoMrhqxxFNdtnUa+DxTv0wLFRNnXL+aGsxawO+O6/VmyiQ3Y+az3RBzND2NkX5jEFtLrLwADrOmIvutTwFtGjfU4p6ly7AWtpb+n5ma/qPPhgbazc+/h4mCwmYvORLnFILtEgNBCAwYjxiSe5Zbc/SqclYdzAX6lb3QUBgBMZbn3l5K8Z3X4lyo1MQXaDsWfb3qU2YHDsPu87ayLiHUChyMnkJvjx12XmMXjnYs3QqkkVdFRCIiPGxmi7jL7mMreO7Y2W50UiJZvvP8inQIGLykYaZqe9jvyKrKk4F6TX16c7Ys/o4n3sD0KCDC3k88Q6ihv8HP6MxoqzsfHY63bsC6jZvh1cCzuCDTZ/juC6/qk4PHz1c3U/aWOIX7lF1EZNvpv/atUSF/27GJuE88PKphNrPhdrKvec6yIJvMfUI8rOxclQ81mhy6l21KQYlaLpC0e3xWLhHPUMU+R4wGWPb1qCUyMvYldAL7z40E/N1RUKG/stzcDpwACZrushDUbwhX9ueGAxG2ojGUcgYZeZntNUDmjzeG9AAL3XrjdAWrm5e8/HzrtWYvZTOnDO8dkidkqLrnmyO13qE40UnkoWSdIwcOLV2HIYtyVL1M8lvg5DxSOxZ38Mz2LqnvHHPvWWQfxko/7dWiIgeiOcVeef7j87BNG1f0J691+dPXCUHz+V5UJAeoLTCA2uXYkGGcK4q+rIHRrzZGfWdlIrrs6pEz8UjCxE2+FNU7jACcYpt4epTRD1G896TNhOL1n6rnyGKHqtUG42ffw09wl90Ph9LdL8CW0a/jDmnBfvghuxE+ZKbBYGScYxyt2Bcn2Ts+R1kyNZDqxdexMMVr+PIB4vw4fHruH6dTg//eggZOQzP5n2Et1eswz7FcPHDo+Gj8Ep2Iub9WA8dunRG6ybVceXIR0hPXU3GzZ+o3GIMFoxp5rT5HIfS8OaoFTjq1Qi9kiZTTYgXDi3sgyGbAzAw7hl8mbwKfgPexSjhit5xaAn6R6/F1X90QWTnl1C37Gns3fIe0jL349z1kiuw52M7TGnSdh+/hpGYO72TYqyX5CeXlOwbSfvhX78JHvY5g4PfnMDvbF4hszCq7FyMSruIRl26oHHZo/ho9WYcYgUXfoGIfWcSWvpTESzhN+anHlg5qaXC3HXore4Y8u+zZJgVUAhLBaVpb47CiuN3qwZTg4q4cjoLn336peokeVVGizELMKaZBxXm9KyFfaKx5d6X0OWlh3ElazVW7zqLax4WqTsOLUSfIZn4o8YTaBCQj6N7s8HEzC8wFnNb78aIhK9Q+aUueOnhK8hazeSLja86QuatQB9K12D49Xm3DqYRS5mRveH6sOHrfPxuZvC9ggYVr+B01mf49EvVSfKq3AJjFoyBeeoqzkMyqG6JsAnsFYN+bR9HDQI8L+cwts6fioUHamPwkkmWovySNBYKljp1n6zBSVRF/Zda48WH2Zp+jo0b9qtGrndNhCS/hT5OxTm52DKuD5JVRYB6T9eCz5mD+ObE74qTW71NEAJ2bMbF5/ug96tNUCH3IHZmLsG7e86B2C0wa0mEqd7HcWotRgxZj8emLEGEJ4VAeZ9hXPcZOF6vAzo8VxG/bV+LzP32z3aFgF6LRGZTQL2nUUvfR0xU2iAoYAc2X3wefXq/iiYVcnFwZyaWvLsH51AdwbMs43ScwtoRQ7D+sSnOxB0uDaJc7JwyAFN2/oGqjdqj3XPVUfa3o/jk049xSHGSmM5MxOxQKxEIYT/6DSSx2gy/R9Fu0ED0bPZ3lPfJx4XjWViTnIwNV9pghrWmihk5StoSEUF8TEQQHBhBp99XKxCtWzdG9bIk37vWYX3WWfyP8KkXPgNjX6yA86Sv1y9bi09/pHfTfgqelYTaaf2RvK8s6mnygys/YsuaTHx3Ebi71mtITOmPht4XcDx7C9akrsE2JiMkV+0mJuFNwRH2SAdZF7OYeoSRZSzsMwSZf9TAEw0CkH90L7JVRYLYua2xe0QCvqps0VFMvkPmYYWqSDC6z7uoM03VK7j8EWKDZyBLUTfOcl6SZ0BRnrVldCuSG/plkxh8rOcKk1G7KR795+xD2XovofWLDdCgfgNUZ1z3549gb9ZOfLBRNdht9Rw7F4aOQdpxfzza6gW82LgxmtStxMDA6YPZOLh3HdZtY+eTN2qGJOOtPqI8l5yuU87EWT9azj2mbjwh08nDZ+O6Y86ZQHQKaoCyRz/C6s2HcP2pGCweXRt7psVh/l4fBCn7/lesjx6C9LtfIN1DNsz/pZFeu4gHaW6zXjmPtMlJyLzUxknH0aZVGTOtN8fMsY+Jw8aTWqDRurC0x8MTZyPUpBftz6oSPxcPvYXuQ/6Ns8x8IJlZTjLjfLoXUY/l7sSUAVOwLdcP9dpEIrJLYzxctTy88nJw/sfD+Gj9Cqzb8Rvq9JmFhE4sEEGfkt6vJKMfxQZjhrphnfV6UTaZ/M0thUDxHSNNKDN+qYAWI+dg5PPqDQ9TSFHrHkNscheUXReL6MUHcMmrDsKXLkRoVaHAkr5re1joRZhXnZWYYgAlYM/1JzH07eloy3blWSqc774a1eMyEceqNRkV78S7MHlhKJl3bPPsR3LoBJzr7cx0k7tpBHqkfE2RHRrfO2x8xVhDPrarldEoqDfe6NgQynFwejtWJq/QItnESNqGbrqiG5Vc0bVjJyYGzcTVKGN++ry8vOjYrodeq2agM7/CyM/C9B6x+JgoqSu2S1GZuRSMEuA1bg1Uoi4W8ZmP2IkbcdLLrhCWFZQGY/LxNkiaH4H6pmswkbigItokpSG6UcGeYN76aHT//EUsn95WU7TkRCx4A1GZvxhjdLk0p7Gyb29sbWwceI5DC/BGVCYZfTR/r3JoOfltjGisDZLkK314GBZnk8nekCKlya+SM5iLtUNC8XnLdCS/ykmdXThGji8wJXgyjtM6zo+wRB8perUgYhgyT9PJUZGwSYuGPnVWNNt7BY5dr4agucsxwMngV+c85Mjr2pj4hEvOWChQuplR90YS/lu9O6Yk9zSvqWLoRyH1ADO+nRnVctcOQdfUQ6jWZrJwS2KsIXtvtaC5WD5ANIJUGRq/7RJqdV+BxRZ2C2UNR/2MNxTnveB9eXB2CCZdjxX2FXcWaGeHL8VC81Wg88Ny12JI11QcqtYGk1Oi1ZtU5dzlcqRMAHOXDzA7cFRAHjx+Gy7V6o4Vi3uSiyR8SD8ueGMUfn7jHUwSJ+DCIDqdFoG+a+/HoLfGo63pupEZqnHom7IXl0ie60e+h1mdDHOEFbErY/AVdKJphrnYNIKCHtUTzCx8do6RrtOroc2EJAzmt/bMWYpIR4V+HXBl6XwyXqgGRHcGBcfM2xvedzfCEJ1xT2Uei/tva/R7YjvmvXNYMcINg0rQFU6GiDsd5LyMxdMj7Ojoi95bGxtGrLKGUSA1RHrEC+VaTsbbIxprNw40vvThCFucTYGOhnTrlgymOtheCP28JdIVvUIfumVKHxuDZft/Rw0bOS/GiVPsn9o5Ro79yQidcBRtpySjS/Xfcc2/inM9noCL3wtT8J9R/9DGojkUl3pQAPAV3EvOk38Vf6ezTnlHzGb85pQyV1K67iBmh0yDd7ygZ3M3YUSPFHx9zVgrlwAenI1ucysjiWwIvqe5jqup6JN7lD2Vkks3bu2/wcQjPfC2fqY7sHNiECbu9EKL+AyM+ccRRYa21ItHxphnDSxs9cBppEX0xopjwH312iAysgsaqkYEtq9MxgoWLGSD9muB+AwjwwOwO6tK51xkmTfzYyeS4+aFZtzmEoAsmh7LIz+xKznpXgUyErJ3Z51vjEDt7CyV/cpuvNPHImbZfvxew0avF3vXyQfczAgU2zFih1Dw3GN4SqTWZAZGn6/x6kpuzHAlQU5OyGKKqtWi8Din0GXBklSsEioslXS3+Sux5euT+JWl43CHStNOzAAauvE3syFFSjY4Zh9azk0jY5Mgz6MxROZgkFbYzMbZ+bPnkEZ9TJxvoHnUlG4PFlOUj4ZX1I8yts1l7aMMZFimDx9AxvhVenwJs5x9Ng5tNzYxDmJlAuxgGAqCytaxUNfuAK77koLdQAqWfsFSV0ZdGoYMUvD8oxpdO9Ew9kMy7gRk6OAIGZuHN03KWURONcZSvqb5VmyHlDVvwjUxsoOUYigOdl5DDpTwDC4n/uRgZJCD4WphTixB+MhLGG56Rx5F8ejQOiA6P5bxD91IB7PhEDvooGq3qTEy9H439o4RW+exeW+aDznT1LUDWJm65nhq+LKie8MZs5mQMucP8PRK0UkvKWOhIMlW9+mUY+1Uo/AE3xdCEbRgDPmScfseRQtVf0WVta0P20QQlaAFOYP0Lds6LXI8QsmB/bV6CBY79RRSHafZ/pPd0GqfwJLwBJSdZglssABJ+Ds4UScc7/AgiQsIlL279WEbCu2zZKjQ4ahOQIiq8weR4RxKhvOv9vpD2T+z/TFZlE07g4ite2da98U0B1v2Q8HJFIxwFsDYMrodGRTXCw4gsP0aS/tV2+vK6G0cI1udrgQN+iCr7RKVQpk7+Ex38P3PsabHijqdGcA9ZvkhTrkR5I6w1VkVdIVN3ZVLHeS0lsXUI2ByNBKXhvPgkPoCXVeacOcvN/RsHZK1hSyyppC2bELjjFnoZDTOUg3e/GAbOS9oX5bu35wdI6Y3O2PL3/riwe2L8alys+6DOm0mIPFNc+oU/60X3cp/yA8HJgf9j6Jl2BVkMMNSyequh7ApKZYbDq7TylHgLEPQ+yWk65hsz6uCVLF3GdNUmv1QPzKTgguuoy37k0OQ3iCN5N3EmqLesHJdpcj8JvxesTxenWPRPdoe920Rjw3kDCkytAAYoDnPyqra6AHHzokImvgFKtneaokBErIiTE62zVlVaucijV0JDo7HzobC2qubpYh6jALeL1PAu6Z7XW3siNLcr0zNRaD3inwEF9MuLN0dLJ9e0ggU0zHKo8MyCIsQifcEh4MZ19N8E03R30MLQiny/ytFbrWDQ4huiIdoblYyhiYcxZORQ9C7RW18EWc98OlWIziG0lmstztH6EAbhIz8JugW+giOrU7HiRaz1NQGsHEG06G+0azkFDSFaKVdIbRQx6TUWrBcf6fcYr4spCjaj8eJYOfIt75wgvFgYFH8ZWWYz6uS6qTo1YPLevBo79MNViGNhoy49ouqYq7JQGVRp3B80tjswH4xpSPS/7bcFLl2mok+X1+KnG0AnQ8uPkypL0KN5XQDaLpY4kapG6eVDpjgg51NDh17EWf/sj8E1fXadlUw/BkmPQ8h5ENy6pWR2jlG9LuO6fjbcjJ6CsgQZJGs8HdOEO0sdzwd5Ci2IUeRUjl4gMAWDVVev35VdESLaixoed6L1uJbrWaG1UD9I3QY3uxc3xwkUByyNDyYqN3u6UazmR1KPbh30g2r4NwrgYnv0N6W0pyP3RWBBf+7JZ2LY8PGMfQcIkWD3gk3ekbwQXR2cp65vnDxbP056ve+a2+/d+3TjYxB8L/bE3QwGRqKc5GC/NsYRGfpEB58NrLgm2TlZngidpLDbegP7ph5IdAavDDhxOY4C/fNEII/To6RvU5njkn41uexQoh2Oweo+H4S15mi3wOnAqOF2j0e7PC23EIXqCvsdZDz9immHoELOeI4WZsEawP4Ykp7uvWkahI9yMf0Vk8cCjEHk9S9cxVRYtpi8dW/+gSn2gyqh6nxD4QOexOdnQtS9Lc6yzYzUFOw39sLDSMXYyLlV25RKLSvU1zgPTpDNWdCu13ee8nX9O8OysBos+gw/O59FqOSo/GkYzPiI+cQmYJ4wyHctDndfBRV11mApD0WSrc4aUqkVPiwM45uV6+JzpzTGrB9MAxXYi3ODpcD3VbQ9h7oJjmNbpKF5yg4MGXPgyksWBu0CPeKe9RJD2hBjpyuzrfP+rNzkT6oMxZ/T/9gCibZnFWldi6qg1HOuE8am5g1i67HtHWnW+8BiyYh6AFPKrFLd79C07dXoyQjbUmpqVvhOcV0jNSN+F2QGHlhB0IcMNFQKEqtQFQqDoDXs5gNTv0wySMh7/0JnntLS49jup4rF10BaJvHi56lG68a1KxY8cO1+GAvRSODu6FTQ07cwA7slai1hI/pDPa9vwEfH/wOh/cfVgr8vCoHYvB0Sl8RC390xc8OmEfRqEo+vs/WitHtck9ZdKbvdjxTIMWoEX02Rdm4tOT/jK8+36d0AK/w91Yed/9mDsCy2quc6KQ/G/cyEvZUcUF7amOQMsUfD4y3UAjvTw7GTL9E4WaPGVkr8GB8c3wdvwRZrKjGuyqaDkrQipD5hLjRZrkZzM1G+sJ5WJeVQ64p+1CRat5VePnfQ7QQ5s+1y6zRKisi94dvGfY3H1Rp0Bo9BwrEDnQAhB3vZbp5ZN88sSQcfdecdsEoxw8S0fBnmGxDC91wsTlsmBOw4kHEN/8a8VpRr6k4W5+6dhOip4p4zhrEDK30v7F0KR7RLIqxYNQzUeUqatd/DD45+3FYc5Cs+eHKbdn7j2EpTwdz4RgB3NkQ1pQd8CsfdDIOVCiK6RiB7d/5qEDpmNzGUUlUFmHDEapnUj7XcDnvOnz9faGIiP5hcsUKv2kPl+OyRfLT2Epywca4Eg/yG2eLDBbPMQLderXH/AqUPssn4GQQMUMsHCc6jILXao18xESewgdkONfG7ZWnssF0z0CcpYi3fivr5BjZ6XRmrPXAd93e1VJstbHw3+q62Ua+6TvhCx7APJ5SpvyU33B5W4IlLPrbF7RdnbII2K+cdRD9Y0nrESarYccp7dhCoa7o9jU4bXtjaARgxCAfk5ltLSwGlWIcZ6GtC8dIoZTf9j3dz5VFzX/+Cw09JJ3hdRZUuqgUqdd/zAc52tnmrlmqs2xr8iQGCpVxpyJbcQwDsX/hHLy1bh/VcFLNW/BYTBaK8O2CUeq/5aiOe70tmD39bXyUfRZ/FniTVBi6biJZ2LoU81d9JEAWQAAAIABJREFUDEMlXEbedV/4q4eGoBKuIo81WSYymXL3aKfNfQ+iWdBg9NeJkZgsL0PtVULdHZNcpiOpJui6fgOt7cefnWn3mbzGbL6I+yl9WN33auDgUDshwOikB9Q99NXLPIBsUUTa/zLno7t6hS3UBto7RqVzLmoDYWfhTD8k6vulOHrMyPCwn7VKJNO4ixjUK+X9qgTVgyio7sIxKqK9Zj8/+a83CwIl4hidDBOFRlAo2xMpVWs3Ll9k7E6V8K+xRADwL+6sGJuYHyZssw+kiKmYxkUFF2qaja6kC3CMGKr5F3D2wjX4VRJzoq3GLjlGG78iJiZQUflB7Nq5g4pryRFpEIqJSaFa/YC2SY89jO6UZ92TF9CIDeis6WGKoXASYW6igfwg4lfsujAojtgsHHmgIQIuZ1Ox9Z94MHQOGQvuGzkwByCh7DQ1jUP4qAr0pH0kmR/25YQ0Naao/13fKe2IHWzxGC84HjTW0E/g8D4Fn7Yx6NXgN6yfPw8bqXxAyanWSS+M6JZuNGhX8Nsu+aFh36mIbfsoqvifsD2I2FRM0fiWecg5vAkJoxeToy3UuVAqYcfdbfAf65WUFh2sZHtDo13dX6+PyEwt5cXpdsL+sAn9xAHvUz5oG9MLDX5bj/nzNuKwKSLKjLZ0DOq8GN/bOEZP9HsHMc1dq4ETVJc0zy/ejHdhKWxZ6tTQzSjTYiTmjHxeZ8jLz16AiGGZOE3EHA2jMvR6KnaQp1adb8iQS8cIVJTMHG66QX1yKDZTTdhdTG5W1XTRk6e4jpG6TtejNT2TSzdboXNx4M/qaDNuPHo1rk0kAy4OSP3GTzOyauXh1P8twrhJm/EL6RSD8IGNcRVqughqFNcxUvC6Hm2k4dkaRLNw9IHzuFS9Nwa+WhEHlyVh2Z5cqPUMRm5d1vQgxH6cJ6T1cXzvR5vJVLdRy7Vc7Ujqjq9bC/rahWNk1unMEU5HgwyzkWg4vNw4c94reVRrE5kzyClgwY1naxq1bWqWNh0nHVQaegQkax13o81/1NRi46PdhlWyS/c09oNxM21zS6g8zHoWGW9QiuSjN+D/PVof95w5QAZ+WTQdsRIT3BXX0SPUFO4ypjpfUzaEbQqg+m77GyNrSpPoLLXHxbffx/qvvsK+Q2fguCuA3ksEPxrLDA9mirenTA6CUrPVAFWDfXj7/fX4ai8jtfgTPnXaYELim3pNnyFXnjtGasoTOQpEkDJufC80rl0ePi6CZXr6qGZT1LhwHFnL4jFpM3VO0tPX7Bwjlk7aFalUlyqmsCn4nbI4RvrNbkW0S+Fpmer++Pw5946Ref/Z7GeuP4Q0eNvshlI7F/VNaQmksjkWVY+xMzMLCydON1hLXagyo0a7tPeruj+cAhxsXMWw11xraPmXmwGBYjpG6u3H3pfEGyNBoShOSj7OH1iB5ORPcJKi/gYbjLNjZCuASooOMVnpjhGPVgvGrIKkWuAbTfUbvv53439XKxKtMWfOcn0YqYtg5Lf7UT6wWhzJfpOMy5YiZ+XresqHRXE7qK6kTToeLTAf1Yj4mtO7WBQ1GJ88txzTFTYJrZ5gfRW9oLdAgWFG8OzySLYWf2uGzwUtz1l8Bj+sDAdNrTGZ7T/JKSWNGc3pDTKEGyn1oMwRc5x5iowpR9hYZ32+pKxfTtijGHYbqUZFzZyzj9CpaZBBdBjdT2QFxo0BH7tx20jGcvf9CMqwdEpXcv2pJ4Zd3jKXLaH+REkN+LoNRUU7abUz9o5Rq6QccjgXg3MF8BqEmnqqKJsSr9Hhsmo8q+Ijz6JelYJVQOXmAxD1And0Pb0VMJ6pGJ+fPWkmf9D2iloYTPlYegScyWUXHOpmd5vgbKA4NSgtMN2tmI6RguPHeFKrQ+C3gEYkVjHv7CP94DeWREqw2UjTVKO5eYJj6MqQVfEsnmOkrvvHTyYZ+8pFpHjjI3HIjGum7QmtduWyUQMojqUcEX+oQSSOry8CGj2FWow5rIBPveB4dG2ofcHJMbLT6S7SVfT3unaMXKX42jtGBaeaOumg0tAjpG/WR3fH/qAMlcRH//Bbrpo2BD026d3KGfE12vCAC3+OpfZV2K0kI/G4PoYTBWhn0skX3dRmct0Zic9IvpwIfYTUS1d92OxrjKg284enEPMeOcN0ac3TZynqpdTL8I9OoCDWAZ9dg4E9l+DHZ7ks86L6ewQngT3BIOww11wWVtfxm0aLnnLlGHG9z4M6ymS0NcwjWd5Ic77L+TxSWV+J/MRCqOPsGDnodpPo5zf/Bl96x9s6mZAnjpG6/77psJnsANdkRXomjSm10+asYmdyqZyLmgQwLNMbIENnM1THUDQ9Jmw3zXYs41eJgqYaDg4Kam2eiqg5tAa6Q1jK+1WxPyKRM8jaaLiY9lrBKlr+9S9GoJiOkZreMO5KtKAstavUcLGYknEhqBEjo97C3jFaVdNcx8J/Z6SdcSKHa6Zot2qEbsQjGkOKwiSVUg4zlIJrpmgpRU8wjKy464rGdDPlKoLMFbc1p1+9ZdrwxFIndi3jJNFqBJxYcWwcA4tBWLCssGjWG9jTmjtW/NtalOuoccipf9Hwz9GYAllAWimo/hBPzbMqAbt8a0sUX3zmL8L1PndMrhs1Yb+tGYiQJYeFFAM+HiWHz9Lp3HpgafPihqVg2LPDaKZvvBPrmXpI3W1JJzQYcPQbLiUCnYBLA4Q8ersaI8Ugu45o8WaQG5hCqo1z2oXnqXTOa11YY0FL7zkZZkMWYKT+GDnqbGyT4TXJrv7E2TFy3i+sBqQ/TvbQWCFNE3DnGPHaFDtWSG2dDjRBXKbq9HKj2lyj52KP8xSg+801AHaGOXOK+5/sITgmxiTcOUa8xsSubjCPZLVrEt1viuxNTo6Ratxtf8as/9T3ivhzGRJr9govG/rMbMgXnHU6cy5nwm+6EQhQt7vm+OvYOss3k5OgrPYWTA2yiCfpRtMwALkciFF2PlJnHVQ6eoSRc9Kt20xfxFvZBzUWtbstZEHq+u6Flx5UUwkmEi4NEMhJDEMy7INArHIqtrRx7BUZuWzcZrs8AFTc7W8ZjDVxVddoK9tHKHVw0Br8WvlpdGhWHl9u/hQ/ijf0+liMVGnD8eIpvL+i8tMv0a/24qN9Z3G3HbUz3wem1PjCyvOXSOw4Bp9eMgc/GLHBy9taCME3ddBOQTXT2cX3mvk8VimvM3Dahpbf6hhxB+rqfYGINrVd8MQxUut2XOkhdQYubCDbeljVSSv5c9HActiVWCFTpTh6rGALR506Cz4Tq6BwU1aq+5U5zGEfIHCV9Qa5uPaaB3OVX/nLECi2Y0R3+MR0dBGDNKNFUTxOtMssq2gQOrNqQT1tyz6Vrvv7DxksRzoDlq+ZEtKOEUmJAn2BZzm7DUtjGvo7hiskAuxd4ykaZ9w4WBHXI+B6vjwzyCcDY80OnvI7/cbImRBA2aQJQKxI0ay/jLNK5Rg9L/S/MYUyBd5TDOPDkTUdXWK/MZj23ImJ0j9jOfyGWPoGaYfcBeq/oFLk8oPrgsEmqFFMb6GItYlOVFFG7LmUd79CzLtXncC0BxONKKVeVG1EuPlNCruV0p+rpbddFemNNQfqKCk9hTpc+/BI5TWdUlv9A5cnUzqiQjM8Bt+2mmLu86JRqO8tb6ROqYfXVyjPUye0FMk551/HUoGe1TY9wUpSoMk8Y/jz1iOqPF+aGbA8tfDGOkaKAbCjuXD7paOqUclepTgFjwC7UvSsx42zY6QHOoQ6BIU5LLUCEi0GpfsaIyO33MyyRMQoK6Mx5p2jKM97xNAUeH69bzPhdkUx0jNRyXLDy1NsygnMgAwFnv9vMhYVxzgVFRKdadTdOUY6a5mFsps1Vowe8w6Olg/BPLE/lg35AkuHGn48RCCy4WxngsOopEduxEW65TTktLCGpKBI7Oi6bXS6wsJ4trdAsW1E+w3WRRcR685r8Viy0ePJMDLNlMncwWC3mAbbIVcENjqotPSIph/HfNsKU2bz1GrlZFP62iTsLW+wjmp1qF/pukVjDZtzHq+z1hQWdsEjC8OpFpQx+1lvA1hK0OdoLdx4qzruHtNNp/0RoN6q72huw7Km3xi5JuZwJdsOapY8Y2oasnLy4VOjFaJG93Zu1q0HvqzEKlrT79VZyMn3QY1WUVQ/7Nzw2jlgymZYWHnmdbtmO0E50zOtGRcqicc7JyzOt4PaV3Sh9hU6qZOhD1tqPRMPX62OoJkLMcDcl0K9TdZS6SptGYc+yXvwu69zOwN+lhScSsfOW9JDIVQTzVjubNgp+f75pZpFp9g6Rux5pXEuKoYBzb0PjvdaYQpmFl2PncDGJQfw9zBXDcSNmlmTPVGK+5UFf8KX1cYSPbOF78ASsNfc2XPy738ZAsV3jLTDYo7vCMPw5Q32qnRE9ButUPbgMiQtoyaISrNRrQmeHSsdN2DLBirMcmcy1aaBXuSsmIwKZhhrCujKg+2oLojlJx8hBrrBWO1ohynjn0DWjFSc7DBXpZZlqpaU16bGdvScrDs39eqhmgNWcyH2O2GKdejRrsJVuKoM+DW5F11ji2x86ipqjVJPdlM2k9BphDpwj0BU6gFLDw9j7ZkRN/iLpxA9vCPqXvkS8ybNx54/icWsQJpri+xQg7TEqBk4WDcUIwd20ot3VbyokVzDTujgtwOrqT6kqdJ3qgKu/rAZ0+Lm48AD/WwbzzKjrx8RG7wrOCzKTBUa772oExaHqMa/EVV4Mj6hhnS6wcrJK5wijdyAosLd7hMw7bWq+GbBCCSeq4eGRw/CK3wiRrZ+gNKN05BIji47kJQmrMjG/mo1Uev7f2PMpHdwmGqUzPVM6iGQNjQO69AU/Yb217uq86alZwJeRJeGP2Hd5lOo1nUKkqkDOgkAVigN+Jqb+teoyNo5Mxrl8N46CIuLQuPfqO+RkipqHMw8amju13JjHSMwMpOuq/BgksXQ1/r1ZF8X+0sVzjHSAwmWppBKk+DvX8UsUwNjdzdGXJaoDw8jHGhDTXgDfsPnGzdgPzU19SWneAEV7wdwUee9wmj9mwxOxejn87ApLgYbyjfBPXt+wGNjJlG/nHvx49aZmDSf9I5mpDxxdj/+fLAuHLtnY8TMbdSUVbgt1Z6tGB1jvsers6ajk0DE4s4x4tS12y55Kb1HurwUgN8+34gN+88g35ccgAXU30afgKKQnBs7KgGfVchvPhwjulZE1oIpeJf63lznzpbQX8jcTLawhqSgM+wcIzudruzlZHxfpQU6dAjAmXXr1Kaspn5W9ntFaWi8zoFGHTrgaezDOqVo39JQ26WuUMdqr4NKUY8wPZ42FHHrgKb9hqL/i3XUvkW0Bkv6R2PNmQC82KUhflq3GaeqdVV7flHV6q4Vk5GUeQnNJ6cgWmhUq86CHN1uVNC/SO11ZP4wnRKCuVfDMW7QP1D2yH8wg3Tf0Tq8x5r1++b/V5zKVQ8iyRKUUPvuUI8laz814eduZdvFq/M1vZnBOpnrjcILHqf+V5YWRU1QFf3Ofi4GzgrtGJF8aLd216ip9rDkN/FM3gaMjf4MFQOv4ZszzyB6bLjS2HzLzEmYTw2lfYmR7p1J9fHTfqrjrevA7tkjMHMbNYPWAw5Mthbhvl7lsH4a6YoyNRGcNB8RFqeIzUd1jNpj8IvfYyn16HK+KeKz9uzGSBWzheg/4xL6Jxn91JR/14msXDteVE3gTDZU4ueisikR3Y8Cpu9a2nAUWY+dRUbUG1j4Q1nUCmyNDq+2xj8frYEqvleprngP1r5NzV3p5vHP6u2QOO9NNDLtodLYr6x2rxsFMhYJfQ0N+S4Re83D7SK/dmMRKAHHSD0sFvaJxu4m07FgYAMoKe5OnZu9UfWFWMwd1UxzFpxvjFSFkIahY1bhEGt+QB/vqi9Qt/FR0Oo6TejkH9uAlKRV2HH8Mu6rXR81HUfwDR3WZSrUxUuREzFQazbLfsSizH1O9FRT/rhRIj6NaLgDqEh9lj4+Pq/hONTxbaR0rMgmhayFxMCTcZiaLLr/MKayyImxaF+HjlTFGF2Ccy1EDKzPoG7RiVFI+FRt4Gbf+8H9e1nR7bENKVRbshtn/ueNSg/VRw2cwv7Dp4jdTf29V+V6+OdDDhw5dBK5PjXRPCwGQ3VGHvEdLMI2AZhgSaNRvkJMQGtjMWSR2qvCtF73qt3jM359ECHJvNbLeK4jZytmDE1Se2Qoc1XTDloSXba4/ozp7oVYIu1gAqAbccoPUC9sClJCxWah/PkGRfV3573hH/Aw6t73u8EoyL7m9xCeIuM558AR/PK/Snj89UgMC3WOaNo7Rmzq1Ow0dggWMcNVnbku3/dqaRe/PhiC5Lf6CM1ADZn3ZBXtv+N5QTL7veKgLbkfk9KHgJWVsIM1dsgi7OcL5tFArO80akGcU8foJmFcH8w5R8XIqV1J7tjHvWOkBBTIEB2z6pAuS/CugAYdRiBOYLzSV9iqJ2qqWFfdnYiohE/J8Fa/adpDWk2Ksl6iXFkwUIIIc87R7VcquqoTcFtjxL5j1V1MJio06IARcRFCYbn2MjvHiK1X1mzExFFDZafx/0FjeANJX1HkP3oJJmkBH210Sr0fhT2K8bHQmdvodOv8vO5rhH6zEgQH0pXjb9ZrDJea7SYiSe+Jc4KCWv2Rdu5hhCfOtvS6YVNyrYNKV48wBmyV/XDtd+fh7R+Ah+veh9+/z8bx88RqpqDth4eeegL35hBZwi//Q6XHX0fkMIEtU1gRdvsdSpTnaXoNmWW5FON1DFYdUnVKQWef80KrN3hL7p+E9CHKTsepTfEYMYcFJD0UCzHIQfpt04ypSPvyFM4zBjcXj/DyuRcBJOP9LHNmt02Txy/Dt7/m4Q/W5sL2w5giq+Fv7QdgZE+xP1JRHH12uzwcce9x/UEyFpKMt/pUxW7hTCWNQIGLMExJYTeBRkqnqhJEW6MkdLX9rE2EIy70APulogumH8crM2chSNFDat3ZvDNNXdhE7gJvJXkuqil/E+g/a1NufeyF1mPslyxQvRqzlxrtJXQU6Tyo2zwco4e3hUgeLKJckvtVoeoO3Yrn0yx1y/oLS8pe83B/yq/dMARKxjFiw6UIUN51f/ibqOcdyMshlqU/AVMRnbvp0bNyzl/Cn2X8UMmmY7bTz7VCPeXffcqjankb/nv6zgWUJ/Yq62HEWao+QW5AcwyZNhzPixSp+fnI9/HRupy7G3jBf8+nZ/nQs9x9HHk5OH/JG+WrErOOuy+7+bv6LFoA5VNGYevzzjsL4sRQP67woj/lZi1EXEKm4qR6+QQgcMBkCxW39gyOv2W98n/+Cocdj6OhKy1Gh7cqHz6WuebjwtkLpCLV8fLaS1XM1Pl4LE+ibCjTrQr/awImnsqYC5zzL6hYmsdDyv2rw3A83tClAi/mshbi5w6Q2JHcuS7kVR/GnJ03cKqfUOPlipVOT89x1aQ4H3l5XvAXF87TEevr5bz2zo/gcmKRH64/aPdY9xBfLyYHdmqCvyM/L4+o4/2NDvWejp+kVpXdQuo88fkuxs+onL89WRlPFdCTxuNhevJFO51eALbuHmm/V7Rf0XMvXPVFeYvMeKaDboAeEdZV15v+19RzStCttiLPnIzJsZi3iwW8CnCWdXVKOoVosD06+0xyQ2cVybzbre5uoejvvNnx4NTxaO9RPxnxoWrNT/azEzD9zaYo9M89GJ/Lr9gV7QvnhvN550KHFGcMJfjbvB92InPTv7F150/43acKGvzzZbzWqwMauu5L69nbi3MuMua4uARkMgeeBZQDB2DyWBtnpbh6TP89m5KzLi94ooYeLvR+VYIKkxE7b5cSYPOu0AAdRsQhwukGWDs5S9Be82zx5LdKG4GSc4xKe6Sl/HzejNPr0T5YOT+ECBvu8A+7Du/7MaUljUcosYUfSWN0pleoYZ25I/wdjtJtNX1Wd/NuvdVGMbwLx4jX0xD7CTJM/WluKzjkZP5qBG4LHaSm3U4/3w1TR/4Llc5vxzRqNfBfD1Pk/pol0FjeAmJsiVvcjqlQpEFun3bHfoGXC1y66161F9O1y7jIUj68a9pmYdwYoKhhc0RffPzYGIxXDQPEUxnCFUtt8I0ZS+m8RSkRmH4e3aaOxL8qncf2aaOx+L91PGMHLp0hyafeYATuPMfI4aC+C3c5RYK5Y0SNDFz0YrnBK/MXv46lHg7Pi7E0dI3BF88KlMN/8Rjl60sWAZbqE/zvBlhOVOUKYbxC/vExLhITUwinoOeEKCKbYckOQz5NIqAgcHvoICqk77gRTVgPKO3SViUcgAdsc3+VIGipst/SbUC9p1GrXCHHcfkEvqLaumuUZVDv6Vrw6OeVm2NA1AsyIMmhVgh+lgG9kpHQWatvo/tAlYyGUvktJC+FXKGif51S3SOG5yFGaICsENl88SySMqLBmgfc6p8vpnTExiasNYm+YZXmxrRhhYbrt/os5fgLQuDOc4yIvjem18fwe6ElGjeojyYVcvHReirq23aCahtEcog7W3Cc+49o+cs1ihhFvLPhvEVmz1jQhmPPQ0Ho1DAXH64lil5WTKcHCzir4h9U3LtcJza5RSYnh3mLIXB76CCbHlBKXckpS/uAm2tx8qgerzv1mvOklrZERi4DkiYYWVCg575XbG7kOYOnXT+tElmJgh/CbgPnVUGq3uePt0+ogRg3je1vwOhK5BWsn+TBziIbsVrzdspC018iL5MPuSkRuPMcIyrk/WjCOCygolJORKCsTAGF3jflypX2oOg6ueOiykhcEqGQByh9oaIycY/YwLS0xyCff8MRcC6wr4ewKSlKQfxP70eh/6KjqKYUNduRXtzw4coX3s4I3BY6iFFJRyD7NR5I0Bq3fheI+A3W3ig302JSof6BD7H2g704c+UGjEveGJlAZkGBeIwXMjaMP6uMoPiLHGt2A7oIlRM1+n2eQXAPUaArPSNv/Q9zSiOyX9NbE+RSL7YeKd8hMH4DnNqP3frTlTOwQeAOdIw4CgYxROEL++4EWVJZjpK/LYfaNfJx6vh5OCiqN0tzlO4EBO7cObouSC46KcGdi6aceVERuD10kNp3Zh0u164J/zMncery3fLGtagicYf8jqVbBme1dWpOy6avpK5tffIvc6wVptPkb1Gudg3knzqO8w5iLZ1l9Cm75ZdIa4uw7nJt1PQ/g5OnLts3J77lJyon4AqBO9gxkkLhHoFcZKe/jfTs31A2oBk6h78IxjwuPxIBiYBE4MYgcHvoIMeprViato1uXyqifnA3SlWtUgTGwxuDuHzLTYAA69XWcw3qWZu8Km0/FuFCMO8H+deMNTc7HW+nZ+O3sgFo1jlc7xf414ymFN5KTJJbl6ZhG12XVqwfjG6dGkIkKy6FN8pH3kQISMfoJloMORSJgERAIiARkAhIBCQCSpPXyecQmjJSbSFyeRcSwydhT91oPc1LoiQRkAiUPALSMSp5TOUTJQISAYmAREAiIBGQCBQLAcepPdhfJhCNq6uPyf35Z9zzwAPF7m9YrEHJH0sEbnMEpGN0my+wnJ5EQCIgEZAISAQkAhIBiYBEQCLgHgHpGLnHSH5DIiARkAhIBCQCEgGJgERAIiARuM0RkI7Rbb7AcnoSAYmAREAiIBGQCEgEJAISAYmAewSkY+QeI/kNiYBEQCIgEZAISAQkAhIBiYBE4DZHQDpGt/kCy+lJBCQCEgGJgERAIiARkAhIBCQC7hGQjpF7jOQ3JAISAYmAREAiIBGQCEgEJAISgdscAekY3eYLLKcnEZAISAQkAhIBiYBEQCIgEZAIuEdAOkbuMZLfkAhIBCQCEgGJgERAInDDEDjxThSG/+dn+P1rNFZGPWW8N+8DjIvNRe+53VHrho2mhF+U/zOO/3ovatTwB7WuNX8K+lsJD0M+TiJgh8BN4Rg5cg5g7bsZyP6Nhlg2AE1e6YSXG1Zx3jB34BrmH/sEK9J34swVmnzFh9G6fQia1vG5A5GQU755EcjHsU9WIH3nGahi2hrtQ5qipMRU1A9lA5qhc/iLJfbsmxdTObKbAQF5Nt0Mq3BnjuHIwjBEZvwC3xbx2DDmWR0Ex86JCNrQGJnT296SNpLjUBpiZv+AVqPHom0Ns1tU0N/uTCmQs/4rEPjLHaPcLePQJ3kPrviUg/e1i7h8jcHgherBs7Akot4tufFLZiEdOLSkP6LX/IQy994DXP4D+dfZk/3QJGY5prauUDKvkU+RCBQHAcchLOkfjTU/lYEqpvlQxbQJYpZPRfHE1IGcTfHoP2cPflceqn68qodg3oo+qFucccvfSgTcICDPJikifykCB2cjZOhG/OZVHW0mJGFwYBVcP5aO2OhlQK8MJL/q/5cOr0gvz/sM44ZkocP8EWhsje8W9LcivUz+SCJQNAT+WsfodBoiBu/DC0kJ6KyEl/ORvSACwzJPk3FVC91XLEbP6kWb2K3+K8cXUxCyqCxikgYjsApFVRw52BTXFyl7LwG+zRCXGYdmTnfQt/qs5fhvLQQc+GJKCBaVjUHS4ECoYroJcX1ToIppHDLjmhU9uHFiCfoM+wZNokcjvGkVXPthM6bFzceec5UQNDcNA+rdWmjJ0d5CCMiz6RZarNt1qDw4ehJKvFgNC+G+wGgsmdQat2Jo9GxaBIbnxWBVhHNYq6C/3a4rLOd1cyLwlzpGP703BDPLxCAlRPB+HFswul0S9lKEuEnMx3QzcnMCV9qj2pXUE7ubLsXwZwXv58hChEVm4BdUQ3DqKtjoltIelny+REBAYBeSeu5G06XDYRZTNQUE1YKRuiqiGDc7Djgcd+EuMQCwPxnBMVvwt9gPMamlXAyJQOkgIM+m0sFVPrXwCOT//BU+/3gnduRWQPNmrfDcUw/gVk2m/2JKeyQcroYqly6jao8kJLwaoANS0N8Kj5r8hUSg6Aj8pY6R/bCPYGFYJJhddSc7RvbYkNPYipxG6RgVXeLlL0sfgS2j0SoLpaIBAAAgAElEQVRpbwk4RjZDZcGBQd/j9Yxk3IqZJKUPvnxD6SEgz6bSw1Y++U5AIG99NILnHlDTrS2Bs4L+didgI+d48yBQco4RpXodWLsUCzJ24EiudvHr5YOAwB4Y8WZn1Le59+WsK3igI2boDCsFHT4OnFobiyHpFRGzLBaBVNOgf/KPYUNKElbtOAL+enjfgxqPt0W3fuF4sYBKcLtx5GevxKj4NTioPczLJwCBEeMR276OfbSG5r9n6VTM2vAdzqvFQPCu0AAdKA2ot5IbvAEJ8Qux54xWg+FdAQ06RGN0bzUFSf/8sAy9xhxEu5nT0clSmAgUzjFynFqLccOWIEuZgzcqNAjB+MSeqO9xuIlqPA6sxdIFa/H58fNajZM6Ui+fexHQ4CV06x2KFo+IzDI0xpfn4HTgAEwe2xZOU9AnSs/ek4aZqe9j//9n78rjqqq2//cTjwThmWMWao6ZJZYVvkfPNC2HNI30kag44CwqDjjigDmiouCEOKBiiokRhJo4paRZvsQilTRzzKQIFS1QSPD3W/ucs8/Z59xz4TJoaff2V3LvOXuvvfaa13dxmhC/VKn7KnzHj0Fna+fF6ByzCKvjj+Oy3JDGVoNyVerCo/V/0cesMT8vDRsmzUDsySypJMGxenOMCFEaPxnfhMzAqiPp0v6kcx42G1M71qISsFs4HNIfm59ahAhfLau5Z/KbWHrFE8NmWzaPlu3VVmi0Oh7H0wvg5Poo/sj+HXfL1cLzXQdjrK+Bd0r68s/mkbJKoV97ICBuEl7TPYeAFbaHI3Sj4V43fRf+Y33lMk/jpzDHSLmnMZ9fUO+JQ7kqqPtqR7zllo5Pdn+JS1lA+fKO9NQ7uHXzFu2X/u7RAX2H+6LWTn8M/6kf4qgZudiVpPTufSuXIWqvdkfpwInnPND0sR/x5fHLSo+jdHtRqUFL9FZ5MQspq2ZiQeJJRb4wnnsWnUfL99vqWtg7o1dj4/ZUpCtygQQD3Nv7I3B4a9P78dk8b8jHEYC4SfrTYOXGFuchybmuGGztPJTzyc88gphFkfgwVeZ1WUY1QMve4zHGmlyzgackgIKIcMR8JdBPWtMreOpmKlJE2cF0gsg7+Zexk+7RCuX+yXfZBrqK65J0TwTCY77SZILynoCJfeFhpeao+PQopmOUlYJVwSFIOP0bGYK0LzdrMoPd87WYG5ao6htZd5mfaYnlD61nyaT3kHSe6SC2nlYYu3AcWpvdYZNz1+tER1RvPgIhiozP0+k3w15vHUZI/814alEENDFqq56wgQGL/EoJdU2Rz7XyBavylNZxYCHGLUqWZYFDBTTqEoSZQzyoLM7IA0xfe2FC8BCZfy9/QPL2PHpvnqLLzmsrkHV1RHgMvrp8Sym9Y+fQFJ07vQwcS8JOUb4VZhux4NPIT1HVawKCpbWV4Yd6UmPGTMHG07dR03cpovyEkrrC/ibRh+yFUurC0tlE1OqxYRJmxAo6gO70kOlB5vZKSWwV+s0BupOLkhV7pEIjdAmaiSGMCRQbM4zrIMmG1M7o8gf+GHu+NzaXRDeW4RE/DI8qG8eICdzxwdhxSauE1RHHpSH85i2BbyO9+cBRV/SRA+vKJ4sMroGrHDBg5XR0FIV59heYN2gmPr0KVPUcTs5AOzznegeZZw5g6SzWk/AIanuHImJIY1OnxmIdrL58wEb81qwnRvRoj0rpWxAZmQTSb+b1vbwBnfbPDI0mzz6OvHNHkZbB6EFgCd4tkZ54FLW6j0CP9iQIzh7E3s0x2HEmh3rUx2M91QuKwicrJQxjQq6iZ5Sxeb0YjlEWfbffYvzYtDu6ezjj3O4tSGIbqOGNxVFDYDgKS15mPU0zhmLpMWc0at8Obdzd0di9Bpgveu3sUaQc+gQ7JCfUAVVbTcGKKS3kPdzajSDvhUihrTtYfVcWDs0ZhjmHfkf1pp3R6dUacL5+Dvs+3YvTkpPkgoZ+87DE1wC+kXUIc4bNQXKWCxp18Id/dw/Ur14RDtmZuPbjGezeFo3Eg9dRb+BihHRljg196GxWDRyNhN9r4QV3N+1cXDwRtKwdvpwQgq+rtkf39vVxO2ULthzOIKVC4B8+yxE9kM6K0XHgZtSbHw32v7RB7A7yxkJ5g/BeHIUhRRKzJKJCoVHyTdTsFIyQ4eQE/c7ONAzp7aZhkMNmLDneEuERPih1Gx53ZECACXuJ5/hyBb5mxnyDJs/icSfg5sVj8jk51oZ3aASGGD1ta44R0XLawDAcYfeojifatfNADefbuHI4EdtSMvAHKuON2Wsx6d9CU3F+Ni7/LwYLwhJwOucRODo1xehNtMbi9h0L7y7n1ght32iD+pULcPaT1dh1oQAFBWSouDaCz8Sx+E/2brwfnYhjyv1t6DcJb6XNw/IfG8Greze0a1YDt8/uxtbILTiccVfP/8JRMyUcNHo1UkXkCOHvDlVbYcqKKWhhsDz2TG4LlnCjlDn2irXEzHAYNQnRFx5Fg5ad8JZ7Zdy+koL9n34lB6McqqLVlBWYYnwgPYoDCfxWwIylRni5zmNA7q84dUK+wxU8R2Ll9I76II0NbJt/OgpDA2Nx6Q5zJP+FN15nZ3oDX27cgGM3HSS6Pur2GoaM90HN7z5CZGwyLjJ6sLVOHIWqG2Zij2NLePm9jfYNnHHl6DasXy/L2hodZiM8sAjDTOHR+NzndWezbV08Pv2RGt2sgICUjB7FcYzOktE3Eklsb17uwMkExH/6I3Is1kN9JKsGYnTcr6jauD3atamPykwW7tkt6w8ynj1HrsT0jtz5LqH8keRgIPb80yDrbARJyT+9CgNHJ+D3Wi/A3S0P546mgS3PxTMIy9p9iQkhX6Nq++5oX/82UraweyHLR5/lstyUdPfmepjPQVNs0hM2MGCRXymhrinyuYV8wYo8ZTToF5oK18bNUL9cOk5+e5FAZZiuWYxJzsswKeYmmnbvDg/nc9i9hd0BuidMT22ahdddZT6Z8lMfbKAaYr34E3qRHKujMdPX9SsD17/H9m27cP4mrdWtExYsGY4XXXPJLjqCzZGRkj1gqmtPr0Sv0R8hg73exD4pDWlK9tsy0oWltImuUH/UgI2/oVlPZsdVQvqWSEQmncZvoDsaGIVZItJQSWwVZGHP5H4ITXVF42b1US79JL69SGfE7tHiSXBeNgkxN5uiO9k9zud2Ywt7t8QiQdjEeEK641PwU58NVGZeXAVZspN5WH9VBo7RFcQMGYDo82TsNOoAf//uaFKF2Y9X8NmGMERLhibzD1phRpw+2lEsx+hsFPxGnsTbMYvRVWdIsAZwb0xPzoHTi2PwPkFY8j9LDsZ736FS7as4eSbXKtKdcR2/Uh3sAgTpo9LSpaIythwnslc+oN4nznj5SA3zxfikPDTxX4YF3CAnJt85oQ/Cv8mlzTvhxTHvY0FHceGcbo5oEZyAYAOSQtbOCei3tSEW6tC3bHeMTi7xwXzHGVhPHeqyO8rXcwdNAopCtJH39N65jpgT1h01frsD12qW8wbyT69Av4AE6nlywRtzPsakfynXhKLkW6eOx7rU31CrVzTWGBA0mIAZFP84RhgdXBYV2hmMQeFHkUPOSWP/D7BYPexsEho9yGB0KBSVj0WBU655wFNxVq5sGIQBBzw0Z5CEx4p+AUigUk0HBwc89vpsvD/BQ3GY6f1bx6H3mjQSRk0oeyKXa2XFj4bv569ja9jbikKiqP3WqZS1TMVvtXohek3f0jsnBglzNsoPI2KvoFqXZeoZshrs6Re9lffl49BMXxxsEwsBybVkcspUkStC+ugfqM0dM4mRZCW1+BQZvRkZyHGoB7+1q4RIMH3FzDFSHNS4X55QEZbkx5GzNGQrKg32wu21EeT0Uv+cibOZfyQE707bj2zK5NT2CcPKgcVArFTfXYmM8aWY2Fo2MpmhEpD4DIKIx50TgxC45oS2n+oC2Al919TJVwFRTGRL/heY4z0dyTkssu6HwL6voYYUVTiBLapRQs+t54e1q3x1/GPuGMlybvaFDgiNGGLI+oqgNZXRITQGgU21IJRs1FJvoktT9A+drQDdsJhBDEZN2YGbj2Yh4yqZSAQLXKxMHJeJaIhec8LQV3KQmQE3FLOv+iJ8nDvORYzHe0kEpsPlf0EaVgwZi4QrcsrK1PCiDK/8HUcTuSmyeDb2T+uFpQWDsWamwakT7rkF3HGJ6WG7Y8TKgrrtfxUxi7sq+og7QFck+GVOZway4z3zB7RbtArDdAEGFp0OxJRNZ0gWusAzaJNg7BRf/rD19Pq8Ddar+pHWs6IfAkgQVu4UjthR5LxZ/VzBhkEDcMBDQ4rVZL8DydHH8Prs9zGBw4zRvdg6rjfWpFFeqgllPSW5mYX40b74/PWtGppaEXqiZMJM/6uS6ZpSvtlMnuYfwswui5AboCHKMh3fJ/wb5JIeckAj9N+4EN14wDcvBQv6BGEvjTBRzyc/FWG+IXCYFgvxuGSHiyIpTQYhLKSbMspAdpaCv2uHwS98huXERyzQogVh9bpWDQQqW2d6NIIyFTsuOZjaJ6WkULF+Xla6sHQ2EcnzzguAoDjSt5ps5bTPcaKg4gc8YFcyW0WCYV+UiwAVzVWzIZmtgkb9sXFhNzV4lZeyAH2C9uI6BRQ7hcs8kU89uL4hDpgWOwqF3ehiHcDf8Muldoykw5z5BaqYwmuLlw+oYzCSbXeMsrEt0BvbX1hrYWQDjGHJAMl9jAyCODII5FOUjIHAL/FKGEX0a+7H5B7k1NwxMeLou/p1/BvbvBfBZZ4luAEzkHtEktFcRzCGs7ch0HsFrncxgRcnpdd5ejJyrfQE5ZNg7ECC0YE8/l0WneTMcRqEY28JisTmUjqmwJejWiQ5kWLggMN/NvZHAilsqzEFtqdu1OA+qCY+W/OpFBl0KFePDNp5GKWrS+GOmgMpbmMzvOL45XljDTl3dfjlkp79CV5eYzCm1cunKWzSqqpzAhDM55shOFLbD5vIkKxu02W9SFHbicgZp1ckai2z7vn8gSexxGcMdpBCque3Cat86U0SIMhOeMTp6SlFkKLz4L2GoqLqBm1aWOFfknhqGU44iuiD2WRYdEHko2OQpMyvSA3zxlb3uNIDlJgocslgm34IFXX3Wolafv82Fi94G9eWsoDAdcH4UbZl4hjJND+Pl3RQ88xYGoiUjlEy/LyUqY3GeSdDEEXJ2tUe3w2X5jHEuycIlW49odLZVkxn+u6seIwe+A3e3sCisZLEIEezC2YeIifHZw1lC+lA+TmQDf+Ed6QOSUkqw4rYgD3fXMKvrKTT4CAyh9xvU6YVJ150ZJwsDA9Tx4jd3anZGGUILmmMJARiKndCuKoYlXuY8ZIePl2hadWgcATWP4DRPSKRVqApWFu4mBkaY5KcdY4sU8x9FlfATDWgw4xqurMXBRnB5RC9xNhHykqyVi5NwGdn0/G7VO8nlwO96z8WvsaSRfacoAwMUA0S/apTFnRB0N5sQ+atNPSw3THaP+0dfNnhY33QQjKOZ+IQiL+3U5CQ3Pxtgb3weZv1hqAZ34cW9DMLLNouf/IpVuGLk91iVf0ovYHztys523GBUFSn5dETOqTfxByM0xlbsk5edkJ0foSfqmdMOncTyXpJjE5Gp50eiNPpHit6whYGLOo7JdY1RT24iL+bOUb7p6HjjmZCcI09Q9M1Zs6pqqeYPJT4RbZVJuWMRRw3dJRnJDnrK0Hke+iCYKk6hPNRLum0taTTeI2BqGsbw/8DQ9BZCe4camJmn5SSRrb+vMx0YSltIgb6s8gF8yzAhJgO64FICgJo9m1JbBWycKZ1xI5mor3HWESBbBecH4102h3Ugj9sn5OQM1azhW0ltf17GgVK6RgxgdsJoZk9ComaZ2HriG5Y8z29lOaPiEayzY5RNhkxXQ6iZYLB0Jf2wY1zsQyIMcc4XOqtRWekaHsyuSgGA4c9Qb+OuljnfRLdzBSFtA4yIEBCRFlLNjlLXdZXNofPLgpFjv/dCnqXpEg+aowNqiNga8aIvud7Fn1ihlEcSvwoTuQdSs/vIoPQ2k0gIf5meCocyXHwXzOTSqv2yBDMBWJURI64s0iVPlqiPVR2mikCIpRnMUjOkRn+iCHBbtWs5QYEJdtU54Sfs9OLGLZ6Fro8aUujFNHB7Cw53a04iJa8kkFOal+c9jE4f8o6cwPKFj1R4ilywI2R7mw6l14hJ1CjE/V14SC2HKyI4aphz+gu1GErdeaO5WvhX75jMapbY+u14iaKXKLB8dYIjSGDiR8Uo9uUHIzl/6beB834ka+kEXxBdupWwx8fqBF0Wi05X34HWiNaqImWjG3ySjUlwwz+oUhutVIyHrmxQOlE3bOsC3Xzd7M7P99pni7QcnqFL0XQfxV4TjOERbkhl7qew4v+ozGgVV18EUwykGA0NeNG/t2OpwuBK8+niHB3ighTmYsxMGLmGH0x5x1sfXa9kEE12fGVDRhEzvxFylC3mrFdNsozyNnstRHOFtnXXtjpoT2POdnjk25a8Jx1ulL02ns8/vefUOEuM33gjSMd4oQMeD6dXwfKnAtrUmW26Bix/tEJGP2hC3zGD4PXSzmIlkB4HNCk90TU3B+K48/P1JXWsTVTN6BgJAqyR4WNp9+LGfJS0cNWx8iKEUaOkBTcSFNQRZ8gfTLgMgYWFt1Vz5RlyndQAEGQmjbLH7ae1ai1fgE66oQuk2sU5DtPpTqFBXfoPnuf7GZBZ643G/snEF8aw2w8YCkgqDLa9z0NH4PuMdMTZWGklVzXiG+XewsXKr3DrB/y2c6jLXuDxZ+YyFNGq+XVIi3oJN91fVBXfZTEqxQoEkucWbB1dXUs48FGCaXzf/iPLktMzubwucBkoafL1MFgKkNx1knXGgPXbB1SgGefRynRRUt+miXXhcZ3ltImsnIH2Fv4GplOkgPOip1WLFvFmsxQnvWYefCC8XgvVq4llF0z3b26+jI5uGf/lIgCpXSMZEXx9ZtKZN3KEtTDM/Qw2OwYMUN97ZNYbGHoS1aYgtSmOUZM0Hp/5I71ohGmZGeoNkONuPPlmq/DbDOyMZB0UxP20m/P9bB4pvTrUjpGslHzLbySuEIzd4zyLx/A2oiN2HuWCvOlDzWtZ7NmfSc8otvGXeRS835egSPKP1aeipLYpwJqtuiCkUM7Kyl4RlLZsBWNQX75JSXomYpVS1ci8RiVSVL/mPfU2XJzoPEjGc4p6Kg6Rsww8MNFr0lw2KI0AesaUPkDuDFF/69eeC06Ys5mFFn+pxs8uotOANGr9wUqUTBARrMI6KBYXDH2cCgP5vwg7p8psORWRgdINnRSOlpxjPJ+xtefH0P6baDSc23RvBAAEHFP/P1q5kL4Y975w4jdvgfpNMuqmw5oQivVoe511G38DMplpuKM4iAVWituocjle/35q2KWhGVUvJHQdJMwWJAbVqBrlUSOi2J1WThG8vNOdRENKGZE98Gpnpt1ZSHqneFBFBYxW1IRYbxcUVXkts45M3s3W3cwMFOOZLMP6weaEBCJE+A1/dIFVhEyVV7IJp4asA+vrqQ7qbA8z/xqgR92T5fBhTsn5gxLpXFysMaIzmTpGDG5E42aM1rimxkKmAr1EjQfEaKAhPAXUJmoL5WJ/ipkuNhZhAHjd1CZBzeKmbEdeAOjRIOcZ7cf74JlpnLWuAm2x9WoKmTppey9zwG0jpWj2+wjOZFTk/DLE+JQXi7HBMeIycoZBZiynoI5yjq5oyoFCIZlS/11t/rw8lrLYEX2mWQkHaBS2tRUpEmAD1R22WkmQkcJfUqloocVx0gBFNmSkknQGOzD5GwuHFy5jNVod+cWG2LOZJUrua+5yM51gKsENMJEcQO07TkYfm1EgB+W9R4Eqqo1CepZkT9Zadi6ajkSi7seSVmUQzX3dhLQiQqsQjTrfYHKeAzzIS5Sue8gWpg5eiynlThagp17MlqJfYzslRZ6Qs9r+dk/4H/J31MxnjNq//s1NLEJLKI0uoa/n5fJX5d7h91uIe203BRfPHkqB1/X1d1okd3fP+1NhBypZmX8hknQV7onwHSu0xg/r66qz/jRd/xWPInlaum3JOHkIPZRRy1oomxTXoM0H0Xf08j+bjVTYkWolfE/l0wXMnlexjZRYfuSnNMk3FQD3CWxVdh9WYe6G4UeX+mdSvapmpXRF1zXCmfHaDYD0y3ua8nuURkf6APyuDJxjC71LiJizg/PQZ+psNkxYr/fWNtK1MJSeDCDY+uzTIEKUSxrDeF0ULY7RpZRMOm3l3pbChTGAKV1jCQD/jO8os4sMnGMePkRdSl0mDYd/T3qomI5Kw6BaugpyqrWDVxIWYcZs5jhIqTimSMacgS1eSkZ24voLHW+ifc/3Iavv2ZN+Pn4B6EbTaTmQMueb6MiZJd/Mc49eQ05NQZg+NuVcXJdKNYdyaJ3iSl+wLQMhqE8zVyARAVdztodq9yBR7FJqLzzJTp8rBlq8m+Uc6yiz2Dy53FFoUVC2brH4Kq/EoUXXmzuMNEXlEbPs082gdutNKLTXUsUHisbKEwZMAWXnUn0c6yI6hWFrJmUck/CI60mYunE1lodctoKDBmbgCvU5Gu1t8yKY6S/14xmW/EsK7fQXSsZKECXibXiGOmfx4z9rXCPMyoC/X12pbu8oU6UXNIofTSnWcsmFiZtZQNN/25BCUkIUl9K6Hd3UAWvTaUm6Nd4o7ulY8SCPMMp46mVstC7qdfOl3rtflUVI9vDRtQuYtaYKncMmXRLx4hFO/ch3/EyynUcj/7u17EtYjmBt4CMHLHmXcvOq+dhIjtN96DKKgMAh1XSmu1Rkzv/2BSAcfEXkP07gXSUexq+4eHwe5rzq6VjZCazVYdTUfpS9DqhPuZ8PAn/kmSZZCGq89yYY5R8hkrnqOr+3CGa+0LN7Tn/cKO+Mmpu58KpVPQwcYyo72NJn0nYkelELR5zEdSxIaq5XrRi5DAxKt8X5kwM/tEP79F/UmSXgiiHI4IwK4mm1HHgF4X2/Ddm1Q4W8kftbXMp9nrmvp5Njfk7ETJ5DQUIiA94rwPpg3e+7ICPjc2MijNdhZee6nhFMegKtOoKSR+OuQp/pSxM+7oVh4nddqkkfjv+r2FjlE8/gbO/OaP5hA14r8jm8lLqGmlx8h5OvKT15mi9VZYlsOp+TDJGzIkMcZ4vyDH523LQ+JJJKTr9kQfwxGwBezZVkajl5Cb8zIKY/pkjLAxjs4AfW4M1OSQt0OiIFSZq78HfSqQL74VNVNjeeFBJrPwptq3CAiAhcJ6vBesUDpGzupfMq3x4cOIxsnm4TmIy4aPG+mRFye/RPTjUB+CRpXSM5Ijxt15CtNhk06qCo0ZjsT/EZseIGeoLChAoRj35e3g5j+B0mRqrXFiZlE/p19EZN5Oz8UyrhpY9OCaldJblbgIBSukYSc8OvYXBagmhpWPEL4ZeaVpzjHjG60XqDdDKKuQymmytVENJu/9ACuEDQsVyVfsvmCEmOgdaRM2siVyKBPpnYoSasTErMVLqrG9pddSMgtwYEC+8Stm8G8i4kYdHXKqQEaKElxl6WdJcBCxlpX36Gv7ULmJpD3sKj57VVuvftVPjNBLKw6Rylm/QwaKUk0Ul/ZE5wtiPJpcU7XuV9w4otdzbqgk9U9alA8/OWexdQVY7lu9K6IC5+L/nR6oT0CUe3v+ivvRNeoXWO2MaEZSJLc8dUjO68r1O+68Y8DA3Xvg56cppLBwj+XlH24sZIytljroM8GD86DcFf0yKoX4ijV5pS30wevt107JYS6qavVtwjBReunYiGmFh+whdjVCi1L4qS8fIVLZYRAyZExmBSlTeIq7buDZdRkQwOk0dI5pflin2aPLSGF3PnbZe9TyY0o6sinAha2oaUeSyykrJhiVd2R7D4DxLrGXX5E4dhhSZk40ru1dgzmYCKSkgdE61v8zoGFk6Oex9aokKj4ZKDmgSnpNkkPlvxHWqRqzY/1Uqepg4RkoQqUBXiWAt+sud+sepRy4G7T7rjdW1mIzgqTxF9uSJspCX34llxarys5Q/ynrYXd9Bslt+srX18GfL6+G8yumuZUmp57FXKrrEBUOHEZRP58iGsZv1ffI7Ieh8ybH9poNlf6uFnuD7k8+4YArvJ1T66C61EXrorMnRstA1jE83oKZAG3JllPJDswyeshYTx0jqFREz3+oW5aHtN1hW1OB4WpaRybJ8iessLTDD+DnMGbOE0n9rZXvWHCMuh0x7ndk5bnVHnIiOeR8N25LowntiE6UfQ3L2M2jV0LIz27KUTiAQ2SWZ13LgWLE6BayVfyed813iTExmYD9C/xgrI19SMcyij14+txsWmT6SkEpprlCmLFVULIGrTi6X5h7dx8P+C72qlI6RXIM69FIfJAS3sNIzoqUVSwy+oAAc3B0sopQpVOTeuhB1ZYbFh8/o0dC4UDAztC16jN7cBU+TAZJyQ/VFfemLxIjvo/bKNTCArxWdMeI1xMLl0HhDUcJOIuqZpWP01bx3MOXTHH0pEzMu36SSBaMjyR07Q0+TmcCUkWAIQvZlL7So+BWSCGpWj2qjrJRHy41Qz+zPJFR7f+KJjarAl8tCPntF38guG4JiyQU3QMS+BBtuTf5OTOgQjm8EekooLYucMEMo0ZHcBfbvlP5+1NBzlk1KrQc5CQ4qcpTcuBqSM0xxEsV1kCHT+xN4bjRmpEwMEcnw3IsXdaVHVvbE+wp0TfTGfj659+abd2RUusIyl4VGBNkSrNTE65t8Ge99hMZKI7W8cn5Ohhp5k+wsc76n3Q4UlD8r+yKQkwWGe8MNdKmkqx0+s2gk1QxF894GS5pavlsps/HTN6iqCk7lH3PHaGNtPf/y32mGhWzAvF97pQlYDF8fb7y2BXxBjlwXBIqOKl+bkOHhhmqB4NRL/6YHDmH8MOaqv84Qk4MwR1FQFDCLSl75HHY3EyOTcslfnV6Z0swAACAASURBVGh9VpH3L1HzlhIYM3OMRlBWT99Dw3+nlpQqvFFeymT/bpExsjx5swxPaehh8jyF1/X9gOx708mgNzrG+sBUuz0T0Pdif8QI3rMsC8WePZNeHXWjlvLneuxw+ESdweOEZqk915oTqawnm3hI1BUW5TlyAGyRk4hyKklRBZH1UUMpmIbKpWY0pUxWCHKGiYiuykYs9ATfoEmAT1rbLbXH17pWKAtd8xUW+66B67Q1IBBM5cPBRFjLtALSYlyEmWMkofL1w5F2RqANpXn/HIGj6EBEFF7LFACjpEzILry0XAjESTp9N5oJcpkForukdDbYZDwYWGCwFbg8Na8oYLJt7O0gi0yXDdq4bL5SAl14T2wiOtM3d3kqCIvi1jR+MMvoWieCIgPFKioGCNTvCNqxXkDd/Bb6dwLHOacGqpWnKvIwU0A2lQBZdr2E5br2gdLco7I5xgftKaV2jKiDmurKN6DOUnOUMW6AXi8VXLeCqnK0hmEekobEJKK6WETPJZhL6g26bo66pHeM3sH/KLq96wUNJllSAZnbMbn/UnxDNeF6ZBcGpkXlNd96CVCoesal4ggrNcRWjCM25Gv+SMxPvo1mOphWS8eI9285tRAavaULk4BqBlhu7tjpEXDyqWytO6E33RSazmWld3nnQsyNSUFmXjnUahtg2nCqGlQmjtHZVX5UV80Qx7SOXxYVGXfBR2ic5zQQjAEFieWmDsr4InZEncBzvYVeKN1tM4fDleGDaf7D8baYs8RXmN8kQ/2GHK2ooWop8MNfV+RlhQqq4tJreNcISS35BVTLva4uotTILF8QU8pz4DhHM/rzCVqze9C3eF0XfbQmLsxQhBQFRgAGcoMnOzdfJHrEEoyvEl0/2NIEbVDLGJmjH9IazBS5JKRP4r9qlFhW1Ptf1JrtZeS6ZOToHDjheaIDLiGI3cSIBC3qzHhhasYAAUKWQ4TnKEAGdSTjO/Yp4Z0cIt4UUdAKPU3ebQlfTNWPW0egG0OJUbMm5qV0vT58Shs9oMJCGxwcZsSMvIi+rN/GBGWEI1wyZ6FouG45uBRTc54GdKA2U2vZBQ5MIcJBc+M1oooWiZTubBhlolUUKm3kQtFQ/hqNpfdtfwFrBbh6S0hcTb5YNCfTo3h/Ciulm/ljd40WWRTk6ENBjlyhl0zJQjhLwYw6EqjD520KKeNWUQXFAItszJeMHiaOEQ/MiUilioN6rp0ITCGDjbD7ksshrFlgbORVBPBeLxWQQ8voy8AEh3DHDGzETP4Uth4KGomw3OqzVUht+Wz5PdA5e8qMlONt5+jny2WT094rBEdVmclBeb7WEC0VWPul19614HVZjFrqCXklrBT6c7QTMlXy2srrKh6sSdGS6xrrZpxqz5iihCm/M3WMGGFJfw9cD5fRhlljbBTJiFjcUEv2uC67oaF4KhD2ewjQRQ+pb4LYK6HxxeMZhsirNOxxyP4rEJFeZR3GMlaslD7SAnGNOVMDcaF/tFquev8N3OLrwntiE0lB7F14QYeGSvbB9snov5RBrpsjHlvV8Mq9zjVUUUnzvta7YLRhvp0cqBb4gY+guKGhjeZJZfN78HSwHlK8tPfo/p/5n//G0jtGzISmOuChC3MwNDRQN2VcmpMxKRpncs0HYdpcSifZ6fKgzrhfXFCnlRe83LWhpQXqEDSFoIpSPflYcxqGVQ/nlYFzDlaQrIzrqCMpsMNwpWyJFw0fvX1uH/bslgfamQ8tZQbdQGyuGqQfSFhUKR0tV4ZcPU/DMqmZmg13I/jNT3YcpIGNdwl9jIZKjmoqlPSZ9BixZnAJipwGJo4Nw6hXsrF9aiD2V/bEnW/T8UrgVPixAa97FmFWxBFcdZKbyxv/lIq7NRsg/8slmECTuK+ieBebiuLx8+FozKYMCM2p1YaMqTxNDk9PaiZcLc8CUj/K8Ny8luMwoUdlpKyYg80070iFQBfm3ejn2WQgLqAfVv3gjDqe7eD1djv8u2EtVHOSB9bFv0/DXQkM4m6NTpi3fBSa6jLepGhixiA4EWg+eAyG8uZmPsA03Q1tujfBT4lJuPxED5rd1JdwB6nmP3o2QhNy0HI2QRqbgEucXNKTHL/VAhiBuE1C3/viJQSOewcNbn+F5WzQ8F1C57J1vgBf20/OaDpYHlibu/899F2QimeGh6MX1mFuYk1MXakM65X4YCNqhhpgrJmDo0AxG+fbqKu1osiZMA6+PgLrlTlPsjF/BlWb09DgeuexZcthuhPGeVP0VNN+PmXmjNMETbFLjmgYvq/WioZgutEQ5EQks4F2wtBJHRKf0zEkJh6T7uETwnynosWoybv5wMtq7yCwX1s4n1yH0HV0P6SBi8pwX1PwBcUQdPZET9+nkZ4gDxJ1oIz1ct3MMWVO0i4PhCzoilqCc5R1aA6GzaE7x2ZfqDMrtF2YodLJRvVR1OsdjACP6wT7G4Z9NFBaDYioM4VMnsmM177b0GSlMidFCRTtyW+EDt1bAgfl4c8FlQn5SEQhLJKw8hDTo23XaBDASm/dr68Mw7Bu9XB9WwSWUzOUfhaPZY8RuHFYvxN8Wznhq/gEpLLZSnx4Ia2FIxbyTCErAZqFaUpmJAOpNDm4gcfTYNW1eT8fxsppc6Sh4xaN8iWmh4ljRDwS5TdCAkeo0YXkdZ/q+HZ1EEJ/eRrPnTmK3J5zEdzxKfz+bQzmMVmp04WML/tiDfwwrX9lHFpIfQIkTNWyZB7Qu0WO0vuGKLJEDzP5w9dIQ7J7vYf5/6X1rJiAeVcbocm5k3Dwm4mJ7Z4kUAxtPdIQVsJaTX2iNup8/xGmzNpEMt3F0L8m6+CYMcFIRHMMHjMUbRQwGT7kN92tDbo3+QmJSZfxRI85COvbGKQkED07FAk5LTE7XG8fyOxlRU9If2NGsQ+W5RJ9RvwLzmc/xkKi4bl6fDZSEQxaYl1j/tx8FenQTN8Jv7HmGLGv0ODPeQELcbKBLyYO76oCScgDh9ksoq7wciHEUQJDaC7NXKuE3B+SMD84AieeHIxlBlkivVWa8XgUbdURGIpjlZiPpl5eeBlcboplwuyHSkDkkvnsOAnOfTCBF202zMTJ+BTLVhwkm6ERvGf0IFfrHn9KpAvL2iZSHLTDrniZaPpqjds4t28PdqcpA+FNx9WY0UW0m4zzyeTvZx2ah4CFJ9HAdyKGd22i9AuTjTltIGQW8YILyewjBc0xcelEtK6Uix+S5iM44gSeHCzO0uTvL+U9usfH+1d8fJk4RtJhpizB+AUX8NaixehSi/4hIxbD+0bhjDzHr/CPLlphpnyUn1PUZMOkGYgVmu8dq7+B8eHj0NqAVCOtJ3gH9QzIv3Ws7W0YjKgpZ3Vx6jooEnBgIcaEyjN8lCfQoMYRCJnaUWfkqL+VLu847KkfhOig5tQDQh8bHCNpYOa8AIR8qgzCpZ85lHOD5zACou1Yy1CeaOIY0ffz0jZgXPAH8qRsaa8+CFs5ENW/pAsWou3BoUIj9J4TDl+KImmZHvaD6ngjiJrOBfSE/Ms7sXBuDL66fE2ZJ2J2hDISnLvXYIz19VQb/tk3WTTSl6CYY0xKLI1no63rd3ny89c088Q4SVp6PRMqW7BkbTyOK2hr6qocK6FBSz9MHmflfNia2OyZRasRf+oaHF3dUL9BBfz2fRouXKMGcelBLnjqpRfwz0xq8v3lD1R5/l34jxXQmUQSsBJKX0LgijHU3avf0Z+rSPvCL4PwV4q0HolZhMgPU5Hp4IaGTSvgKps4f7cc3Jr2xoQZPrpBnxJ8etTjmLV1tKSs2BnOmLAUR8jAtO1jbLw3OvwEXbtkPIJ3XJKHNhO9GvaSDSAdeLqpY8QWxIIbgfiy2QKsGO4u3REWPBkzZaPKuw4VmmLw4hB0VT0J2amdslGe8s3m2lTwHImV0w0DPYvaoMm7SWhhyfhgyXiWPzSM9Y0gLJvUQoE2t8wYSbxtWDOTQUE0ldwSfIRBUAdhbOKTmBgZiJfZhr+ah3emfEqOgg0fHUqU/KzRq1m/jrJa/t5/KkGjX2vCJ2wllf1YpqikiPGU7/H24gUSbRkKX9Do1UhVHuZQlQBUmJK1CfFLWLvkCK3AnUGrEfrW49IfjM8GQ57sPQfhvnwor4ljRL+TDAJVXtE5N+qNOeFKlldFIxSy76yf5oMGasZKBk15BOXK3UUegw4jmeDuFWie6S4RPazoJsnYDcGnirJwqOCJwCgah0BRZpG3zeQsuxNRQwMRq/Cgyv9PksPF/v2nx00HHkswy1bkT37mASwcE1q89ai6il0x43npBB8yj8Rg0ep4nLrmCFe3+mhQ4Td8n3YB16S5U0wsPIWXXvgnMk+cxS9/VMHz7/pb6Af+xML0hMxMzBmbgo3McWc31OpdM79PJdI1qmNjwx0t9CvWgExoQO/2cApCfIn0PxxR5anGqIXLSD1zmRAL5Qc6VG2Efz+Vj7OnLyGrXG207D0eYzqLaIX6F0uyf8UdDFodCvkaGu0KI0LjLXy1cACC9wEtphgyWMqjWYUJAwcxDmjX7BpbgVpKS0fGB8XThffCJmJrOLBwDEIFW43daUt0UBPb0kgC098JX1KQLmO+TMcfjlXwVGMyqi9rKLNMD1Zt9G88lX8Wpy9loVztlug9fgw6W0O+LeU9KoMTfKAeUWaOkSTDsrNR4OqqN5LuATnypcbeu6Due1Sp5lrIPBy58e1uUd+zusY83Mi4IUGw6hr9rX2fGu2yC1zhasuIHcMz1D0R9SpWr1gCGiprNe5Vaf67a/LcvBsZIAwDlBMbA6V1yeVtB+qPROT0zrBpZJCq6S5j5+wgLD/MHD1HVHL3woTgIbpMoqzwlLMxrItBSh6/VBUvNTaB/xZppv6e/WNxaaadq/TIcoTw5npH5hXpHx6BS5VqUuTZ8sNKDGcjaDnLljDbyx1eE4LN4cqlbTJedSzhmapElZHopMUVvrY8dp7lbBt8atvVzMJ5GpNQr552HpxXbboTxpeY3ZFCeFT9uQKSIJ2ViMZn2ybkb5neTwXlTxInAphHUc/la7ZBtuSRXHQguVgmp8LpYHhv3s9f40z+82gipqYMe8i/fB4/P1lPCOzwe1Dc+2N4cB7JPQeSe7oNanfMUr4UQlzTc9ZKLGnYijYzj87gRq4TKiov1mRoUfdEYYcypQfnI+P95HQo7N6an0M+BWhO5T5rOFNb5Q9fj/Fsra+n2Pean5VynOycXe8oulk6gkL0c76NekJ5tqSr7hSh762xVWl1TVGyoBR/N+NZx2xZL0ufYsg7MznDdby5bCNeuAFUNMpThqgWHIIE5ow6UBDOcxhmWwsIl2LvJfupJq8L14Xs6WVpEwmrVfm+sDttbXe0pu/i8d7EjbjafDzCx2kIsua/EPfL75QjshW7VGYRAdihCKKW6h6V7MAeyF+VqWP0QFLAvmhLCigwoW4EKVs8MBo53bzgWk/Mnfgaqlz7DPMJ+vU7W0sfHoCzkEqaFlxDz7kT8VqVa/hs/mSs+a6eTWhzD8D27Eu0U+CvRQG13/IqZQxMyrv+Wqu956t5OOTPw68n7jkj3LMXsPK6Qdj7zBRM921AVS8x0jiP24b+tHv2+r/Jg+VyaQc0HLgBET58FMXfZPMPwDbtjtEDcEj3fYkKuttxKulr9HIdPGbLAqq2xLAAZ0S9swPN2GwaJXosI3bBBhQhW17y53/niznvYEezOA1QQkH6ow2aTH//89drX4GdAg8MBa6kYMfpR9DYvQbKXzuLg4e2Y8f2VKRLJVo0l8ffrH7+gdldmSz04ZA/BNj0kOuJMjnsP+MhDGRgXDbGC0AMEjrkF//RD5H9M9b2wLzzLFIOk7xq/qR55U9eChb0CcLe61QQRz2Uuxh6kv3zl6KA3TH6Sx3HX2UxCmLbEZs6IeRFS/1ZdbHO+yS6CTMV5Eb8y1ZQ+f4q+7V9HWw+0cluhtktNGPmsgH22/Yn2r9pp4CdAowCP30QgKEbToO3qshUoXLcBkXUz/+NyPdwyB+TGWYPmZ54YFmS9Zotr4ZICflU/sjgVLUwfq9xGPcDu8t7vHClx8ixPGo1fAX/bu4O98bN0ICAWo6mHCIAoWRclHo7zcEX7vHi7I+3gQJ2x8gGIv0tv0IlLCd2xeOTo+m4bQsBpIyRO/YNGUKDQddTRoX1pChw6qc8McNi2rktD/3rfYdBgQ5J+68KMZ1FMyP6hJ+Cp27w7V9v3fYV2SnwYFBA3/9XnPr5B2N/pVvlwyF/2JDUh1tPlO6U/8xfs2zealSdp0B983EE5fkMsj9zbQ/Ku6kv6PJxJO/chk8OHsfla78bgj1Kb3LgZAzwrFY2vacPCmkekHXaHaMH5KAelGXK8xIScatubbimX8LlW48KE+8flF0Usk4FTjzxVl3Udk3HJULHe5TQw9ZTM1YRcBEPwebtW7BTwE6BP5UCD4n8eej1xJ/KJKV7uYRwF3Ycj9WthbzLhDaYbwXOu3Sv+Rv9Wg+gUCyQn78Rlf5KW7U7Rn+l03hI1pJ/+QDWxiQj/XZlNPbuia5NHrKoCCEqHVgbg+T026jc2Bs91VkDD8kB2rdhp4CdAn9dCjwk8ueh1xN/XQ4qcmVZaVvx/tY0XHd2Q4tufurMqiJ/aP+CnQIPAQXsjtFDcIj2LdgpYKeAnQJ2CtgpYKeAnQJ2CtgpYKdA6Shgd4xKRz/7r+0UsFPATgE7BewUsFPATgE7BewUsFPgIaCA3TF6CA7RvgU7BewUsFPATgE7BewUsFPATgE7BewUKB0F7I5R6ehn/7WdAnYK2Clgp4CdAnYK2Clgp4CdAnYKPAQUsDtGD8Eh2rdgp4CdAnYK2Clgp4CdAnYK2Clgp4CdAqWjgN0xKh397L+2U8BOATsF7BSwU8BOATsF7BSwU8BOgYeAAnbH6CE4RPsW7BSwU8BOATsF7BSwU8BOATsF7BSwU6B0FLA7RqWjn/3XdgrYKWCngJ0CdgrYKWCngJ0CdgrYKfAQUMDuGF3chIBxH+PnSm9i9pqBaKQe6kVsClgEjF2GXnUegpO2b8FOATsFbKAAu/fj8PHPgEdAHCa9pv0kf/9sjEnvhWV2gWADHe1fsVPATgE7BewUeHAoYNd9/KzsjtHZVejtH4dfHuuA0LhANOWUyT+Emd578OrHs/D6g8PZykrzcH5fNLYeSsdt+pfK9duhs09z1Cv3wG3EvuC/NAUeRj67iCi/QYi9AjQbvxdz26kCAYdmdsFH7h9gcVfXv/Sp2BdXMgrknd+H6K2HkE5Cs3Jjb/Ts2gTV/lGyZ93fX+Uj80Q8Nsel4Tqc4daiG/za1INd3N/fU3hY3pafeQLxm+OQdp125OyGZm91xZtNquHPuQp23r5/fFW47tvukYAFHW3lggfbNrA7RjiJJT5jsOO6A2p0mYflg5vCteA8tgYFYh36Iy7sbTxQZlD+aUQNDUTsT4/gn+WBW7/noYDdLJdmGL9+LtpVun/XzP6mh5gCDzGfnV3VG/5xv8ChRge8FzoSntUK8PP2GfCPyEX/uDC8/UAJhIeYB8tsa/k4HTUUgbGXcEd4potnEDbNev0vLv+zsGfaQIQd+U2W89KHdJnPckQPbFBmFLI/6O9Bgaw90zAw7Ahul3sMjndu4pZ0IYifvBcjakij++wc2Xn7fnPdySU+GLPjuk73nd8ahMB1sF33PQS2gd0xIs7LPx2FoYGxuCRoRYcKngiMmvWAORL5+GKOD1Y7j0foSE8p2pmfuRPBg8JxNAdwahGMhOAW91m43e+rbX/fvafAQ85nJNhjRk1C9Bm6NOrHBU0CViDsbbd7T177G+4rBW599h56ryyA38yJ6PC0IzIPR2N2aBzO5DSGf8Ji/JUThBejB2Ls0WYInOqH5tXu4Iek+QiOOIKrroYKiPtKUfvLHkgKXInBkJHH8EZoCLpJ5SV5SFsxBGMTrpDTXQe9otegb437tzM7b98/WqtvKrXuezhsA7tjxDki72d8/fleHDqYhUotW6Dtqy/hyQeuFuEwQvt+ieZrx+E/QsaTR8DxhDciNw6BPY74Jwich+qVfwc+y8PPX3+OvYcOIqtSS7Ro+ypeevAEwkPFdfduM/nIz/8H/iHIzOz40egSeQ3ekRsx5K8sMPNp7bRwscAlNcwb45MaYvxeqhC4d0SzP/kho8BPH4zGokfGI9xH8H7y92Byp1AcpXSkvrT4Pmzeztv3gchmryiN7ns4bAO7Y/Qnsd59fe2eyWgbehR2x+i+Uv3v9zI7n/39zvxh3THj5WUumLF9Cv7zgO1RCoR9/SY2rfJF9Qds7fbl/tUocBarevuDKovvv2NkQgo7b//V+MPG9TxgtsE9dIzycTl+GsZGpSCLlag5VoK7z3TM69vY9qbQvPPYF70am3cex2W52FX5OKL847Xxitcg9PUqRmYnKwWrgkOQcJrVYzugnJsnhs2eio61bG0oY6+nZsAjMVi0Oh7H0wvg5Poo/sj+HXfL1cLzXQdjrK9cwqZ+zkZj2KYnsfC99qCWH90nP/MIYhatRvzxy0otL/3ZoRyq1PVA6//2sdpAKzUJr96I7anpyFMKyx0ruaO9fyCGt65lWSpXCFOyNayduxjbT11TnuWISu5eCJw8QOqtOL89BDNWHUG69CJGs6Z4N2Ai+nqYNStRw932cITGfI4L15TeJnb05Wuh4etvYkDPrmgiEGfP5Dex9EpRZ8Ca+FZiWdRenFKfSWts0BKd3nJD+ic78fkFvnbGZg3Q0m8yxnWU6ZB3fjtCZqzCkXRlPcSHDVp2wuuVvkOSyFcS3V+F7/gx6GxEqWAAHSM/RVWvCQge4gGrbVql4td8ZP+QhOVhW/DlpV81fpBY4p9wa/Aa3hzQE11L2AQr0WF2FL66fEvuo6D9unkOwfSgzqjnkIkja+ciLPGkfFeVuzFkepCBFrdwYHovbHhsMsIDTehQpsJPbt5cvXknjvM1s3VVeRadR0/GAM9CmoHz5f0s3n4K15QLwu6HV6D8uwITnnD3CsTkAYa7+wN1GU45iU6LFqBrITJCvseR+FC9j2yddfGq73iM6Vx2TfDsDMNDY3T87lDODU3f9beUOzbqK/lrZndM3oNH08fw45d6+Svdsd7a3rJSVmHmgkSclJmHWKsKnu082pKewpruCz/yvelkGFufGzyHTEcQOxumE2YuQOLJLKW/SN53A5dfcfv1pVjlW7LaIUaT4JAEnP6NyU1HVH8jCMsmtbAiO7LxyTQ/nGijR0GkOmjDvWTyTeNjXN6J2VNXaLKN3lO+VkM8dfsyngiIxRSxbMBWfmDvjFmE1fHHkV7gBNdH/0D273dRrtbz6Dp4LHzN7h395kR8BMJjvtL0NJMvTd9FwMS+MFUVkmwuph7DZ5jnvQwp9Fs9YiSVfG2YhBmxRckvTgSmp0IwO0pYL5Mt/3SDu5eJDmc/4+i18EBA3CRoYJVkDxxYiHGLkmUd6VABjboEYaakJ5itsBZzw/jdkHXrhOAhMk0ufwD/sefRezM53xYmiAw6EBEeo8lsRf927vQycCwJOwW7QZYDAZjYV5bLsl4P0/haOo/O6PRcFvbvFPUz45lCzhZFOEak87aHh2LjwbOK7pD1vaktJPLgn8HbdNeXjJ+F028sR2SPWsJqFJsu8kOkcjtB0jUkw7sOw4BCQViKZ58w2Vj31a4YNkBvC2mLKS4vs1/KvLJ2RbyJbuA8IfO8ZsuJdp6J/WuV3/lKrfOnqX1YpraBrcKs5N+7Z45RFhGi3+If0bR7d3g4n8PuLUmkJGBzE19e2ioMH5+ArBqeaNfOA+6Nm6FBFdrorSs4mXIUe3dsl5nYpSH85i2Bb6OinJuzhDY1EkmOLeHl5Q6cTED8pz8ip1igBFk4NGcY5iTfRM1OwQgZTobU75Rq7heG9HbTMMhhM5Ycb4nwCB9wdcpKMvwzR2CjoR4j69AcDJuTjCyXRujg74/uHvVRvaIDsjOv4cczu7EtOhEHr9fDwMUhglHGnM0gjF6dCknfWnwcULXVFKyYYlDAVphS661ijkYTPPt4Hs4dTUMGs2+ILt4t05F4tBa6j+iB9m65+Cw2ApsZzeBC0aP1hNgluAhqbeofqN7cD4F9W6NhrWoEZHEDGenncXTPVmxJPA6n9jMROooJ71vYHeSNhSn0Moca8F4chSEWZ6g1X6JCHXi2awePGs64feUwErelIOMPoFwjPyyc2gaVrp3F7m3r5DNVmkVD68ZgaNgxODdqj3Zt6qMyYfT9uCcWCaduAo/WwX/nhWNoE0fcuJCGPbGRiE2+SHR1RO1OfI0KgU+vRK/RHyGDaO7SbDzWE1SZ0TkqHb8SX80LQMjBP1D7X2/g9RbN4OFeQ3Kkr509irSTnyMx8RidiwMqeAYiapbl+wsTAbyh9jcKSbg1ehl1yqXj5Ldsr4z0HdDF7SCSbrbGwAFvo1mlLJw8lICozdSnQFxscS75lxE/YTS2PTPHshm3zIQfP3fitDry/a/hfB0nP9mBg2eZAVsIHXjjJzUMMgO+ybOPI+8c0VBmajTzbon0xKOo1X0EerSnGqmzB7F3cwx2UD+R2dlmpYRhTMhV9IwyBy6R7/Eh/F69KTp3elVa57l9n2LvaTlo4dLQD/OW+KJI8VSoDCdwgJhRmBR9Bn/Qnv71xut0D4ArKXuw54hyjlVbYcqKKWhRbHAV4Y6RcdWo7RtoU78yCs5+gtW7LqCgoICCSK5o5DMRY/+Tjd3vRyPxWIbkRLC9TXorDfOW/4hGXt3RrV0z1LhN93BrJLYczsBdK2u6b/wIbW+PKLyA9JP49qIcGKvRyRu1DibhRkt/+HdvgiokQw4e2l6quyaZKalhFGDZA+fWA+BdMw1bthyW7m49v7Wmjlb+F3PgPT0Zz4koiCofk1Pi1ggv13kMNwU+9vRpjcsfH0WdPoHo+xpjhpM4tGcLErkM8wnDyoHFbJbPOoQ58U3QMQAAIABJREFUw+Yg+WZNdKIA4nBygn5nejwsHe2mDYLD5iU43jIcEbpSKxnsJz73eXh174Z2zWrg9lnSX+vi8emP1KNnql9LqMdAurYtlXURjcWyrisxQzBg429o1pPd6UpI3xKJyKTT+A0V4BkYhVk6xCHiicn9EMqabsl26DRiOPq2eA4Vy+WRHkhBbFgYtt/ugIUraXSHLsCpoNeCQIyEEkXJzglNhSvZJ/VVucrALxZjkvMyTIq5abCBmFDwRNAmQrt1pXu9aiCm/NQHG3QgHwIYiGN1NG7fTrqTuP49tm/bhfOkvlDlDQQv7IeGd66Qbv0AMQmpuKropzV9fkRQYJxqO5HKxPWvtyD2UAb+IC3oOW4hprd/ErmZZ3Ak/n1Ec93SdDAWh3SFPgZk3THKPx2DUZOiceFRCpR0egvulW+TTNqPT7+SnSQHazLJjLcvHsNpySlRZPT2r1XeLs/u5d4t2MLOlOnnkvA2vXPVwHE4+sp8RAzRB+fPxg7HuKgzZAs2hPf4SfD9dy04Zl9ASuxCQio+g1zqNx+5cjo6WkBUFm2fuDYdgrDZ3qiLG7iQtgcbwqJxmOkih6poNWUFphgEdvF4mUkbxSY9XIC6zHYgxeB8+wpS9n+KryRdya6gP/o8ugXxBZ3g36M9tVJoMvqOY234hK3EQKOC4mjNBn6X1ZTCn/G5eF6U+6r9ZWIflpltUHJnpzi/vEeOEUN6mw/HGesxjBM8aycm9AnHN3eaUMSlCGSnrHiM9v0Q1cYvxbhmwG3HaiS4jNvKws4JfRD+TS4cGg7EBnJGCisbyN4WiG77X0XM4q6KUSsLpdFxV+DUagbipvynSFCCs1F+GEE4vtW6LMP6YbLS+WJOZ0y/6I3oNX3JjMwnSF9fHGzDonXyelPDBmH/62sQqOKA0z9mk4DvQQLeoTCkOBbFSME1D09VQHMFmkPCsrmfrBAl4/nEFkRGMsdTzupYKGAzpsxPRRhFtJPymsB/mRAR5+eUS49yehFj3l+AjoKxJSuCo8ghZ8ZneTQ48JHcx5RZuOObl4bDJ9zQXA0hUhRj61SMX0eOXq1eCg35OfPz+QVPdHhPBZNggmDPtCHYWmkwvG6vRURyFlUIaog56vooeuro+CiajtYcOMkRDP4O7Qa/gM+Wb8IZdukFpL68tBUYMjYBVwosUXhYBC4iaCZ2XHJAi+AEBLcQtGYp+ZXx1cjPn8fM8JFolJ8Nx2oVLbOq7B09IpFGa2s2fgc5pUUFAhQ6Kr87/UQHzA4PVKO3+adXoF9AAqhCgkosu2DZ+mE6Q0DltTrGc2Fy8TRW9JuEn/ttwqzXBYi2MhF+yrkn5KHFxKWY2FqfGZIclalJpmfEBHZqmC/1V+Shif8yLOjKs6earCCmxotj3ifYUdGDuIKYIQMQfd7R8myZ6tk5Af22NsRCanTXtZuwZuVB8Xh8xEpM76hfpwh64tDYHx+ocqc44llRQ5LhfAgVO8y2yNTlZx7A/JHzkUxWkUMNbyyOGlIMJ0y7Y5VaTcTSia3lbHcWyaeARDwTFIbuzolkZK3BiRwuV6ojc2cwBoWTDGDLMw1qkOxSvpNrXNN95McsCkr1iDxN7L0Iq4ZxY4j2vKIfAhIkzkedXtFYI3SUy47w18gvyEAG7bmxP4NnL563uX/amwj5pYcqz06v8KX3/Qp6GBKID3SghozW/UgXEDE1Y1/j42Zj1mCmylt6PtbLIeZsTMDoD3/Fo1kZZCRXRgfKLgY2tVFOkLEU5TeCYOqrocsyrre/wJzO03HRW6ERG2HhexBtYnl5YTb2T+uFpQWDsWZmR32lhCQjAsDIzPTrdq4QmfhQHMFi6zFTx4itcQEQFKfLkKl6wIlk/AcU1FCIrr7bRLfJt02m8YYaIYgdRQFU/jEzFBk9iLdyAzQdw2RFn/BvkOvgQJq4EfpvXIhu3KDOS8GCPkHYSzDYlTuFy8+X9HAIHKbFgr+Orx1NBiEspJsyZkM2RoO/a4fBL3yG5ZvOMIZRg3T5p1dh4Og4SS46Oj6Cx73CtMAV8di0IVtRabAXbq+NQHLWE7qAlyirLINDVhyjfKK792xc6BBq4WiA9PyKIWORcIXskcoEAhJDY1BUNvwzeFvm01WV3kMMGWK6G8Fk+IBonC94QuB7xqRyADDmjhv++cNpXGF8pEP1LZl9oge0cIFnkKhDi8fLkoPCHOvjrTEzrC8aG2xkzRYiMW2hgzT7t8ClFWbEGbKWhThG2funodfSAgxeM9PgLAqy1YmeKZYhl4ltUHzdWdJf3BvHiBF1eTVEGpQAhwJs7J9Q6CwQ9r1Zt95Bu/Q4fCiVvVFGw2MgFs3SRzNUUIEaPlhDRkudQqiwf9o7+LLDx6rDIn1VEmwzcQiGQzR7TvY2BFIa/4RjCwQnBEO2i7MRP7oLIh8dg6QFHaULxxpft7rHKfNPMsjgWoRKEeRciLeRGOvNkCOo7beJIoi2VoFfwYZBftiUacWZEoWRk7hGWpQJUzJH0XvFdXQxydRIzl4yeUamYA1ZtOceiEyjMkIV5U7Bv79mAx1NaCtFSaLz4L2GHC1+iAq9z7+kz9AwY2dgSkdESVkbbtA6odUMrhgVOl2kF4nrZwqoz2K4BMuZKa4gc+v5YS3V4vMMn6rYQMrD2HgtKYPpONQkCLsowsc/peJXiQffR8XB7jgeuUNGRiTH940gijbqokmagirq/ogklu7cgfomUO2MN8npOU/fJgW7VxvYo/ycDBtfMmx+JQdYPBflrxL9lrhiduwoqOZDWQi/KxswyC+BgiKysbFncluK7urXaPWMJJ5ZgetdTKBlab2dKSqfa3auTBSQQdOBDBoHgmgWz1beLuOzQTj21lZCpeNmbTa2BXbDJy+vsVpupTmfDoRoFyf8tjjiWh4ncKC+cg84jcVInuA0W8tKmL7R9I6x+z0Q37y9QXV68w/NRJeZh5Crylm2d28sO0GGj1FGSKVYEdiw5xtc+pWVbeoDNfePHw10EwmQQcYQOUQy6wuzqpiRNPxbeK1fgHaXWNYnCdfNjIZCj0/RCeW1O2UN/EYySIcuxdcU0GIhLXUtJeBj6T5GVsI8CnBU38YcwjRQhEwn2wpbtqQPlp2Ao4hcmk3BmC6ReHRMkjK/hGSo91a4xymgDieXwCcoAwMEx0N8R8qCLgjam22QL6XQY2aOEWXnvBe5YJ4FqJCmpzTnN5/kSSeSJwWaY2JGFGlf2RglGnZmhiLp8Y47mmGrbqQHH/8hOD/COzidCwTDkfHHpJyxiJOip/Lvk5z1QQ6Wheyz2AXBUuCDIX95Szpau+8sKNsFMw+R3mYB1x10RpLNId/nlI5RcoUHdwTY+wVjWJNVTsSHH9B3uZwzd4zYPZ6aPcp6QFkIsKpOIFvOn8DbkM7zJkaodpt2IBlke/RiSlAXtJCziiswTHI8rynjG1zEAHqJ7RP5THhQX+c4FouX6TGMJ6fkYKzO8dQJOlXHP+EdaVG1xHmN0LktAkTSs9l8T4uMEePPIGQMEHlEeGfKAnQJ2kuWsT6zamaDFkcL3u/v3hvHiJS379k+iKGsiu6jGCd3TI0P/k3ZyE685oIqHeZQpI8SfwpkZDXxcKXU6GjEUVTC/NDFN7PLvRzVIo3Qq4oSSzMxgg0nIaMUpVlEvyTvOeQElWX4knt1EFsOVsTwDSxNzh5AhvSQE/BZZUCCU4wbpxeHYfWsLrah30mMugNPG7MVwjrziSm7E1PeJGPEM2gXGTbKHy0MVnnf6yubw3cXhWLHjUgihhIV4MLzCXQOjcSwpq5FZt905FUc1NwAzUiR6L0a8P+AzowHbJlj4ncAraOF6AYTemN24LqQ2VAdO8HgvxIzHHMxGRFqzwA37oxZAs2xMkY62ZqvbBgEv30eArpfKfmVMjes7CbHoQ6ltOfj3cdPYfWISRRprQ2/tavAl5tHZ9uHzva6Qz3dvxcuMJghMx6nOuuj4vw3Zk6H+Dz+d3M0InbmY3DVf7sWbLDmGCl16DGfX5B7flg/17NtMSRwOFobeneYwh13wUfNsJivUTgjwZCTeGZ9ZSFwIexGFfRW7jr/uxXkxnzaW6ePGmMDb2hnxvXIDPhbVUrs3YKxQkaq2gzPezK2pCBdmjNWSJ0/k5khOQjgxqeZYyTpSHn2EkUrzPdvwiimd4zRYb4T5kkZcOXDeJSyi78KezCVEVTDHzYmBOde9MfoAa1Q94tgdCKvtqByJ4RLDvR95EdmZIw/hc6mEMNmJVnM+R2Ob73WK9lEzmNOlllEM36m/sQ+k8dJ/aqSjNj5rBopN6NVXtoGBIZ8hf9MfQtpATROgUjN71mx+VgK2ESi0jwl08MDfrm2QixzPcgCTMJ9JvOGRdpDTtRAJ99WwMEtOFhxuFr2xYKAszFVMej1DKZlIQxBgdLoMTPHiO6D98lupmvgOlszenmwx6AfLe4G49PFqLBQCNSZGIrsXJdXi7QI8soy6zHK2MXpK0XYe1SnXDAc2R1fXR3LWHBX4tv/4T+6bB/x5vC5wOQIVR/IDoY+UKsa+YIMYw6z34HWiBYqYniAWp8ttSKrTHuMiN/e2Ypn1wu62US+SPdg00WWMlSzB/eft+VgtTU+5XdTtCGziad6ba6NeTz7zs9McDhLY59IpJICgJtwkSoY1MxvsXiZVSu9g7gmmwoNuHH9ac1GVrPZon5i67PmGDH+nA1MjaMsoPHMSa/tDB6EcEp/OzQJ0M8ALYugaeHGTpn+tQwcI0rhH6CSpo17cZZ6iKTPnVvIZo2bTo/oF3s3lxo5yRBwLI/HyjvKf6tQEy26jMRQtUlZMbJZZkSNesgKNQlsNsNglI9fTkonGVQqjqqeI7Fgekd9XayiuLakZFJbMfvcRW42ldy5licTRP+5c4sNMWONl67gy63QoDMGj/Ul8AEtzcMvUA2fNTQ4r47uIXnnDyN2+x6kk1HSza+NkvpWhOCSalhljMZzoWbaJ0S/I8Pxn24e6D52FLo1VrwCm1CS5NIHOdkjRAgsmFKm8bkePBKop0lRjpF2achI30TGOyW9uLC1xp2O5R/HM68PRODw1oYaZvYLWTGndNQcI2kNp7roSk+YcdrnVE9sFkscVMGtZTbU9auOEe3XbwWeXK4v4ZSMXTLcHA2lHheptG0QlUyaZswsojql5FflbB6jkgQ5YkjmtLKuJxivdb+BmIURiGe9JI+YZZIKkwfMANyAmstiqKTV8nulc4zkMtKISqFaAMRM+KmlQnJjeNNqefg+jTtIxh4m2dnKGKyVKlpbo2r0CMpKOvdzPdTsrW7HpXSMZIOGsglJcvaXvd/vohcmOWzBe0nnqZ+I+p4aUYR8ptJYrbxcDSLwCJowJ0ICJWlaDXnfpylgJZb18xZK3YpjpBlcRuPWOn+Y3TFmXAVjppbJlkpKAhB5ArqyD0sZkU1BwQHY9+pKrUwxn8qnO1D5NLlYctbxPvIjo9OGmlgWQyWiFiQwcYxYgIUcwjlC5oEbDY9T6bQa5LOFnxsQH1PQLqlyf6kU6m604rQygzWqLU6FzEDMtf9gnMQrlmspLh+zLESvI4RCR3pGjvPnU0S6A5WZg8pGzWW8QeIryGNm2WEqdz4ci+170snn7iYAArGMc1+c9tECcNlnkpF04AhSUlORJgHimPRrlkaPWekxssrhkpORhJuqo8BpXVQglO1tODIoYq6WwFtxjNbV3ahUh2irkEopj1SzAvXO1yA4RuzZM4DpjPcYfVZXJTtHMDzp734rniRgHnHYPM9+sXupnIGF/GXf6YNTPTerZXrSKvlejMawUslSoIv2m2SMGF2ja2JGy28wQwHXcqzeHCNCDEBWPKAiZOnvP2/Lgcsz3Qq3dTR7iQVEAnFtuFiGyh3qx6ncTtalxbdPNFtJ5hSlykYyM8yyOQautuBlZhNHo+aMlvhmRhRSWFMXa7EYEYKpCvAUe0JRjpGayXGgvrddFNDnr7XiGDH90Pe0j1ZVkX0GyUkHcCQlFamKXnes3QkzQ0fpQVf+bo6RXAZFqUhq4p42vT886lJ/BBGh94X+lqk7Q1S21g1qcFs3A7OSqI9E7RMxK8vil5MJk8mokxSD+ORUfH2CmvyooMrdl5rlfZVGUyqZWtJnEnZkOlGJ7lwEdWyIaq4XSfCvQ92NlnMd9FFxasD8LhEzJ1NNvaH/pDDHiCkiBpqQ41iRABSEQk9i5tH/exuLTQZhGJGczIW7UCfOGGtj7SLmEGlCrJ5YpmfFMbrUWygjERZQEseI1eTuJIS/FUc0pDyzPVnrt2DnkNzK4Bhd6q0r8dKXKWpPN2Y2LBwjVhLin4kRxnILa1kCTi+jsOBKhSsxUcDpygiLwa+K8nhEFI6KEHRm/+Z7F0kx8UgmwBHWNP5IJQ8MXDSrUJQ0gTLkGG1EbSuzWErrGEkGQEGgdkYmmUmp5Op8ffSaE4a+vAhaiCxRTYuSTaBVs3PqcQrdhBIWq2u8GAW/QbFU5GZQVgaeUWlRWsdIet9neEWhJeOxxeeexLWcGhgw/G1UPrkOoeuOIKu2oXzJUFrQWJKXGXhO1wMl1HvrMoImBpo1xwhceduoaCX7iAx2A73Yv8nGnowA9qUUOKJe79emEqraa2ofiYWMYI7jcMqg6SKJfE3cEGVG4X3ix0LlpaUzwmRLZPUIXWmzZYCFOX89EPp1FXRZtArDCuNnKm3eMGkGYk/dgiOVPt2SMqUUHKj4DDoGTIBf8yeVPkIrjpHNfMyCSj1wqpuY6bHBINJHDQpxjJiflY3MazlwrFhd6PVlMk4ShOqcJ+YYJZ+h0jkQAMmhQzhIAC85/3BDq4kERMDLgoupx/SBSHPwBauOES+ftXCMHkeH2VQqWcfqL3EwtBe+aSfoRxNDkQXQQpznW5TDy5mbS/qqDf4qLrceEwbwMppQNlrKKJvQxxqAk0W2w0L+Gkof1e2aOGeiw6QGMqR/tITrpvf47suH4+Vy6Di+P9yvb0PE8h3Us2voVcnaihHd1uB7o2P0J/B2UbaO6pyYyjFLGpjJTlvtE34MXLeZl28beNOMl333Id/xMsp1HI/+7texLWI5gQhBaCuwQQ5wnhH5UccL+pI4tu8ZmK7Z9swxSj5DoW269ecO0RzQb3Ex5x9wo57VxSIK59/LMeJeryECY80x4l7vi1pPDiU65WxQtpYhkrMPj2oRF552NEY41Np6F40ZeNRD9w7G2GaOEY+sacYV4wkejRZrY/m/iZF9iXVZY+PAMBzLdyUghFz83/MjNdQwosPo7MmF9lPl3cjAjbxH4FKFENyUBFV+9mUkzQ3AUkpJquVc7GJEVKJMmVkElF8ibogY0vimkaRO+KjxBtMep6IcI8tSOuESK0r0bjnRSSSH89hajJ7CgA2MkROJ4qTc/ZE5QlOyknI52l6XMdoz2Rsnu1mWJxTpGFnpeVMjZ4byKXV/Zr1rjIe3uiNOyAKWil/xFea9MwWfVtNADjiQhb4vRTCeRWfCum5XlJqh3E34fukcI1lZ7H1Ry3RZ1hEzBRyGW2YN7GopgSA7mJO48gmsEnoTra/R0kiyKHcTaVNKx0jO4t3C4AS5HFc6ox1P68rWZD64pS9H0imewThPmdHVjxjKDKR1KnKQEKc0Y5BlgD/GiwlCj6JVx0hTgjYpWnqj2R3THCO6sxk3kHftBKIJqWsfNb+J4A4WMoKtK7mVoVeN74mfsUn55b3iR3beY67C33QOkZF35H67tP/qA0V8jxo992PamyHI6r8Vy7sZABlUfjbI3rwb+F/EcExNIvAF0zLN0vIx45FIVA3XD6Ll98aswsFSZPBSOsvyLxlB8BjyqdoCuf+H50dylDdLx8j4XLVvRXT2i6XHjNlPE8co/RiSs59Bq4Y6SAtpKZaldPz3TgRd/RLqGOdnGDbQyHsGejRR/tEsgs6yjEsqIkwsOxWMyhuGSgRxTVqZtlzCtsR1llwxwOgT5oxZQoDBWsle0Y4R7df7JLpZlD1ZcYx4hkcXEDR3jNqGZpLztwYct4T3Tun6plWaNYa/IjeLJ6PLgrdlG/WzV8yzMvIw5JuazBWzdyo/cBpo96M09on8WC2rq97REvBypggewyuRKDjHy7aLyhipMs5Y+mYlY2ThGFleegV0xQAC9vdyjBSjLofQy5QSE4lORIQ3SUnuIONRxBzggkqfOtT6U9Rm92xSQL1CCLWtDloRVO+15ASkGpBUjMylPlM5AH1/CHvHdBRMMZYUccVtuX5pIKrYlM4Vn84oVdLZmRyBiDXVDcU378iodJqRUaj1avpHbpyr+1Ca9Guv1ISRxQ9N1yifh3HAq9RQ/X5trDQKdWZO834FU0WuNV7rmiqL3CJ32swcIzqH3p/Ac6MwTJE5INNuI1AwbFhpyyKXBToUKS2iZcgcyBPpZEONlfR0SUFnQ/MlL1kr0DnRCtIg1SOa7Y/x8NjbQXqHsjT8SnST0WO+hkOdVmhZ/xwOEuRuDtHeAmFMFVbmgAhmR8DqvIde6oOE4BYWfV9FOUa8V0uXfVRewuqwe4RSXlXsebPgs8IyBFw5C/X+TG4caqMDP7C+Ri1DovZAFXZHinKMeB25EU1H2q8io5w051Uqt/zsFX0GV9m/KN/4XZLvsVuhStpSiRGNfM+ijxgMscExMgfTMOEOkzsmlwj66Xs2lCZ86rBUnT5Tx8iY0ea/Ewyt+8ePrCRmKC71MSBIygrKAPssn68+qqw16mv8bws/Ww7CLFyemhj7xeJjszVxnWp7WSXvB9HJvHx6dqdQZPZQehRZQ/3Qb/COhEpXtGNkmm2wRY/xvlGLfjkTWjGZsctT388gnbHWh6jdR1tL6UzuiqmhyIAN+uFIO96Xxn+nAD+ce0mHiKfSI1PoE5XAEHbhpeWKYyvdmd1oppSoSyY0AcN0SelskOEaf6rlkhbyl8nIRXBZYLAZ+F4eJzRSQbbwHiV9f4iJYyQFnwsQKMCWq0FGwWZS9auuv1IGGzK1YyxkdNnwthSw+uLfBnQ8RlkOQCToICmgkkEBMA6wxQ5AvgdHCzQHjxqXSmyfyFzCbc/K6BSuIBIWi5flIE1BoBjMEStV5Oqowh0jDhQiJBY4C5fUMRLtR9F+/ns5Rpyx9A2qkiJIqGaA5eaCSmAE6dYThGV3grC8aTCYqZF3w/wV2M4alyq4o+9U47BJwWAhG1gVfjzlKMIMK4x9rh31QwhwjSoymcFb5g6cPvJqhgSjRNrAYVjzkbLAF4kesRLwgVXH6OIORJ14Dr2tDX9UgSVEtDUGKDMEIy/2RawptDifz6DvBZDtAEvHSEbaEpuNNWVQmCKXZ3QwtCY+i0H+3Vexq3D3dTYU1hwelkNHGlHgpB+zGup1dSWkOe3XMvrJzRGCYcMU5lRCQRJgM1VISsFhNSuBYQhi8c8IEKYqjaFHDONQ6qyU0gJtiSmjgbjQP1otH1GpVlJ+lR7AhwZvl/r0Krj3xVQ2eNUIUc8zrjBzLk2UufRoQ2O28LWiHCMVQckA2S01jk/ZhHMVfbBchLA2LeWQOjUtm5DVCLuwF5NMs/U1ahkW40yT4d96YT2hROpi+kU5Rgoa1I7rhmZ7Kvs7MH8k5iffRjMRWpXx4rgL8BHAQXifnWZIK4qHyTYFSIM5m2HOSnRYd2Sao6czxHtfIMhfAbzFBsfIDDTEnDtM7hiLOvb6HG0ImU1FNFdLYrSIqWkpXa8P8ZSKDqlBt2rolfeXH0WkNv2YDksDm51LSE4APuB9OrwaAQ0xcEMEfCTw0EIyXmpTvWX/SrEdI3oTk/W28bGsg3e9pEXENRn9BuZ8PAn/siIadP+sIG4m5wpGu+LYkjKXqx6YrvZNhEcs60WQI96ftzEvx5aerfbS6h20ovSYjHrKQPWMc59MHCOJ7rvwggoxrsjT7ZPRfymDzRbBasraMaJ3sZ6zgevhMtowk+Ysld6OiMUNFVWVZ/xv4CU+A1BBkt3zdLCA7iYHHre/sFYLADI6dovHM2HarD8VnhvC+BMTPS+hx2UMEGbvaXOc9IE/kwC1rJwtS+mkc41BzXlaH46KaqhmyXgAVW/DsCcyZNl+R9rZIKMtsz0l4m3J+dyI31roZzxqGU2BhpKtSFUOgzWYfhn2nxhSZyeW3D6RroYUWJSD76rMKRYvy/SNqTlPs2lVQA4N7MK6YySMqzGbzWjFMZIC9p+3MUGx5dJEC5zr9NDfyzHSDvgODfMaGzYKr2Rvx9TA/ajseQffpr+CwKl+0oDXPdQXEXHkKpwIkW7TrMb4KfUuajbIx5dLJmBR8tViQYtKoi/7ByTND5aeWaCbqcPnMVBJSpd5WN6nOr5dHYTQX57Gc2eOIrfnXAR3fAq/fxuDeYQacyZXaQD/x/dIfaI26nz/EabMohk3OSZeNB9M9pMzmg5ejBCak5K7/z30XZCKZ4aHoxfWYW5iTUxdKc8SYQpxdS0WTTI4CxlxCOi3Cj84s6GlXni73b+lYahOuZk4cyQe79Nw12MZdwnpjtY/qqkw94IJtQDs8ggRZrRIogYpYWOoXEPs1dJZwBYZI+mvklDfjKpB4QgUxpNbVeS88ZjTTLA2vlr4XwTvvo2qjWmY6rtt0b4xG1gL/fBUJxJAKwgAwU2vqU8u6Ul9Dast0FVkvHwnTFBhRWWhHvZ9NbTy8oJbeqIy0FA/UMzSMWKjd9ich0TkN/WCFxscnshorC8PkmYkScP/mLwyDLDlin4wGaqbBYhqW4yOQvnVlgew3rc9BFcfgSNsXk0xYHilu8L2PuV7vL1YmFdF/16UYyQ7VQTmQfNcKjTqgO7t3XD98x3Ynkp9ZGZnaSL82FmMIUCE93WOCp9lcV0/X6FYjpE1I4ed4UBsrhqkn/lTpGMkG6OsX7KANbGywdTkLH2y4yDOZpndRRkqfmNeS4yb0AOVU1ZgzmY2eJkjgQlzLoQ5WxJ07FSCAjbMjZDRLY+0pxJKAAAgAElEQVTQkEEx4EB7tNkx4uVQYile0bxlecfkdQfuqYZ3AvuhrfNJrAtdJ/MdlZZyR9hSRigIZked4dnTF0+nKwO0DfPO7is/8jkf31Of5wJx1INJ+ZoylPURz57wfT7L6kByllkZ8E0Hw1wqzQk0u5slcYxkWWQbH8uG20XUJ2TUDpX4QFmTIYtFsAMf+P2Tc1MMlgaL52L/e32xIPUZDA/vBaybi8SaU7FyiNzPyzL4szBNAabIQOqR39DA42mpJDzv58NYOW0OzX27YzI42boekweok51gOkjbrMdICVgedsXLpBNerXGbBizvwe40NoTYOI/uHjhGkh49hHkBC3GygS8mDu+KJkpwUC5DJGXSpCu8XAix9kgBmkuz2Soh94ckzA+OwIknB2OZjjeZL0JO1cijaLuGo5IqsiQxH01pjy/jmDqEuIYoW8yMT0lnh+H7aq1osL0bDbdORDIbcKwbvGtFVllzjOheSXDhR+uhd3AAPK7TGIOwfTRqQgsqqbOYTM/x/vM2X88f1V8mOtAg7tsp6uDlGj7LCVCLT6hT7vK2W2jUoTtaMqRhabCs5Vywktonql419LGzAKlEV5t4mc8DO4p6vYMR4HGdYOPlkmcxEGXNMVLPx9oAcmuodKzcchYwTck0ZqQewW8NPPC0fOlx+P/Ze/OAKqv8f/z184aokLlmaaapmX3RxkonyjRsMXXch0TDBRNDVExRVERxJVQU3BHFhJRcIhnTkbI0cikmsZyU0UxNx2QyF7QQIS9+fu/zbPfZLncBDPXc/kqe5zznvM77vM97f6+ajpgdZ3FT39j5XlOMhIZVqRMRvZERDztJcmWlBvh6Xhhid4td0lnj0ZqtBiMmgXWBt7mBhTcavILIZVNUXdtJ0E+dj5Xbj+GXa6wXhp0fVbd7sMnzGBAxHj3V5nWBUcVit9Dtnr5MnYvDk8nKRRr5+Kj1UiNU4cO2fjFKMrfwAloNjkGCXNBB/XmhT8ciJH54GBctDamqVE1cOpiLC7c8KW55MCbNClAabQlC4YW3TcOYBCLatARrt36Pcyy7WfXzoC7tnYKmYqKquojyZ1YlKnICtj08GYnhzwoNXgXLx7jdqGVvzqUQpXAZTtyF5pEpiOwgBl2bX+Q/Y0MINdK9oEukt00MBcTsl8enYb9QkUi1IKqy17DtGwibPFRbqUSQkljTQCrBnaZyXavGFIS0r9tjwcrRaC0uFmnjo7Be6G8l7pWspMrqp5lixB7N3zcPYbG7qQu9+AF99ZQz5P0YmXYJzYPmYYnJ3jOhaCb9p24IKY5UVnrNQdLsBHx2Oh/XdLRgQ5FVTqyLxn8NxNSJuiqMGuox/x/hkl56ifL2EjGwsfiMQ8VIgFt3ZlhPsda9MSlaW31NGtCogEsdx4/3eR8Jfah7O8NqSQSiGfN0Yt7KI/peS3I8vFnom2DAmIhdzSOREtlBOCO2SoqlVaSiLuIansUKRDaE7ygq9mp2FslLuCQiWhD+hJ+Kb/wuh0f6httyDoWHRAVihWcE1k8T52ZrWusSIFSIRl1MRvag2SkTbHdoSRFSnzGTPdLzaFMeoT+bpv24pBNzO+hROpu7pgdj6SUqrpA4ECLpmwvY57ZGYtxqptyyZzzQ4JVIKjjRUet5NNAz4Zf2DqaknBAb3pbhZyiL7zQd685UafeXg/mxRtZpixLx4eGLsDSkKpI1L+EgKRm36By0HTwJswLkRrk0EAup2tgCa6VwbLEaWxV4et5CMbsAPKgwUu9wTB3uq23+yuZgco99M68PonY7h6IGK+bVXTgecYqswbbPWKFLve/ub5OuP4syEFXv255A4VpfI+8PD9R91Ido7RwOnzgnFC8R2EO9VnjuUStOHj+LfM8m6DQ4AuPtRI0IguvKmxixOg5/e5C9redNdir+MauePmdWx8MtNWXFV7wxC7+ciTfnZqO6n9ajIs7axGOk7N84rD4s3cOq83K/1Gz210cCEL8q2LzhtFCdM4oU7XAHPJrJl+GIooa2YkPpUmSzUjeVojK+WIiJi7KQJwsnbKyBs7FwqIqmzdZGz/mONTbxlhusuiafnEF62DgknWuEoHlLEKh1ZdOQztKyMFFq6qzmWUZZ2lQxUsu6Dg+Cnt5ZCN9GtFgrhWdKOf1VPD1xq1hsPcHkg3CqUKqJHrr3FCMJWUoyvXC1GFW86lIVOJuHxFpwkSo33QI0yfjsHSm5l2rz1CLXgjpqSG4+2mvecrztak8cZaOlSnG3tIUNbN/V/zvzQolz1a/BnHbk8dlfjWMJ7whEcwIvTF2OqZ3rK2FiViIguj1s/y9jxN4x4GTydTo83/3zQ2z75ACOXiymiufPo2P//hj8QmPX+gdJQ1sLClDi7a3ZA9M1U2GFq0XVUEu1v+bYyHtbCjbsUO+ci8jlBwRFxaN2a/SeFI0QledKHJtwLiiBt7eaQmzYe2oqJTk85bT9Ip3SJqNufX2/JRr3ahGq1dL9OwnASdGxyGDKGFPyfEdh7jSbclI2er2AzaOHYoPHUMTPfUO0vFTQr5j22UL77PoXbPvp3NnQLYDovZjoXR8ZaFgmU3beb4E0VWELe8qbnBOhCdNSD0i0WlDiDQ3ZOImrwrNMeJNxCDu0SN//8fuzqPeMj1awFkia8KCxPR1uBHnsAshoIOR0SD97oXRyXoa+upBTazY7YzZ+aH5W7A1sj+8an7999FhMPMRCPMQh4Ap/KJXOnaVnp7B38JALdCzTrcs80WwKchEdgYWb8UpGx9r7wHZuSuP76o+5sC/OYCnzdnv3sTNjlMMzZjh4FLAiS9Lgztzx9KjZ+RCLNbEt0cpZDqet7KdR3mLvFl+9CtTSymEOxxTeM5tPMf737QlYn2pj0ppDNapTtE0K5+cpWLd+B7LziuD16DPo3CdE1d7FmVlqaU4oKkP/5OicyGsr/Tk35BNn5ChXaLlUmcZVfBw9r5OR1HxCYBUu0qWjz/1Jfy+HPkblP3PB8nSmr4PS1OX/3XIfUc5Xob5CHjUegNi66SYKm4XgYwotcuKaNk5JDuc7C9R4gPVlYj2afhf7qBis0+W+onIbUIj/X3AZb747GS/VvYwv50/Fmv800+WlldvnyjAQC5kagc+eiMKMQHK3n0zDrDmZuEH9WTZL/ZTKRq+i9bpQjuMvw0zv+FdZTkPIL+S1s1VeNFeM5KRRXb7iHQ+AfgEsfyQamC32ChN+poqRLTRR27TxrgOEL4gjwBG4ZxDIozyaUVh25A+drAN42QsBu2ew4QutSAQqpWIkNtajDkUt2uDJB6s5tX5NaU2n3rg9D4lxxhSHqQotM5T8dmEqLJly4nfPYWbcWMVVab34BeaPnY+sSx7GLu0ujH07H2Vdm3e0T6d+KZJ6qE/0vZ2TKe1bLCFyYgEiVAnwQonPr15QmvC5Q6+2T17E8a9+xBUKO2nR5kk4R+6t4D9rIKXd3m0/fXO9fGwZ0x9rfqAICspN/IRVNKFfPiWADqHulRZK9E03LURy9+DCzvuSWvFK+KbSTV7tGRKSi1Nwmv1bGjWGdMvicvdgxlfCEeAI3PkICDmfH9bF2DWz0V0u6iQVrMigxqgtg1OxQqyKwn8cgXJFoFIqRkLyIVV0Oa/OU3GwbEN8drnCVLbBWKGIf2X9gLwbN1C9ekM84fecmyFTrK7/EnjHSuUd1dOSQmkKTXonlG32FfO2sSeR6Dk550wX6IqZkvmoJj2QxPyKxrYcDzfotWxLsBfnXrZRK8PbQljie9fg168rah/ZiozDVFyFykS3j9hISjRVxmIlg4ck4Pu6JuXMK8MCynsOTOkZsRVVX1cnApPFVFYK5eqKv1Du1GJb1aryngYfjyPAEeAI3D4EWEW6MOQNNym3L1fJ1LXZuH1z41+62xGonIoRoV58+gA2b9+FU1ec24LK6jFybvbOPsWUhyz4aZKu5XelhGJ9krqzQ9/m51jPhJDcvytlREUvwDH4ztJ2cL/N0zL5HCmjfVaj3jxJ6CRBdOWwMGTUsDVRYy+5Sq9lW9fd6jFiqBiTjJUk+MJ/Ie6tGdh9s71QTKWLrsdm2TCtvG8bi4bISc2F+Ne8IEzLssAvSlcuuPIuh8+MI8AR4Ag4QOAItetYgGox2sbF4ktSQQjdHcwh5QiUFwKVVjEqrwXeXeOwylPUsG2eCbOQQtFuBG3QNh+trABIlu5thY+hiXcezp4rRFXT0p5//gKECkHx3+OBxxqj+NxPuGzl1vmK3hW7hVCcStit6Nn9CePLSa6GRHjzwgl/wgz5JzkCHAGOQDkhwPIrg3FmqImhVGgSPBvfd47TNqIupy/zYTgCXDG6w2jgZHIQJlMJcG2TVyn5em9LRG6gsuQUcXRH/Khk6xdr05CVdwN1fPzxZr82xrKulWQh+blb8P6WXFyhUMiO/YPwqqH7aiWZKJ8GR4AjwBHgCHAE7nAEWFh1/z0vIm1xP1VlT6nnUoYnBktNs+/wZfLpV0IEuGJUCTel9CmJzfG2PRGJeKn+/s8bR+Ht1EL05jkGd9xu8glzBDgCHAGOAEeAI6BHgMKqY8KQWn0c4sLbCcqR0HMp9gjahCdjzr0SS80J47YjwBWj2w55eXyQGvplX0BbX7EDOWsK9r/82nhYrtxSHp/gY3AEOAIcAY4AR4AjwBH40xCgBq/Zx9DEty2EQBiKMvnxvw/icR6x8aftyL3wYa4Y3Qu7zNfIEeAIcAQ4AhwBjgBHgCPAEeAIlIoAV4w4gXAEOAIcAY4AR4AjwBHgCHAEOAL3PAJcMbrnSYADwBHgCHAEOAIcAY4AR4AjwBHgCHDFiNMAR4AjwBHgCHAEOAIcAY4AR4AjcM8jwBWje54EOAAcAY4AR4AjwBHgCHAEOAIcAY4AV4w4DXAEOAIcAY4AR4AjwBHgCHAEOAL3PAJcMbrnSYADwBHgCHAEOAIcAY4AR4AjwBHgCHDFiNMAR4AjcAch8A0WBy7A/uLa6Dp3DYJb2aZ+ZkMYNjVehikv3UHL4VPlCHAEOAIcAY4AR6DSIHCHKEZWFPyYhbSP9iHvBlDHpz+G9PcROiHzX2kIFOP05ynYsi8PBBvqNO+CngEdwHujcaq5cxH4CjE9ZyCr6EH0XZaGUYpilI8tY0bg5+B0hLe9c1fn1MypofORrR8gPfcKPV4dDdv/Df26tsHt7e989/GW4tOfI2WLeMcQs0SXngHocNcyy7tv/5w6O/yhOwaBe+M8qs9hHfj4v4l+berjvjtml+7Oid4BilE+cpZEIHrHWdxU7YGX3yykR73ACcgeXVqPI3lkODb/XAX31wAKfy9GCXvWqz0i1r2LLlyrvDtP9F2/Kiv2ze6L2fuK4NVmBOJj+6OZpQCH0yZjZkZDTEqPwgt3862SvwvTg+ORfcMTD3jcxLVCkStaGvljcXIIWt2Otd91vMWK48kjEb75Z1QRmSWKRWaJ9hHr8O7dxizvuv2765nePbbAe+Q8FuciaXQE0s9qJFv4Rm7AnJe977E9r1zLrfSKUeE/I9A/4xFEzhiO5xp74OKBVZgeswNnb/ki8pM5eLly4VlJZmPFVzEBWF09AnFjfQVLsvXiTkSPSMDB60C1jtHIiO7IlUrVbuXnbkHS8q3Y/9NlQSiyeN6Phq174+0JgfA1mOLJyrM9FnPX5SCPKZwWT9zfsB2GTYtETzMLc34utiQtx9b9P+GyODg93xq9356AQF+jdaj49HbEzl2HnDwmoFngeX9DtBs2DZE9m8GzklDYnzqN/H2IGRWDrEuC9Cr+LPXgF7USUR3vZo3/PNJCxuLQK3GI7S/SQnHuSoRMyMB5gqLpoBSsGdqogrfm7uMt1q9iELC6OiLixopnnTxyO6NHIEFklojOiEbH26FwVvDOicPffft3W2DjH7ltCNwb57EQe6YPxnuWIMyY2A2Pe1zEgZS5iEs/getPj0fmgu5cPrttFGf8UKVXjBgjt1rvw32qiyl/yxj0X3MTQRuSENjgT0Sv0n76AOKGfo0OaydqrOcnkwYjNP0X4CF/JK4PQYtKO//bO7H8XVMxLO4grnvURos2T+LBavT9a6dwMPcCbno0QUD8KsplkQmQrFlJwRiXfh6o2RR/ad0Q1YrycPTfZ/AbGsF/cTJC1GZ7svBPHRZHCqkHardogyfFwXHqYC4u3PRAk4B4rKJEGWX040kIHpeO86iJpn9pjYbVipB39N848xvQyH8xkkNsz95elCrZ16wF+PFfmdiz7xTQvCNe7vYcHve+a6RXc7B/3ohxi6ogIiGAKE3+WbFrag/EHSTNqH0EPnu3SwVv1N3HWw7EDcXXHdZiotrVeDIJg0PT8Qsegn/ieoTcNczy7tu/CiZ4PvxtRuCeOY9Wkm1JsLXdWgXYOq4vEq8GYE1KMJreZtz552wI3AGKkXG7rDsnoVtqIyRsfget+W46jwApAK+RAsAVIxVkBR8j3H8ZjsAHI9YvRH+Vdyif6GxIwne42TIYqSsCIOjgR5cgYPwOXHmoL5atG6WELlmPr8SwsAz8UqeHii4L8HG4P5YdAXxGrMfC/irvUP5OTBqSgO9utkRw6goEiINjScB47LjyEOXPrKP8GYllUujLymFhyPilDnokbMY7nOidp/l74EnF4HFbFCM7gN51vIUMGq+RQeOuU4zulf27Bw7+PbXEe+M87pr6GtY2SMBmfsn/qdRdfoqRkBC8FivT9+JkvhQzSSFDDX2HYNI7/eFjEuHCqkhN/Mf/gIf7YOGyQToNmYUrJSBuvW68tq/h0V++QHH/dVjQ3Z2wGcpZSopGbMZx/MYicTwa4JVIqmRlLwSn4J+YHnQEr6ZPga3YlTS3tP346TLL3fFAjfuroLjIgoZP9bMTfsXCXlIxZdZmHJXwsXg2hG/IDDshUlZc/GIhJi7KQp4QflUTrfpGYnZIOyo6QX/LXot347dJY5E3gsK+JkWHoB2D5NxGhE44jcEf6PItShVe7OH9Bo1lDCdjwtjY3fXQe1I0QoSPmv/EsLBkfHOuUMwRE2giBDMie1IRCDEkbVZStrhG4c8N0faNUEwIpBBAnMPOuTOQ9M05iKkU4jrDpw7XhLc5OxezGQpKNik/FhIqd5C1XetzkJkx5WV9RnlZNMBXMT0xI6sIPqEZWNxPHQcsWXtyq8Fv1nZQ+hs5O0n56UbKj4Xe30Hv6xwajAkyPbV9xGeUxyAMjp4zslDkE4qMxf2gGX3rOPRNzEU1yq3bLgxe1h/R0JGtWJGQZtsbhnCNxnjq+Udx7XCORNvidzT7wqKNzu3E3GkrkZ0n5a551EDjvwZjmrCvduZGPCJ77btYvP2YGFLIvlebQgrDp2I4hRQSUWPtu/HYdjRfyidkXrZOGBwxXghRzM9JwuyF23FMOHPinOyfn7LiY+f9MxsQNvEf+B8eRp+FyzCoqfo5MZF29Qc78b1M79KfPWo8iCbP98aIob3xzMPmAFkLfkTm8nhs+vosfpVyhyTwKfSyBV7qOhxv9jMWWSiLYiQkOK9ej+2H86S8GnFPXg8Nx+jOjU3COb7EPDIk5NDE2oWl2yoAuqQYWXFu63RMSM6BwArJU9s6YAbmDfVxKlTUevELLJy4CFkK7dH7vcMxdbgYNmz2Y3woIW499p6UaYtCVBu2xRuh5uGsgD1BrAL4Mk3YpbuBztEXCydiUZa4Z5aardA3crbIh6UzFr/tqA3b3pMQLdwb7Gog3np6MD7Q5+eW492wa2pXLD3vi1Fzp6F7Y3teXCkcOfkbnJPz5NTnufg0tsfOQlK2TJfa/QLjPzOSbLyL0ZADGiidI4j8cO3KdB2N+GLIpHfQ30yAYQOWu9zjBt+y0j258F2k7D0p7rl0TyrygNmQX86D/zLhFCNMlm0Ks7FgRDwu/n0RYvuZnH0d3dm7jzUcsbT73yLeBwqtsnkTvw+aOtGEbkpTjJg8lIZFq7fi+7wSVPOuij8KfsctT7rL+r0tyhIaMqyYM8yim5R5KPyfZMPGT6F7t2eBQ5n49Ogv+KNqDVSrAtwqKsDvxVXo7y3xct+xGNntPOb7b0DzFRQJVdER0W6Q2b30SvkoRvk5WBIRjR2aJDIVjF4tETRvCQJ1mcF2Q7vk5FAaz+JZF4/5PCGEN107cwjHhcvQ3aRYKw7HByJiV3V0Hu6PR3I3YdMBCpeyNEPQWjNiZPHY/iQI/z9FMAYKsGfmUMSfbIP+A9qh+qlPsSnzOEqaB2He/Ofx4/worDjkBX9N+BVhcT4NIcPX47f2b2LMwNdRO28TEhMzcZxCpGr6hiN5ThdNlT0xvOswvH3ao7mnFKpF+SaNAhZjSnVS5NKuoe2AAWhX/RQ+3cTGoRvSi/KuNlDelbcY7hX18xCkznnZJmDbu/xUeDMhRQ4nU/CmcDL/uBUI8bEJdMdXDcK4jy6Uuhf5u6YjOD6bQsxIGWr1LJoq6xCTxcc+/zWW7/JAp9690br6eeTs2oVsihljQq9Xe390ytuGA/e/jtDQAWhedBAfr1uHTAKsREdPzszF3qEuOJGFrBMF8G7pB7+W+oRHvWJ0BslBI7D5fCMErElBsEYoBmR6bhSwBinsjwUnkJV1AgXeLeHn11Kj6LD56BWjM8lBGLH5PO2x9L560nJoT6PycLPLya1U0ITt919fwcvtGqH61a+xPvUQrllKUFJSFQ1fCkFEwCP4z0eJ2JxFoYJMCKvnh8nv1EPq7F3w6NQbQb1eRwvau4Mfr8M6Oge/VTM/61DRmEftFmjz5IMoPnUQuRfYTe4F39AhKHk/Gf9t1Ru9X2yEG6c+x65PWbgh/dnSCN36NsTebf9F26BwDH2pGvI+3YLETQfo7xbU84vCyqiOt6dKpb0QKymRNiO/EXy7dEG71j5o36IuTb4Q54/m4OBnOyTlwwstg+ZhSaA2JDJ/3zyExe7FH03+ilde7oj27VqjEdUBwOWTFNJ5FPu3bcMhAsNS0xfhyXM0xVPcU4yYchKJcasPiwYiw88ervKZUCn0IjE77Y0WeNti2ksN/3IyVNRKVQn9Z+Bgox4IHt6L/LwHkRqfggOEjUeTAMSvCtYVoFDRuiB4SeGs187g0HEmdFM4q38cVoTolTJzQaxC+LJLd0M+QT0McYe94dO+OTzzjuLfjGfSGQlYPAXVl01B2rW2GKC6m8SrIRIb2F1A5zApOAo/D0nVJniX291QiE8j/bEwhw4uzckQWizQGa1hejDis+nyI2Wo1bNNbesA3XH+Y/H818uxy6MTevdujernc7BrVzaFEws3A9r7d0LetgO4//VQhA5ojqKDH2PdOvEO9GpJ9/CSQBeLkJgXeLIdCfMzS5aa8pV73JE8hf0cBxbZ7dmwFZ5t6olfjx0RjNOlFmSR9xs2ox/7PMtFnjVyLUpCknVFRyRZ6GAj9Agejl4+wMHUeKQw+ckQbi4upPT7vxv6NtyLzGudhXPcvtop/GPdWmQcviTQspFu7ClG+dgXMwoxWdfwSA8yeI8mJeh3Fr4ej7wu0zHC8gGWfN8JCRTxIesaFXKGSSkSC7iwO7UBfF7vgleb1wGu/IDtH3+C09eAqq3ewqqEgVDbCoqv/ge7Fr+LRMIRHh6o23sp1t89cbvuUHSleKccFCOWEDwcKadJwG/VTRBi2wjywHl8KR8ctlQvP8zSVYwyV4wkxn/wDzSRCV3Q9sUDsPiYBSUXLuC6XaZbGq57ML1rLH4ZKCcpU4hSIIUo/UqhTgYPADvYUu6JmnlQKNWbC6shWlUBKp+s+QPJml/fP5GIuq54cZ3rpsnjYZ6GBYjUVtJT8k+qkddgIzEiSTC37sPsvotQFGariCSHdRVZLHR1tMJb6rCv4hwsGBKJz6h6b50ekhvWehjxgbGwTFeFXplefs7irVcemXVkBSJnUyEMi0mCcv5WjBuYiOMPdcPchHDRk8UYrxxyxv5HF47GLC5y/o7gESDPyUbynNj8UfJcKSla866Dubh71M6nYkTQBpypRrS7nbxvihVZe5kow8v4OhXSdB6pI4Kw4YzNw2TwIGnmbfReubssma7RchBi4odC0HfZBTtyLi4FJmBi61NYETETmZTRL1d/LFEl+dur1qUUAqimr3woGSQyi9EmdBkWKNbIfOycNAQJ3xXRBKrh6fHva73AyvlgK62DbnFpVIrbZvqzyvlYJSbvuguOo/dMFaN8ig0PxIf1I7B0Ynvghgfq1zJ6hWxnWB0+SR88mYygsfvx1OwEjG1FrQk86sP4OvvGQCTmlhi8m+4oRizB2Z+8k9fpEu8gKJuNIOhhR2SDjXAC0SxoLZI05suyKkYsXHQ+PGapQkWVsNI2ZL2OR69SCjJdSAvB0L2dsDYp0JZnpQiHJRQlzHiwLSFIpvU/mvRAdOxoxdOcvy8GoxYfg6XkAi5cL22dqhyjCuLLrtwN1n2z0XdREcKUyqK2M2ShuwEkfK1f2F+xkBfnLMCQyM9whc6PHIZrPRyPwFgLpqtD0cv1biBv0JZpiHiPlO7Gg5CyZqgqJ47uVeG+PI6Hus1FQrjoyRJ4/8phCMugHFjhaliGdVSLXzntqj1mdOkTupE89qpIBRWvMLzr4EyfJ5oaLgow6BYaigGiAIPzX6YiPoUZX9gAXhQJkE6RAPKMylvuccR4zP9+dEkAxu/Q8VUVVs3o/koyS8S2oxgJX2Hncdg2/EXtubhAht2he9FJY0BW3df6vOWy3v+KkVdet7lidJKMiWPImFhfRS9CVMcZf4nuWBXTQOx9dbMUxVExspVyp8qVUgX2LypL0f/pgrf/8iWWbzgh5IGuo/AQbYzNRWwMfRPvnWTeX6Phyz3K4G+VBYEyK0YCo579FeqaJoaTwLozGiMSKLGdZqmvmmSmGIkX9j7U0owneUB+6IXFC3rh8lLy+mRegaVZkPaCdIREAQnrfRNRQw5dwkkkDQ6FWI9AfaGK8x659FuypjIBwSYIH185GO+3YAqLyrgfjRcAACAASURBVDcrjZsrW/MFgTodTeWQKpCS4r8IXvOMSbyyUlXSVHWB7JmO7jvaY0t8L5WXQc4/USk/qvUWfBxOrvEjKFGEeNGDMeX6BKTLjV1MLj+X8G4ThnTNnOjoS/vVJvITskDaJiQw7C+am5QGv0CKNK2V7iHTZHFB+JgNqsZsEHKE0QuIQQ6k2H8KW2xDoTzxKinK3lwckYX5321KmK00vAPlxAXFSFG6VQaD26MYiXSUWV1d3pkpLkOwuOZs8nRJQqWsFFps1R/FS5j1ztErhiwsZhWWZnyJk0IlPWYHUZXTF/K4VuJKX5PiEXL4oJ1cjvOpI6jIyhmTb4q7pvAQTW6Xezvu1FtmihHLO5tTiD5d8pD+oRii61G7HYIXzUE/tXlQeVftcRTLj79f6220/j5R8rp7oMErkVg2ResFU9aqC7V0XTGSlPKLdkr3k/drZcgEZLBSd4aqbGVUjBgGy+sjURcqKtOWmYHKti8sXNUfOd13aPkvE0GYsB+RiSvq+UrepX21tKXMBYU66gf0WrwAvS4vFd+z6JUyE0GsQviya3fDnundsaP9Fg3fU/IeVcqPGjMxz5FCjJQwXHbvTcH1CaqeXxVwN4gKRzH8Nd51kf980dxEQGTCN1VWFK8GKbxYdShFWWMfiuzwigJaw0CKTS4y7GUpJ1u6b76qa17uXl3NlQQYRckrb7nHKd6jf0iae27nOKTRHa+OFiuQQq/tFmQpTTGi7zC+O/KHN7CRhHhmp2Dj+ecQ7enDzQUDbAQyr1RDx+gMREvlG92//+Xx9PKiyXmU84M91IZZKaS9qq2y2+F4f2xpnS6Gq1fIGTa7U0WeNGSxl2REl6OPinTGJkm2PdsfEU22YCa5/jyoKt37VJXOnUQRt+iIv2RAoIyKkVQR6eJAg1XI9iXWeLE/1vxA/6ILAzJTjARt//vOiEsLh2IcZpdp1HVMkP9NVkRMGKQYS56mKrtMoXgvDsHUid3JhSkKBDuflBmJmWJUjNzUcMR+8wKm/S0XYaTU2QRBK1m4g5E3ShdGdYYsviM247xiNRE9UXuejZOUEjrU/kfRP53WpN8CZS0+CM1YDJa2wnBZXj9Rl8Mih149QJZzkyaWyqWiElqZ0Lm6AZbJFU5MLj/X8CavkaESoIjp5+3UiiW77CNwrKd5+WBZATBn2vaUVRk4Wx8bC4WHfKLWxqiWm3Eu7px62T1Pbn2N5ap8FCPBWh2ThUslFEKm6llwWxQjYtb+Ef/CC2rvi5XRZza6pavKEsv5USpFWwmXUitGFN++ddI4fOgVgIhRlD9zPUWs5qUSToRLel0d87LHjqp/ObjA6QYXvXpkkzYLbyxt9814xZOvhSB8dGdNuINmDJP5CiGQ2y7Dq243xCSNQouTUgnt+urqj/asq4xXRGAXeS2aUoXC+W88iGOrx2AKWc6bqL01ilfY6N1wWTES1rADj6sEGYPMRZ6GAeRpuEbWeV+N0aOMihHtZ+DJIUizdeYVPy0pyDcNZ1o9M8YblqN+osgntT+R52ReU/FHYczv0VnjaWRjRJFSIHsf5dxAkMCitq4bBbGK4cuu3A321i/N9YFuVO7XeMcwL9sgZolSebIZ31/dYJkY8st+FXE3SIJ7UZhKyRH4zzH0TFkDY2V5O7Qlb7QjXqEY1fQ0a58LWGndPeIuYqDpfMT3xCq4ggAj8Zjyl3vcuaXImmUfS0eh1474KpNL/PfjZcmDa4/22byZ4hGReQ0PdJPlnbLc/yDPYSB5DimMhwzfG8gzLBYeNp5HWfnT590WkPIzKPYIGvUIhB/2YtPeWhidylIMKki2MrtTSRZJG/0uMHWFLV/IRJETImhigCihkJNs/DZGR7hFH/wltxEoo2IkCrHfdrXjrpWmpTBmnaXZqBiJ4+1/Ueu92TfbHxltN6isZDavw9PjMyn8RrSV2MouUyJ4y7aoX/wDcuW+NFIDxBbEMILHZaLOW/HUC+QWUlQeo+TXjiF2VhouvzBRLHJgYB5sfu/hsfViIr78E5nrQZSoDrIg5MKZ8rnyhW4L2WC4vPfYetHCofrtmd4Vsdn17ZSPNRHaGXOcBcyQS3MbLr+y4S1PjTHGRV7zVCEsbC6peGRZGlVWM9Jm2RQjlZfApOy4cS4ung0m6EeOw+rDLJdJb1Evq2Kkzusw5sndFsWI0cDqeloBivVx+aIzNitFHSjmPn48pmVSseKA5TYvksllymh1VkmUKuxFDk+1CSfCOT810Lw3gyNhx9EFrlyY5lZme7vvDK8wbZZqMl+Rj10kudPmyRCFBQhGjLdrbMVyEs6zWM31er4Yu2CGKrnYRKhlimoP8oo+xPLJBuBq2kKs2MpyLKqU7klyKoSTyRhEA8u8pPBQewhRLk/PGaA6IzrPrSuKEdH7F2uxYv1nOElLF343C1FAoY/eLPtY/btVhALWE4yKeDxQw0P8S81H0JElJTvVv8um4MjeBmFf9r+oCWlmln7/jLbYoPJ8K/eTpn+IuWJUIXzZLovS3w3m9w+ZwYUQ8WyNIq4a1MSTLZxbzLDx7Aq5G8Q9yemuUozYd1IfwbI0EgQN6y6jYmQ3AsT+HSDQyLddVQK4ybMGT1Z5yz0u3lHy46VhKfMpe605HPJVRnvTcSNcKiRUyhSN3qmy3P8Sf2JVidRGORPFyJDTq5pj8ekD2Lx9F/LIg9w/6FWlIFCFyFZmdyrhH7TyYSzXRNjIrRUgGZtY1dpBONw3XfG0yRESvNekm2einF4rF8Xo7GCj21szP/kQqsJy2N/tKUba8dgFvQVPbtRaCWUhUgmBk0Ksvq3bF4vIaivXCVC7wuX8G7kC0LFCD9xnLRQr+9CFXOuJ7gibFIQOctUopxQjW+y/OlRQmN85Z/oFyQKITTFiFujY6vMNscHiBX5WZ8GVkJa9VmqrIZv/Rz42pm/n8nMLb9UGGy5ZgYmtRxM7/T8qUjEyzsX5k8Iqrc2atBTZ1DiUFRmIWhkFbbFC5xQjoyeL5sAqB82ahKXZLLnUvBmpU4qR7gw5vzrpSUYD65to+1jRvw3+iXITQu7DhrCJ2PoTq5ZTAs/HA5GQEITH5XQZw3kwO5vMq9qN8oZsiopwzs8ONu+x82coRpLl7nRzVY4V2yJVE2QlV08PsD2P0ebLtmqEKt7GhPSpTTORtjULh79lSdGgyoqBmB0nJ4hLimQVNa+QBGIKd0xcH4hbmWnYmkUFHFivrCq10S54Eeaoqka57DEyowEDIdk8t9piIM4rRkruRqNumD7jLbR7rBY8FVrTNQbSCXKNr/6EnPdmYQ5Tzp3q32UzlmkUIx3dMU/JlidZforK5WTiLTGzUFcYX7Z7iPV3Ayv+Eovq8/X9+6S1nzVvei4XdbFZ9MXog498VAbNCrob2Hey/HSKkZ7/KOv/kxQje7zJMC85H1Q8G+Un97jMxcUXSjvHZVaMRGW7JNyBbEfTMHoky3L/l49ixPJ7Ci5ephzKWmigStiskDNssg9MWQy9OMZQSEHm1YLc2udfCAk+g6FC/rL0Iw9SILX9+FWjFLpJH/w1txEoo2IkMuR/97Z5bcxmIpdE1rpGzRQjcbzcv6sPIztkWfCTyiXL48tCpBKTTu7TrrH5eGvLcvTXBWcqeQq6UIPiq//CitHTkEleW33SrsJ4mOVC8XQZLXZmuSIiz1IrRnk4lFWAJ0wqk1HwrpD3lEv1leRQOiFmfEktxOuSVkmTFMKUrpqUbDa6lcWQsyXec0rJMSoD3qqN1sTwCv/OcBqPS6Hm1qayKkZyyWyz0tXGuTh3NmzhbZQf0yYUyxb0MwmnKr0qnd2qcvn7EDMqBlmkcNHgCF22QJt7Ik2x1Kp0suJb1qp0LLwovjrmqENuFGG1qXiZFJzHpytj8IHea6ZXjPQeSWEdRsu94FElBT1VCYtQ7UlZFSPFmmsW5mln79k64gsRyowt9niFPUurvRwj6m1VVclTlAtr6OdkM6Koc7C+mdcHUbvrk9FDCi+SvnFRl9NnKzah7WflsmLEaGBFbQpXNrPaKze0VJhGVX5eZIpSfx9HVenks6JrkGpPMRLCUTJxTeO1kRTEArncfQFOZP0Ab79n0dCwtcZQOkFgy/27RiE3COqygMn4vCZ3yySnoUL4smt3A8vdWFIrHmt0cWgiDVzVKOciRGZtBFge5xJ4zyktx6g87gb27VBcHKPKrWW0Pf4SQtXCoLKXZVWMZEVST7P27wCBRv7d29ybLb8mhxUrd3R5yz3O3VFGkqczM/0Gws2wLKtiJPTr+w6vSflhrHrrD95+eNZ48ExC6cpy/7seSqdW+AWMqBDH9OB4HLJ6U0GZIvzfU2NtVX8r4gyb3Kn2Qg81itHjqej6yfPYQflESn5Y8XZM7LEU/zbk8bpJI/w1txAoo2IkJemdHYKM6I4mPS9ExiwnfzpTfMFQMEC4iD+Cjya3RbZmquLJS7Oe2HUbO8hnceAxsp7biklhiThSZCwvqVWMaA1dP4GvScUlRWnTCGJMgBqG7C76Xk2SYHXqGURspHA+xegpreOiqnKcUAL2EzyzXHUpmVhG3cZbITd2+U3AjUitFVNI3rRDF2VSjJQ4cn2VIFkIMM7F0clQyoqycuiaSknGNx33MdLlgElMOpsy8i1kOVdX6DOM7kQfI8Ml4Ghx+r8LivinaK8+T0woTWmKFE1CvCxoqnIvzBSjMWcxWNOjSX5PlfMj7Nn7aLLKJK+gjIqRfH5cKsTiDK+w55kznS+V8J8+CLEHKU/Ij0p1X86isrP5pp4OxUikPu9SRa1vLU3h16k5Tu3NwpnrpFAsTkaIJp7P3IvjsmJU2n7I9CI3Mna7+MI3mNcnCruvP43xmQsgRTsLVu6uWX6GJG7ZsKM1UMnrlZUrMT+oaLKxybGSmK/uGcb2agrlpqqMAAZPCa1Xxk97tkwUI6qMWv582cW7gVX7GpaNLusIU7VSL1UBO/VMhJIwL2ylrGSrChUJnrxPnsFyOcRarRyq6LLsdwPxgsH/hO96lUVcyAMdibNDbIn6NhZVNsVIoQGTCrh22STLURx5FkMyVPmVuoflcW+qDBWl3W/i667JPa6ycfF5pgiSghtr0vRbNhjZyTszzRdVJiFVOjz7qtKsnNFCVNFkY+NRVV6XOpTY/ftfzrPRF1cyOY9yfqmm8I4+/4utZSS+6yNVpauIM2xypzI+3zenp04ulkPpSqgCKzkT7ovGazvbaXsWygYie/vmHqHwt1xEoMyKEZUlQ0xAKpouNW9KpVQLcrZct8D4j+LvSiK4eDnuedpWeUUpNas+EKVYohRXr8EK7L5i9LJKKeo2NwHhuianWsVItDB98hdtCVLrxe2Y+tZSfEcV1gxlcZmwFLwOXuNWIkodz8VK+47ZjKt0AYplH+Wk7qt4JkIq7y1Vldr1eLS2PLhZyIi7eMuEZmXz/AlvpYRAExwjVIRKRO15qrK80jvuK0a2kq5eZmUv7c2ltEMhKJBUCYkpRVQiPWmUgyaTssCoKzWulCHXMGm5pCtTirQhnuZTki+Fh9B3mQo3Kr+6chiVlf9F6ylw8axLj4sX9va/rFVZnU1KKFupBPwAKgFP/RcUr6xpKN1s/HeAraSzUpJaXWWRvsyEsdFkmV2nr7ZTFsVIKfNsr1+KHYTY5TMXmGaSqK4YKux55uzOl/KyUudj5faT1LerJloPnWbauNms4AybpZWa26YtWo3tLBmnZmsMnRYpNLXV/kyUVUH2Zd4CKq3pbI6RtB9jzwwV8sqMLThlzxZTit0t1y2HtmmrVQlzzaivK8ste9h09K3QoM3zxgwTsddCtVWbiN8tpV4u2wkCTTVESQg6+ndbDL/w/T1P24r7SJXrsq7rz5aZYkTAlTtfdv1uYFEKweu8ME4X6iuWLlbdA3LZ5qtkSJPKe4sl9XdR4Q116WlaV0XcDSzP4r3HkKyrZCbc34m1MU9IOFdTeBkUI4VHutrjkFULC0Bq06W6svTSvGQMf3kIAcup6JJ8yZW33OMeM7fPV6VCRKwdhLpanPwZW7VP/d/F4lNRG06hgfrsM6Nd7DWEvq9WyOnZpcEYJx48bTsWN+9/uUovK9S1nIpG2WQKs/NoVulN8pBCbpJuRc6CQGxrt9lWNbfcz7DJncrCtftvxRPxNuOW4vGHVAHzJN1DU/6LN5XIBVvpfbuh3G7SCX/NNQTKrhixS53Kn45ceB0j42z9aoTL/nga3pmSghMmHhX2d3tCAmPw0VfGYN2kdkIndPGwnEC9DgMwoNlpbJIaO2p7GbDLdTi+66brb6AwTLNeFe4oRqtRc3Qj7Gb9e241op4SSRilanwqw6/PMRKVuQPwftbYwNJuIzYKwZoXthBHWwRi8uh+aCO1bxY9HBT60aYfentR1ZXsEnSYvBSTO9dG0Y+ZmB+9AkceftsYDmYaS8/aqLiDt7hSVib8bcpP+eCd1gbKU5fFVZctdlcxkhnLL6TgLlb1kZI/XNpc7B0L2QOEqg3Qul1zEmnNfvXQaVQYXhHK49iqi6FmU/yldUNUK5Ia8FLVIo2VXylFXRUNWrdDc/PBUa/TKISJgwtnKXhcOl1rNdH0L63RsFoR8o7+mxLvTRpgXtiNZSv34hKlMfvPGkjs1smf0DfnIIVJ2IwZYtPNX/H8qFHo3+wKPl6xHDtOUJF9dVU+E8+rLIw1ZxWAqn2DrRmHDdX2xFmx8ufB+KBepKp3icAExCp2dkrw2rdsyuXUmT5g6/flHAJiqMepgbq+SUrpWZM+KfLAjuZrbwLWAvyYOR/RK7IJH9aoWVXUwolJC40Aqfz3CiFHTdtTzB3FSNyPMHzSLlbVV0rcJ7Fh4iVUM+254WwoHausL5ZPvkn5ehPi38HzBdsxLXwP6vjexL/znkf4tCChQbW8rmpCE1If/Hz4Fh5pYcXXSyZhEc2DhWArfYukZqiXGvsZm38aiqUw+iJaj76CMesmoZ14mQj91U7U60BNUJvh9KZNQnNYY880O4qRAFH58mV37gahIfDCo2gROBmj+7WR+hZJjVOFq6E3vPZuQnZJB0xeOhmdaxdJ9HcED7+t7iUmEV8F3A1Hl1BvlsdWa0uLi1xObEAutN9Qhyy7qxjJPNnZfDTdgRN6uC3E9ZFxWgOnUHEzDIlHzHlMuco97vJyCltPDhqL/c/HIzlE2zTaengJhkzZgYtVmuDV8HC85dsS9T0K8J9dlKOYch1PNDmNA0eIx7NeZkKz5fPYv2M7DucVm5x90ci3/lJj+Bkaspsro67e/8rdZ+iDx/bLznmUG4f/XB1t316MWMq9LNozE0MXHMYToxMwCO/h3W2PYNqqEK0SXs5nWOxFp75TJZrcZkVbwutZHMK2bYeEhuSNlJxJtndjkF7cHm8GPk5Ni7cJBXpKqpGXXaOAOnFB8EfKFYFyUYyEuyJnCSIW/IS/LVqMvo3pHy5sxuihyThh2lVdtwaDJ0cvROk7U1Mn6kExiB+qte4LB2vicfR5PwF9qOkwa1qZ9s4UpDABr0w/uQS2TZFyajjNuqg30hcLMT5ut9Qwjo1A/Uo6jEHsNFZK3N6IrEdMAlk4v0beH9QZ+VEfNMY5HD5xDoVC4zkqHFGvFZ571IqTx88i37MJOg2OwHizSk52Lj+j0Ooc3uQHIGV0JjDTrPSqODdBiVt6iSyEiRjI6IKxOJZ/JaRumVXts6OsXtmN6SPm4VBtf8StCFGKa9hQczwXI8JyHoSj3dTlSYDtSSzmrstBHqukZfFE3cdepH4o4zVWfjlnyOHouqaUrIx07Nx1yBF6AlngWfcxvEglnQ17qgjpdhrOlvJhQRFaeRMjVsfhbw+yB9UV8yS6ooaHg2MSECibdU1DUkmQnheG2N3UAV0gxppoNTgGCYHaS1oYUbjEJmJX80ikRHYQGoq6pxgV4sfk8eR1uIT2Y1dhRvf6dsJ47QNg4BXUxT5p2lykO80rtDSRn5OK+Su349gv15Rzafy6B2o82ATPD9DvJZ23pNlI+Ow08q8Vijia/Cye96Nu478icOpEVVU79zxG4n6wCowTsO3hyUgMf1bYDzHfyTl+qek1Y8pbmPV5IqI3ir2dGL9rQiXJVwU3wNdqmqGS4DVbDUZMAitIYQs3Ed5o8Aoil03RFEFhxXMmRm/EcXFQRnT0fl9qNh2iNJJWwyd4WD6oh0ip0bRwV0WTYUsC2kvd6Fh5sRTFSHimHPkynT237obi09ieQJEUX+fhD4+6eNSHGOy5wzhxTqYhC+q1eg6PWk/i+Nl8eDbphME6HmVbLuXdMaZcTncxWIhV4BfonGYvRE1U4pZeogIjiQPpTmM/9xSjK7unY8S8Q6jtH4cVIQ48/vZYAp3/JREL8NPfFmGxIMCwPqeTMGR5HjpELsMUbRUeZZRyk3vKwMtBHtOk0ZOR1Soaayf+VeSr0i8/J4kaG2eozgo7Ux0wJnYauj/8P+ycG4nlByTeLRwl4t99I8WqvHqs6DupE6Ox8TgJ7/LJozuib+RshOgiZpTvO3v/Fx7A3MEzsb+qn6jIS0Zg2xRKOY/Wi8hOW4TEDw/joqUhWratiUsHc3Hhlicath2MSbMCTOSF8j7DUlVkzZ2quxsZ/+sxG3HvqLAVFLRY7Ba7CNPmNIF/3AqEmBjb7ZEu//fyR6DcFCM2NWtBAUq8vQUvT9l/+ThNrReaNbMdT2vBRVy+fgtVvOqivre5JlFcXAxPz/KZQdnXYDZCMa5euErXKkpdh9mb8vrFv1Whvin14VFwAVfZYOznqa3A4tr8XcNbzXAtng3hO2oupnVvbCqgFhNdWIgu7Op+Tk7UWnAVRdVqQb/1rszFyU/dE4+Z7kvxVVwQCMoTtRpQFTEnkSi+KtKhZ60GUBUBMr5NnpOCEm94Ozuw3e/TOboK1Cr1Y6VPvtx4hdzAttc8LH+7rYE+HUF4YfNoDN3ggaHxc/HG42U/J46+p/17MQoKLPC2w09dG8vO0xJN6fm2ws8MfEvmkaXRoFR16pZzfC9fvExswh7R4cXL13Grihfq1i8b5uXHl929G1RYCFcDW5MHCqR7RrwaHJzLUjfalbuBDCw75yJy+QHBAOhRuzV6T4q2IziXF+3R+q8WoVqtsu0jCTA63uTc/MpX7nH3xBWjuNiTZB9TyUEsqsPOihm9KzxflCkcsQIbvTt3Rzh9/9M8rqJW6fdHqfCoz4Fza5GHK68zbLZW+W60L7fK83Ztzu5SCn/PMQLlqhg5/hx/4q5AgIWzjPgMT0TNQCAFAZ9MY2V1b6BbgkkSaEUvuDLNpaLXysevnAgIFTHPoK+d8vSOJi14UAvlmHhHT/O/cwQqLwJCWOCCy3jz3cl4qe5lfDl/Ktb8p5kup6zyzp/PjCPAEeAIcMWI04DLCLBiFhMLIlQ1+sWk8K9ekDtfuzyk2y9Uprm4vQj+4p2NgNR7Ir92C7R58kFUc3E1F49/hR+veKB2izZ48kHn3m7lPwsDnU4qc3FC/HGOgJsIfBXTBzvap1Nzcik+QGpHQRU3tL2j3Byfv8YR4AhwBCoaAa4YVTTCd+H4xhr9Ul5QY7OcoYoFoDLNpWJXykevvAiISbSbzzuTUFk+q9Dk95TPkHwUjkCZEdg11R9H+6v6I0l5Q+d0eZRl/hAfgCPAEeAIVBACXDGqIGDv6mEpXKLP6nqYJ1WGk0tV1whSdVK/XQBUprncrjXz71Q+BCgR/sDm7dh16sptmRv3GN0WmPlHXESAefBDqKmu2EpCKmCQcAy+s8ybfbs4PH+cI8AR4AhUOAJcMapwiO/GD4ilkuO/fwCPNS7GuZ8uw2qnhHbFr74yzaXiV8u/wBHgCHAEKi0CUt+fbYWPoYl3Hs5ShbyqpmXfK+0K+MQ4AhyBexwBrhjd4wTg/vLzkbvlfWzJvYLqDTuif9CrMPSjdH9wF9+sTHNxcer8cY4AR4AjcDchQGXgv1ibhqy8G6jj4483lT5Ld9Mi+Vo4AhyBuxUBrhjdrTvL18UR4AhwBDgCHAGOAEeAI8AR4Ag4jQBXjJyGij/IEeAIcAQ4AhwBjgBHgCPAEeAI3K0IcMXobt1Zvi6OAEeAI8AR4AhwBDgCHAGOAEfAaQS4YuQ0VPxBjgBHgCPAEeAIcAQ4AhwBjgBH4G5FgCtGd+vO8nVxBDgCHAGOAEeAI8AR4AhwBDgCTiPAFSOnoeIPcgQ4AhwBjgBHgCPAEeAIcAQ4AncrAlwxult3lq+LI8AR4AhwBDgCHAGOAEeAI8ARcBoBrhg5DRV/kCPAEeAIcAQ4AhwBjgBHgCPAEbhbEeCK0d26s3xdHAGOAEeAI8AR4AhwBDgCHAGOgNMIcMXIaaice/CbxYFYsL8YD/dZiGWDmtpeOrMBYZsaY9mUl5wbiD/FEeAIcAQ4AhwBjgBHgCPAEeAI3DYEuGIkQF2M/327DVu25eIKqqOhXyCGd26M+9zYhq9iemJGVhEe7LsMaaNaKSPkbxmDET8HIz28rRuj8lc4AhwBjgBHgCPAEYD1Io5s/QDpuVcIDLqv2/8N/bq2QX13LuwywFl8+nOkbNmHvBs0SJ3m6NIzAB2aeToY0YqCH7OQ9pH4Xh2f/hjS3we13Z1HJcHC3enz9zgClREBrhhZz2Fr5DisPvwbSpQdsqBZ0FokBTZyec+s+2aj7+x9KPJqgxHxsejfzIKCw2mYPDMDDSelI+qF28y9XV4Bf4EjwBHgCHAEOAKVEIH8XZgeHI/sG554wOMmrhXeFCZpaeSPxckhaHVbrlcrjiePRPjmn1Hl/hpA4e8oFoQHL7SPWId3u9hTc/KRsyQC0TvOQpy1+PPym4X0qBdcN8RWCiwqIY3wKXEEyojAPa8YHV8xCFFnemFOVG/8P++b+HHrLEx57zB+eygAa1KC0dRlgPOxL2YUYrIuaRSten5RWBnV0X3LkMvz4C9wBDgCHAGOAEfgbkHgPNJCxuLQK3GI7d8MA5IuHwAAIABJREFUzDdTnLsSIRMycJ4Uk6aDUrBmqOvGTFfRsX4Vg4DV1RERNxa+zE1FXpud0SOQcPA6UK0jojOi0dFEQSv8ZwT6ZzyCyBnD8VxjD1w8sArTY3bg7C1fRH4yBy+7NJHKgYVLU+YPcwTuEATuecUIVius992nstZYkbNgACL3PY1Z26Pwglsbydzl/0Lmnn04hebo+HI3PPe4t+sWIbe+zV/iCHAEOAIcAY7AXYbAzxsxblEVRCQEwKb+WLFrag/EHSTNqH0EPnu3S4Uv+kDcUHzdYS0mqqM/TiZhcGg6fsFD8E9cj5AWZtMgWcNKsoZKaWIh9v3X3ETQhiQENnBh6pUECxdmzB/lCNwxCPz5ilHxVVy4WiwB5olaDWoJliDlp/q7Z60GqOUohLccoD++MhDjTgYgPb4XvM3Gq4RzLodl8yE4AhwBjgBHgCNwRyFwMmkwQtN/uW2KkTk4uzD1tTgcLFUxMr5p3TkJ3VIbIWHzO2hdDqhXDizKYSF8CI7An4hA+SlG5E7OTluE1Vu/R15JNXhX/QMFv9+CZ+On0O/tCQj0ra/1mOTnIGn2Auw8fQseHoTAzUIxXthSE027jcG7b96PnYuW4cPvL6NqDQuKrhVSXK4HGnQYg9hp3dFY7aqmb3+xcCIWZeVJsb4eqN26N8KnDhdd3abGG3G+iR8eRp4YIAx41EaLTs+genYuWsxbh1H6gOXynLOjTbfuwdzQ0/BfEwxbCQdHL5X29zPYEDYR//gfjBXz6LXi09sROzcZ35xjONPP4omGviGYEdkTzSyE1dp3Eb/tKPLFP8KzoS9CZkSipybZtBBfzBiE1AemIiG8XRnCBsVY7DnHX8HyxIForFqW9dxOzJ2RpMzT4tkQbd8Iw+ShZt8rxuntCYhL24+fLhdTaKMHatxfBcVFFjR8qh/enhBonz6KT2N7QhzS9v+E3yzeqAGiz+IqqPvYiwiMGK9btzRBoo8lEdH41GMwklTz/nKeP5blaHEvzI7FW3GFGLJqBrrbodEzG8IwUdwwLFw2yI2wTmletJbPU1bjg8+O4RfhHNl+HjUa46nub+LtoFdhL2+Y0UZC3HrsPZkvvcv2vy3eCDU518xyOnY36vWehOiQstCAnpYZTUzBzMzTwhln++43YSEmdtbxFTtHoDg3FVNmbcZRkYCF931DZiCypxiSY/Zzad3KAKWfs7Kc4PJ4V6ZFtAtDur5CpkQn67dreWLr10MRPrqzludqJmPFxSNbsXblVuz/6bLEg0WMbWeT9i91Ppap+K1H7Rbo1ONl1P5PJnZ+fw5Sugi9VxdP9hyHqcN9xYR6Olep8+kuOKzm76/jjafzkfnRNzgnv8jON7tvhr+DAR0e1uwrExjH7q6H3pOiEdLO7VR3O1tA689Ow6LVW/G9zD8lGrOtn/GiWMxKyhbvG8Zf276BsMlDoZ+OwItnJSE7j/Esdi21Ru/wqRhOdyiI/y18N8V2FunOah0wA/OG+til4/KgGxt5U3XVif/A//Aw+ixcBnXhVVbE6PTnKVj9wU4NDuxdjxoPosnzvTFiaG8887D5ibMW/IjM5fHY9PVZ/KrsqXgX3d+wBV7qOhxv9jMWWXBfGRD3ZG6yjYbUfMFyMRtr343HtqMS3xPkgyBMnaiTPwRwSlOMpHto/V6clPiPuP+v4dFfvkBx/3VY0N1Ik1b6ftqi1dgqnQ2L5/3wvFWIkpqP4cXACIw34V3uY2GPSr7EPP9loOuLWEY6XC2q6x4PpY8JRSXWYuVW+e4WuDY86z6JnuPEs3CfJI8p+6OWWQQSs3cu6+KxFwMRMZ5kG4UUaf+6LsV531GYq5cvXTlArsrBroyterZUPi6vO/FDHJZ4CKO3UmUXaWyR5hJVvJbxH+LTg83pzc3pV/rXykcxyt+HmFExyLr2CHpEx2I0Ee3vu6ZiWHweukwfAcsHS/B9pwSsCJAc4JQ0OHXYWvzeuTt6dOwCv2fYJcaIeCkiZmYK8cIWiwce6hKNuLHS5Vj8P2yfFYqlFMfrRS7zdeQyF1mJFV/F+GPGwUboETwcvXyAg6nxSDlwATc9miAgfhWCDQqOlMD5G4nKJBi2bNsYD6AIvx47IjIuSyP4L05GiPq9cp2zE3RxOB4BW1ojjdZZPvmkJ5E0OBTMsPaQfyLWq3z9+bumIzg+G7/RLjRs9Syaeubh6L/PgOAhKLqhb8O9yLzWGcHDe6F97Xwc3ZeB5A+ycYkCGgw4sWIWk8bh4ydikBzSyo25U2JrUjAmHnwe81eEwEd1h1qPJyF4XDrRhwU1m/4FrRsCeUf/jTM0US1NMHwLsGfmUMSfbIP+A9qh+qlPsSnzOEqaB2He/Ofx4/worDjkBX8T+rAeT8M7U1JwytKWlJe5QgENNqdxmQ0xOvp5fBO/Hl6jPsAUdSiFnAh7nUIpdLSza+prFOqhx53ofWc0RqwGRq17F2b5usol95A/EteHwDQ6wwEp5e+LwaiYffijsS+6dOmI9u1aoxHlC+PySRzM2Ydt27IE/Cz1XkH0mil4QeMilZOMWbIwGRtatMGTD1YDrp3BoeNMSPVAE/84rAhRCWXHV2HQuI9wgWjHuCdO0L3pIyJNhO+6H68PeB3Nb+Rg06YDuHDTUbKzNNj5NIQMX4/f2r+JMQNfR+28TUhMzMTx34CavuFIniPzEvnjbqxbmbf9c+bu6svzPZkW9WFH1nNbETluNQ6zQ2/ys9TzQ9TKKHQ0yG9STuWBEjz211fwcrtGqH7jPHL27MY3kiLt1X4E3sQHWPOtBU19u6ALe+bKKez85w78yAqLebZGcMIU+NW8jJOfbkGisLd0ITcJQHzso3h/RBwOe/vg9S6vonkd4EruP5Dx+Vk64VXR6q1VSBj4MIounkD2B4lIpDP+G+MPbd/G4th+ijJ3fNUgjPvoAikadmiG7qvXxEPq4lnLx67pwYinVxv/pRM6dmyOOob1j8c7DT7A2ktdEEr01wIn8emWRGxid5RXSwTNW4JA6a4ReFx4FhoHReCtl6rh1KYVWL7jBOjWQ3v/Tsjb/i2aDgnHUPa3f6zD2ozDuETrbeS/2E1+6yJ12QsZK85F0ugIZOQ3gm+XLmjX2gftW9SlwQtx/mgODn62A9sFxdYLLYPmYUmg9m7I3zcPYbF78UeTv+KVl3V8Kvco9m/bhkNEFJaavghPnqPhl+4pA9K+ZRMTIAW+1bNN4Zl3FP8+w4owEZ7d+qLh3kxc6xyM4b3ao9qpf2Dd2gwcvkR/NS30YEcxsh5H8shwbD5LcyeF/zGfJyCy0EM4LgitdujxZArdddtR/bUBeL35DeRs2oQDlx6AX9RSvO2xFTPnZeCXNkbe5R4WpdGAvC7mkPuMCks4Sy9l4KGSPHmg5DH89ZWX0a5Rddw4n4M9u7+RFEvCLHQILO8n46dWvdH7RZIrz+/HDtmg49UeEesiUH3lKMR+XRVP9eyB19q3Q2u6+C6f3It927dh2yHd2Sv8FJH+C5EjiH9uFvJwVQ52FkqT5+zxcbIiiTnu+35Hg7Y90YOwYbz2892fKfRmdv7YJxQ5kPiJZ8NWeLbpA0DRrzh25CQZxImn+o7Fqhndb3v1xzLA5Par5aAYnURy0BhsPl8ffZfJXpavENNzBs74S8mQ1n2YHbgXr25mOTtW7JvdFzHHmuK5R4sEAbykfSQ2zHlZCFs7HO+PiMxr5kmMBVsxrm8iclEHPRI24x3me75AQs/Qvei0lmJ0lcBjUZAal34eJfqLjhhVUvA4UhC80PatOMyVkjhB/572ThR2XKuK/AtUOEE4XLLAWs5zdmK7CraOwzTMxeJ+psF8Toygf8SOwJZPmA5MxPGHumFuQrhivbQeX4lhYcR82TAP9cWydaM0FX9YAqr/jCxcbzoIKWuGqmK+6XnCcuWwKfjfsA2Y87Jr8y/YMx2DkmpjZlo42mo0QpZsOhwpp0toOsuwjkqhC39m3sL5YzE/qwDPRGwkxi197+gSvLmwGqJVlYryCdOBibmoLyiGdSk2fRjiznXTCkIFezB9UCyyS57G+PcXQDDkMRobtAmNojMQzbJqz6dixOz7MDcpEEJYuExT5wGf0I20Z1rp0VwxEveHzSlwbyekLe5n8LCVVTES9mj2j+g0Mw5j9R5bmTyK6WwGzMY+yhs2Ksxk3CBh8Y8mPRAdO1rxrgnK1uJjsJRcwIXrxgqOzOq0InI2dpy1oKOMmRsUq7xS8DHCB+3Hq+uk/RAgl+izTg+HYSishP4CRGorPwmGDgp9uV6NLnwV3QgXhHvrFud7BypGVuLX/jOQdZ155IMQPvQlSXk+gk2JicgkDZKpS5ZmQVhLNK/O72B8Nur7zpgdP1RjxBAvWhFHIi3i5z4YsXIh+kuufva3sG1PILTPz1i+KAv5xKflqmLWi1swcfAa5NIFzaIJ6nZdhOSxkvLNztrIaPzc+x08/NEcZJxn+2erBKZOxtcb0C5mr0DkbEp2t5gkyB/ZiBnpx4F6nTAq7BXxXDv80T2zchjGffO0hnfKr6nXb/EJxUbNGVfdUXW6kVeb8bsCfBw+CPtfVXsQrHQnknU7k2mQRlq18WnVnehw3mV4wFQxysfWcYH4sH4Elk5sD9zwQH2TmPd8ChsbkvAdiiwtEZy6AgEyyCeTETR2P56anYCxrSg/16O+Scg8+8ZAJOaSYkKG0R0qg6E7yoB4FxzHQ93mqqIbxP0MyxBuPe09o+HzpM742mQWEU0zxYiUL3bHHPwDTXpEI3a0ZOSVhNfFxywouXAB1w2GWEYHQ5HdNdlW4c56GPHkJcosJLlk47t4+WdmJNyBhuFa3uUOFqVTg3uKkds8VLhLo/B959mIN3hBZTwFjoKmA5KROLyJzfhanIMFQyLxGR0VCzEOr7ZjsGq2mSCv2me1/EIe8y3TIvAeVShu7HIhD1fl4DKcQUZtkrFVb+A6nxaCEVsfxBhDJIpkiE1g/NhikFNko/MvXrIxWLRIC0biqB24VjUfF8go4HYFxbIt97a/XWbFqODjcPgvOwKPjtHIiO4oEqmkwFQdn0kuYvYvdKj9t6B1OikaguAwAyVRaRSqJiocs/e1QcRn7G/CjpdiuTMeUqZA+Od01zBKcUclRnKlmkY4Y4QzPOUCCdHqsprswAXjg3qRxCSb4wuJAduIoHzn7MwufxUzAof/voYwcuZpZ54xF9iOLgnA+C+aq5RAeawLpIiQ0nOa/t80qZWUn8AwZPzaCAFryLrVVDsHQShf4o25LsVOH8WSgEhcGyMpIOohBeUkBafhg9CMxdDqi9LaagRhg6SsHF85GO+3YHus0q5kxbqRVHGQKThB6Wg6azuVURc/JuCx44q2whF57/wjDuHlZYxmJfoOvYgxkhfHkQJTmmJEWhZSR4zE2SHGNTsat/RdZ5iMx6mB75uGaajflednocv+EzJQiOdHFJb31dJazwQGGvUDei1egF6Xl1JYYSauWNogLD0evdQ6sPx+G9WYzpCpyTNW4gmBR/tjs6YHGBMeKETxiDe6xaXDfnswxnsWwWueMSFaVpRL1JdjWdd9BypG51NHUPL3RTulhouRuzIEEzLIyESCuUbRZUJy1HVMMBgxjDzkgW5xth5uzBgz+gyC3heNH7LAXIOeSaONZCdWPodkalCdd/ICTx+JzzsuEwVGWbktomc2Ek+Q7BE2hcQLfrO0LRJEg84+tIn8hIw2bhKksrzNGD3sa7y0ZABufJSJ/+QXoeGLIRiphDjZeKje6CBxG+J340HsRuQ3f/8XxgURLumEi3pqZAQIJCPVr6b5K/IdWoRqVPZ5u8zIyrg0u6+bKUZkhAqYU4g+XfKQ/iHz2LHwm3YIXjQH/dQx78q76jtDnP/7td5G6+8TyZjCQl1JQX8lkpqha6u4KvyQlMwMUjJlduO6MsDumfH4ork68kRasXLPmHtIrHQXCDyPApsHpayBrQieUTGSaa2WxpsnKsRRP/TC4gW9cHmpqPRqjA7WnZg07Bze1kUJiEbjAvgKtCvt+/kByp3HVuA6Fo4IxQ3FqAw8lM0/6voEhQ8YZqfsj3mRC1keJfNpKUUwaFThTiePIEjRlGVP4WOSAbbY36WqxK7LwY5wL/3vpooRMyD2/yeeXaN2EqjHUSmEmjtbWvOFZ7RyIOOvwR+gXmQCwpt/IRjQc0tukwGmbPCU+e0yKkYFZMXpS1acanQB2YRLIYxp+iDEHqHwtkA/YO8m7K01GqmCV4hdFqNxfsQmTGpXJAo3P3a0VYArRTEyY0rsIC2vn2jqWZG9T7ZLWbyo1lfXWu8K6JuDdrbDOtmiJx8aCx2aHaSw3Ve+c3a8a+x7S1A/SVIW9S+o8l8uS/HqdZ98DSHho9FZk3ylftFMMWJCYwSO9TQvc2rfXSuOK//d3MUuCuaXQtV04WDlDPe5wDS9YCByfLHqj51QFyY894gDwgUmZ8XOScHIG6VT2M6QZXLEZpxXxhCVuz3PykKbiEfmtWa6KkGiNSi9uD3eDHwcpzdtwRm/xUgJZsFtNlybBW2g3ldGW3PpihFzSIVgaO7fDco9U/r7kofL9fAeifHHWjDTkWKqGBAsaEMx5PGydkMCZM8Z36NzXBopHbJyydYahesT5H+Tzz+o75dx7YLA/Xk7F0OTjDTCzvjqxsyKrg0qZbgNIs29UcAa2oumdoiLmLv/UfQ3oynFA60Svsu8bhsm5sKw49Pv1BOqWHYxx4bl1/wVgRPeQX8f+zk0xjMt0u+Ox1WGLf0ErGSJHUCWWHLkq5Xnr2L6IL3NBhvNmEzcSPss9HkwdrRfY/PuQhRUd1xTKdjyPaAWXJgXOLkxVqg8L7Jy+0CPBGwWQghE4SZ1BBlJztB8dd4F+W+ft9OGEzuFue4h4Xx+VhVP/3oO/9elG1qczETG4Xx4vRKNzVPEvjSOzr4iyJI3bsP4awh/v4UQPq35Oah4JiTwkycGD5DnyYzO7SxOzP9IU/LChNyu10JKzyczmcuZ5CCM2HYZXnW7ISZpFOEgldCurw5LtBfFwXhwBHaR57lpQDzmv/Egjq0egynktWmi7iWoeAOMHmqXlQHhfj+GnhrFRgbJkSIgGwT1PM+oGAnN3smbKnoDpfH1xgSFB6kEeVKEB6e1wnqd5r5nelfEZpcoIW3ivv+hMRQ6wiI/JwmzF27HMZZzy/JOnuyJcaXlYiueMBdC6dzmoWSM65OONht0RjYN/ToocmGgTznPaDtOFtdH8xYPknmnSAnBN3rBySYo9KIsQphGYSqNQ7gjB0vjlRsfF+WIsRdC7SuV7JMseqsvRYgUqehXUDbXo7om2qWAeNcg7Gy3TomAkeXp22KAcYchl+M7ZVSMZKHQzGtACYcHNmP7rjwq7d8fQa/akpytx5MxcvJ2XLWUUIGG+7TeG7niWxUv1K0vl7hmxL2W4mrTcYIYaM0Ok5A6Uwy9K5VcZcFS8XiwQxUP0nZUngR2iYbj6jtSaJ4woBgKmFX0IIUHil6C2zVncT30/ZAjCEgyyStRQoCYINQSbesX44fcnyAqSCY5PwpAZooRwyMVj8ieEB2YZVOMaBV0MayoTVZgnduLJdn+K+sHCiiojibPvYQ2UvEB4YI90R+ZC7obc5McKEai4rQfLwqlUtla38Nj67WKpag8HUQJE0Ikz5KwRshlXiWmazHpK8GSQT/Zin8eLEIz/zfRr42c9C8z6gfsei4cCUeCl3R1PaNQQ2GFXWOzjeGgTjAAxiTDrw3D+JvrpIIFdG5a9aVQohAhXDLv0A58vv9z7P7sOCWDV6FQj9mIe8dWLEG4YPe/qFFq2IXhn9EWG1TVGmXlBE+PN+4bE0AWeWGeS/lR+cjdkoTl23JwUSpWeauogMJvqAAGK9Ki/kkFW1hSsne1KsJfPOu3Rpeho43FXkwxkxVhm1BSHuuWBRhHipG9c+Bwe1Whm551H4PPE564ePiEVISg9Lwr45lm9LsMXhrDlnEGgpCXRbepYlRg2KXgkVmd8N2sZOSw3EyPBugwJhbTujdWzq+R9om3BXyOTmnaXi+sEmhYxq8U4pEhGrlMFKOvYgLwRefNindXmKUsWOqUAoUuq/kZ2i6wC36R1zxNnqVDzE0ekIVQW/8cOdyriWJYcerss9wmxnPCSxCb5WcsOe2oFLTiUdJbv+2vSvGqedRA45ZtUb/4B+RKhTNKzbEwmYuIA/M42u5VUYiCwBPfrrEVy0kBy6L8HdTzxdgFVHBGMeBJ/FO9f1b6N7JyHRR6CQ7A1bSFWLE1m3Ihq5TuSXK2XDejrdRHsCyNwsMNEDlSjGzKrlZA1Avs4n27/0W1As68PP7IaKs2Jti8ik/LETY0v8E/vaWjT/n+VhmhNXeeuJDSFCPFsMyKSLRpiMJcxvuFZFCTiBEZGMd46CF0m4ey+yLlEczq9B1mJecIhZ48GnTAmNhpRnqx5xHS02cReTPH7yAPH+W29aB8MUqSzGM5b6fITVvHB/2H9IfBjiTwlBx0d1oxck8OVofgl52PM+UsCGd6T4Fl00xknmaKb0206huJ2ZoiSMxo3A3MjqJEArHzIIjFzAkg7SaLpgm/infUhlVB4c1C0YOUWmF6dtzhopXznQpUjGjB1gJcvHwdHmZltkkB+vGbfcj57084e+IybtjBp+jXk/jx3GX8Tge49ApkxgGUy1GjGK1HE3WfAaYtj75AjF0dvmBTIjTekNswZ+Wyf9cbiw2ZjlL40OnmGBQTj6FyZQJ1gzm7ORf2FCMdHioYy6oYCQJiSbjmoheTi7fj/1r6oEYeFbv4rTo6TErFTMpFEhjq2cHmvSicUoxOYWAm5aHcZ6YY2WLU1Y0AhTWeky2bpShGDBdBab9JltH68FacF47LtDolHMVbjE3+Sg0fLJ2hMCwXn3oYl683wvDRvVDn6HuIey8b+U3EPJH/jxSjb3NPYd++vULCMWlNGDh7oUJTZnvBhOMtT7IcKpVJorTQV7Zns4AZTitGUiGVLEo1bzMC70Z2R0syjpyhtbz32Hpj4q/8beF8v4wCSsDfGTsVa44wnl9aB3oZO9kAolOMdDTo6roVvqML+VHvWGnnwNFVIYSZZVaB3+SlmKxU5VOFvJmFNkqDmitG9nmAPBeNZ0MwKhDdB34Oq8c5eHanQgGtr+DjFctBdQI04WsG2mde28V1sFwVCsW+IXs9FO++QTE6Q17blWiYzM63GiFZudWF2Jp5nKTX2FpmYUY5KUYFeC02g6IftIKpfG84dfZlxWjVE8jY1JhCyF7SkoAjxUj5u5OKEQu5oUpjp5sPQowqN8x6cSeiRyRQ3h3JjBoPnGo69jxGmy9rokZkemE4TG2aibStWTj8LStuBKoYG4jZcYFSzqrkgami9i5Je1qd/VsgbmWmYWsWCbOsIFCV2mgXvAhz+tmUb0deEqPuQ4Lg+iZ2PNmOFQF5T51RjM4OVhcsYPxmC55kYZ8aFqorzmOiGClKjbqBrLQXjVVFEUrDQriPj6jCpYRcYAqHp5SqaupUCA1gjvEwVYzc4aEsZPpzKzzOeaJ7xFtofeVjrFi+AydAxo10yk8Xzr1rHqNXdkul3F0qqsK+kQW/clGM7MvB5cvHmcyzGKcevozrjYZjdK86OPpeHN7Lztd6Xmk6OQvIQPpZgVYx0p0HdoeNJu9TujpG3VU+4+giq8R/L6NiJLsQjdZyscLFIVi9qQRW0f/hqbHJmKOU3iK3etp4RK2neGRidC3kakZ2gCqp6omqV6/gjxpe8G74LF4UqtiJv4ITWfjB2w/PUoUy/c8YSscYUyLqJajyDUyFN1mJUK+r/ObskB5oTuM+fg6LDYkToser0CTBXygIQOFMZ+zG1popRqWHu5VNMRK/99nTqtwCIexsFuWXyUU68sl6MQQJZ18VEui9mcfoy+fNLyw5vFHOD9KDyKwZifWQIAjhRsVIsZB6qZmsZP1TFCM7QhaF5h1PHolwKulXzbsq/iiqQ6Vq5WqHsnANcprIOXXayTkSjgQ6/b6rSUyzvGe6MDeHBCRZDnc8runCLuZtFOrCXlUhLhZbroYg3FN4n7phIltHlp+uMpEsgJopAWzPqLJiutOljKjwRVcqfMHCp1TWK3bZmylGcqjhg1SMQ/FKyh4E5SLMwyEqzPGEX0ujh9kklK5c1i1fIHYVlNLPQen9TESa2EPnSs7HUchBFSZhr4KU8Uwz+l2B2mTRLy2fUfbo2MKSRQHlojpJWRK4j5DyrfHIqisyMmzeewzrdTQhK0aKsGlQbMy9wIAc2qQLf5XfNwkvY+dtS+t0FypsmR842QP9lOrci541T8V77OjsK+Gy9viaE2ed4tZFz7IhX8LOy4KFuFCTlyU/KeabnbEfvmsvx4is8lWVaqdyKKM+JNlmnFIncX8zrw+idte35exI37jYhkrKq7zTtqqk2jwHlxUjNv74Swg1beDuSBFwNpRO9ATl/l3NL80FbplG1N5SjcdI5SFupg4vdFExYt9JfUTFK2nTFSOOXcXBER5GGnObhwpn9qImd0vO3WmihGq7phgNt8qVbL3waIdu6MoqYtKUb9y4gep1WuG5l4zl3wUvtCqH2PERdEcOLm8+bhYSLYUoF2q95jK9KbxcIzuJqzU1Hsln38WQXcf4Vb4nyqgYsQJdIiPVWJgkV/jFgVLuSj4lE478Dn2EqnT0Y8mazL2pEsSM0BTjfwc2Ycla1huiGNVbdcOA9jfwydbduPz/bEmTQrJe0WRVfLk0kiIkWFQufrFL9s526TartxmTlF35JSorZDnO2SEZmLrS2VuMKdiz7soMwyIlZ+q/Yl58ge3fyLNDbIUzVK85Uozk8Bqz/BKWtzUw7gjaa6qS0RwH/4S31B4EgRnSJc0KKpxhdPEVntPktYgTkhm4pkCAaq5M2Im1zJToQCtEsVLEk8IScaTIGGqo9RjJicw3tfk2AkPYgceltQiVoBJbzzFgAAAgAElEQVQewELBcm7rvG7RXeTy9EyLG8h/ZGdjSALOvqrOkbAtTCwWchqaAgEOCQgQwhL1SqYkLBpDvGSFkFXVk0KZ2JqnUGK9ypPK1vGRjzaXSBZKNMn10vyY0DfhRqRp3pXpEq5QMntAMk7oXPX2LPxyMrI6hMdmUZSt50RzXT+Br744BE3AVAgsh3UrCbxUQVHtnbSt2cE5KDVGWDzHWku0PLLtjNvLuzKeaSn5vckqrLFlkuu2RxZ01QKpqMSWhKsFP/n7Ns+FQTFgQoehwICtgIDCSwyKERM0x+JSmDrkmaYpK7e6kDnZKGb0fDAhZgJuRFKCsnOl5+yfNik/b1f1bpgZNxqtz6/FmClUyZNCwJanBAvl9UtXjMqncIJSqEIVIlwqi2DY2vOYyLibhROLEpOY66kxwEk5xQcpT8iPSnVfzhJyrR4yKSGu5EOpBXEpPPxbS1P4dWqOU3uphYBJ2wN1Pqeavl1WjEopeGPjH3ZyahQ5QF9wxiiws3lNoUICNqs7e+Yj+GxQ056JEVZz/1P/r/jxmJZ5HtU0bUpse+Gsx+ibxYFY4z0da4JtAYQKD7SrmLuuGAk04s7dISj4JVKesETBMr1pon5KaaRrQp9CyPLWndjFwufox6KQjp/9VeibZqF1y2dVOTNk0Bv8T1+sd6GQietycHnzceZRH4Evn9fmTor8R12IwiQkU5B3d6Jdus2TyWh3/KVQTTEXJRWhlEgIJ0STO+KRMitGcvWqrCKyDskls6XLiqRdUQFhybuB/z97Vx5XVbX9vx8JwaFy1hxyzOiJZoXvUaZZmYVPM30kKg6YKOEsgooojgiKghMgigoqKkTwTJ8WlpJzQWUJRYZTBr8MFTUUqIuf39pnPveeCxe4Kui574/3Sc45e+/v3nvttdZe67v2wClhCRgRkOSl0IpVpHpF3+6Jxpp4CoJ8jopwTmuKT8ceQ69P+XyRgsTJGLqpUGZCY9Zu8E14i9TKHOwUVrKW6Lr30h2x0Q0BdyUd0RhhIsU0tyjoFmaCTLMsKqOkHUseK6v2ubylYdYwYgosx05gysIl3Rhps8SZpRHmGGSi0FCjoG15hpHEAGNE2c2KafoE7MC5BsZCh5Sp946hX5KcX8DPZ10KDWIhMjw7yvZbvdQ1U6QrfzM3J6xOzaQs/GcHrRFOqZQNozcURpHLUmJXMaqmqDaMmLbMat4Q+x1TtMTre+626gReEdnPChIxecYt+JLy045ekUlB6hFrVwJReisLGMrKKiRaXmEBUO2PSK+ZFMrgoOm95Z5SjF2LCtzsUmIHuO8FuCnYukQFytSQ1TCMKAMsefpYZP4niaco585hCks49IKcTCzRPGsx1TCD0RMXPoilnK/yFrz4d/H2Tcn4JBie5yguWhnvLDo+/jZSUNjcDN2EnyVFmffcfvq8guKdwZq/F3M/WIvvqNivygtb5XHzY5FolDWdP+Xtg7Lw4r2TR3oLslX5qMIZxDNXmX5Hc0+zNT/1IsYwx5VG0TTxtpU8LlJZBUaww4hz4luHyDdX4o2RreyhNDUM2HtDcejVeCmpV74JUMy7Rigc58TJIgYzykEUa9iJVNaqUCBpbajZ6viJIXnvSc6Z2MrVBTNGlNHZzgjYTjWx+PpPrM7OVAVVbpmGkVAqIavUPIMWu6nb0CLafNkGwbHC1rGKPKWsJVQGyU25irLZsD6+gG/k3hyqh/cEHMfM0yyeLBkxRjcUYjHTvTksrNcRY+YZFw9nA5LllFKGVdwwYqSbxE4Y1RAhRmUoyjaMxBsvEOHLeoF8RwRa4yaDze/YTPxHOu9MbwmkshfKEHjp/G8sG0VdvbFuhVyXSxDInJFqqWFksiQk4p0yQicrQ75QWRnKyY94tA6RCX8ktjeJcbFiN0Zmz55LmzHWczd+04iwyYn2oAgFRpVegQqS4llosR5sfTnOznffC26KsgDCjdF1xc2tYNjfVJVe4EsCRDQOk5xjnBFEt8oTJP1BLJcCy+WMpcd+NXyu6oYRpwQQmYJPAn6r0x0TVgcTRWcxV1xzxelnMSl8JLBlGfa0nocNQsFPnvXjKHGD2KBJ98EY8hpfhOroyZOUAHoLDZy9scDXBc+wRA7OyEpA49mrMasXsH/+BER+11LBGiYo01fboM+gQXCsQ8UFU1NxiivUppWIzLxbY/BJ1w1YOZQl0At1IlINcHAZht44whUCvUW0hC6Kmwvr9rmclcBibXNGm5AWiMrpjHPDFcoBd9pLtS5M62WIbWnfGPFKnEzBrKRXLc8wkoxiRojBbvTebonrx4RCfvaksEYSu4wqxJHlkLhhXbEH5k/+J+rk/Bcrydg410ERMiGSS/zVHC/RfL7aSihux4r7aXl3uKJqq3F7rKLmA2cYbcQTk1rhC1a35G4rDF4VjYnKarECLCaGEf27WOisqPUAioWfRmQFOXQITsVuwwAELXgeGSujcGmQQBnMa1ty3SybJnCeNB8z+/2DCl3+iFSirI29/Szanj+OMxS7X+/pNzFksCPqUEG6PXu+sahIqaQ4QuF8KFeYCPuipDd8Zw1Ho4xIBO08TetaUD4fy8bpu+3h+Pgf+GrjfCwhj2SpPV8jQywFBVZfJPA6Jm+dBSdm6wmK3NkmPTFsWAdi56Oig2xeTGq00LPskJtACujOaSg7NEw9EFHJqdd5JBYu/w+afx+JWSFX4dD1HDJtPLB4dj88RRXP40MoRPNssaCgAFmnW6Btu5/xccAS7DhLOUp0kCaRx48dbbzycRz1X+KLARad+xypn2VxRUQ1E82rMm5pOPKaIMvLpP5PufugjPnlbmO3t0aokVIn0Y8bG+CKb5nb01xdoU+dEGykfBVkhGHGvAMcG6RYZ0j8HI9rOjqMCsQUp+tIDAvD50S3rDRStAwD3mhMRe03h1Dx6PNCsV7mw5LnTIt8QZQ36Y3ZHuqIoi+T6WaCas7ZKPeFKAtLNPPMmKI1gRLbd0oMdsJoKlXHSESiBDeu3CB3nB0aNG8ghXmbn0Kq1fNLMhbN2UIFdUnJLqs4K1uLs7/Dy34LMc6oFlnJ/x3ESp9VSGP1RYxvE8qUD3wItQmVv4Kh0qwTprx8J3PtUr7xLweWIzCCCoOzgrQmhkXZAq3kBi9LI04Zz3dlKaqVtNlKg8PcDYm8n01ubriuayvsOXRzH3h9MrZSEhovQln9pLNo0nMYhnUQ175RXRlmGGW/gYGXo7iaOvY9ZmCTVj2eCobSqRBW5iXXI+KPHeS01ryprsSNEaeoVObsEHJM0ztgVOAUOF1PRFjY57j0t7JMQMUMo8F3z+B2s85or6qrRcRgu2Zj2pYsIvUxvvkjY2IEETdtLIsZT3utVlQPtrocFwqZl/T2xazhjZARGYSdtH6kaBOphqdpEXqw+o1jPkHXDVRrjpFhibfhBge4DOvNMUtz9ezKOFvKVUlq0ANWMYw41ZCKOsavisJHp/Nh05LY0p64ivSsK7hLVaW7j5qFRW5CgT4OHPIuRVPBsxS+5gH3Y+w43YZg3LRh6PmU0uOurKDMPYi2ROu5ga6DJXuePO9xvoHYJRQiZE/ZUDL5YCoy6WV0Q8C1JRQR+/nd1VjBkjgNl5HsPx0b2SLiXm5ilNh8D/pc1iJh3tKPnjUtnCr13RfZ721D+HtUBp7DkkrBJrHq6Jb9tNiyOGNg7VXyokVheBv+O+UaRhyUao8pm5+GjoMwK5BnPzP5sUK6MwKwXZgr2+Zvwn/dHBBZjPQz5B/GSl868LnK4NyEkOE1nGhGjYpI/vZfzJi2HY+5r0awIhlXeTtmESIa8dU8le12HLlwB0+074K2hhyOpKBWw05423sxJklJ72ILJGz3BiMw6jincPM/Vo/DD+G+r6NhTjz8AuORyah2xL82dMSgWYHaa9So42KtF8Yks4vyM8pjZOReJwNijV+gUBuEwUgsNaOCEM6qzkv5NXxDbL8oyRfE5pnC7LmzCfyF4r8FGWtoHGRsCsNgBowygVt8j3meF9L/zIdnmZkZVrB35QyEfkGVyfmOwdmH8hPfoJsfxbpR1zpR3Mpxa2UUgsLF5G72EWK1PLwSM0K/UM9Nz8kIntcfWgz3lR23elRCDh1dfhsXkeUKSpezD8yvXb7QYUyzJUic3pUb3+X9izBrLVM6LVrxGrXJ6BvJ/pi55ynMjvLBS5Qayt9WTscXDYzxFNvg35m+kRncwoo32s/mbky4IsFBaUJ/ac66T8DqYIWCaoY8gYXF+k/fSAaFeEOjXrd//M+PnHNZaGJ8RnDdYyGBC4GFyvozwljE9iqUpM22WByWRxL98e83udCcivwYmZCz1wLNmxXld9gN/JxFCfjpjr3EvgiBkZEKBsFx0CwEqpinyu8F52zxzcZ728LBHyMZiJ63lJwNFp8iqjoxluFATKrN2uLlYX6YIdV64gQVnWGLEX7wPApu3uH3vcaPsU82ZpT0c30VLGWVNYz4dlPne2LtVSJ5iBoO/tjTNgTuHF+KUQuPoXaf2Vg7+3UIRKqKXppT2JU1EhnrJ411jR8C910SxklsaSOD1MVMpbVf/jyyJ5T5hKa3Z/J4LPua+afM5S2ae6NSMtRYFzOpaVUxw+i9r/iSDtyPdMwnbf/GTXGjMj0vIBIBCuWDOcDdD7+OeLEmZwVBq6gebG05bnw+s3N9VFA43B3+5IsNf0upFuw8lfL95QEaO8hNZG2TPpi9djZeN138FUSp+j9uNcNIGqrARHeX/YOKclsDDJGa2wJPm6Ewnxi27tInG6OpTAmm+qj4DJH2lu+5ow14/v+eQgeFVlRy4wpuEEWwnRaLntiSlfusuUS4ejt7YDcsBGvHKQzKkhKU2NnBTvx/K6+vksJC2NQXKdIr8nHRY8qm3Pz8KL/IYf23kpLdtD1xPmhC0FyjkjpTCAsLS1G/vtKQrki/LXhWmm961mw/FN9RrH/TdUT9zSfWGLY5ytsb7JOFZ5GWdhaPvziAyEXEMI42RoUFyxuD3KZxfyR8y+lLwXk6WDp0EMKXqD1xjFrvMQUrMBgpzPClOhktnSdiqRnjo6yei3vZXJ9N1llZfZIaqtg6rdC4FYNhhDBpZx/HiwNeQksxXKoNFUsWw3cVz1qyDzRxMpAsIDlnV4Foj/JWCvu7sQwwkEwoJZlQ5g7TLLFgQWvie5bsK9XnyrqhofV+g4qdNlDLMVa/JZDY41jIG2eQTFyqohW3oLemj3ChP5G4/m4I1k/ormCqrNTXynmJ7eOz+P4rMh6EJxt2+Bee76xkyKxYuyV0jtjReVLlXxVxuJIwCWN22GJM2FK8/0xlzp+qjKCEzhAbOkPK30glN24ADSy5ETTuTwF4ESp7/yzRZ6oyqqq/K+R4RyXgG8HTV1HDiPWhsjJUPJss1SfMj1c4//JzkH5e3Dn0dMMOeNXpH5DUCtIH9y/1x/rjzCFXjnPXEnAt1YPvhRyX2lbrwSzX6odLTfBiGXXuDJfP4/+e6qBwFlb0NtwScKr/M9Y3jKr/mGtAD2UPuFyj5S6K6/TFyu1atRdqwJD0LlqGgEKg3jkUDO8t2egh5IuI3sCyC5pa1sy9eYqF743HwWcDsMCdEovolmzRkgMoctEmlrg3fXgwX5WdMndwKNgbW7J7CPTr4l42l/v3YPr7SLXKQkzGH8SzAQvAL8tFFDpaRMUxjYgcKgoKlyx+kYowK1hOK/qNh+H5KuLA3Sre8UaKEYX7wwBNzRsDRT58vgHrNh7Er0++Cg//LjjptRZELKm6map54yqrx3wI34prI7Bs9mtofO1LLJ+7CT8qQ/wfrgHroykHAd0wqqZLRIxXFUOWuG4+Amwg1XQ67lO3cohZZjIScplXmxUtrYOmTu6Y68uHe4mGUXmFQ+9TZ02bYXWXfAvhp2Ad5NjBTrxiWrz2gXXyHjTM4uknJyCXcifsHq8P+zpN4eQ+F75coVPRMDKfYH8PeqR/UoEAI87xLfRT1C3ik/hPvKIsJVAJyITCqgUUXtv1uWawr8QnxFea9J6IKW9WlSavCh2oyqtVxCE/+wR+uU5e+k5d8Vwzy1B0cF2E4SyKVP9ZCQFjg2gGBnZgt4mVzDGyUq/uz2eI9Oe9feiRJBc45Wn0wbPlWhS3fn96qrdyfxDQDaP7g3PlWmEMfce+Qd71IhTVaYSOL72KF1X5V5X7rP5WNUVATGx+djwS1w+VQ9e47oq04MxzJ1eYr1YjYf1f3xRRCs8vb8y1gZ/FxfKq1Ygs6oxosD47PhHrhxol1onU/0a1mSz6sP6QVRBg87O+aZSC2U0wVtuwwsCM67SyP9mRUdkviO9VW2eHRQOzHg4WNUcPVSasy9JvP1LPcaQY67Ei9giuN+oNj1mT4aIKZ3wUDCMao2smhipKU/DkL5dVeXSP1Lp4xAerG0aP+ALQh1+NEBCV6E7GhhGRB+wPxPjwdBRrMfNVmyEwz9tGNAmJgZcDY7YRKqvXlQt+VpuuWrEjYn2HTsaGkcT8JLLnWcxbbsXe6Z+iOBm8t7EJQmK8wC9LxoqXgrpS0cgqYFRyHscT9ko1Uir7pRp9Y8QGbSUcLMVPvzGyFCkzz5FsOpMcgZXbvkbhU1oGkfjeo2AYsZIOXlSMdytRdDPHlkCa85MzFmkWAa4i9vrr1R4B3TCq9lOkd/BRQqDgaAimBKehqJUz+vVzQqsiorE/eoQY8YqovIcbFoQYMfNVM3C4mjdhP+DJ9m1QcvkCrhk0qEGrWZ+r3p0CHA2ZguC0IrRy7od+VF296NxRHD3yPS4WUU0XtwUIGaNk5ax6i/oXKoIAz+IX9sOTaN+mBJcvXINBg368Il/Un9URqJEIUBTK8d1rEJXASkUA9Vt1xz/a1pUZfk0GlY/sE7+AlUZ9mG/p+JIYe3CnfVvUz7uEy3dqa9L918g51ztdYQR0w6jCkOkv6AjcYwSIrevHjGOQSHTqtMTz/+qGNhYwJ93jnln0+YKsRGxLzMJ16nevoR7oy8WqP/w/Vmsl45jMGlan5fP4V7c295it7OHH1TojLEBW4jYkZl1HnZa9MNSjLx6RZWkd+PSvPAQIXEfW5ydwobhyQ3mKY0et3Ls14S3D5cPYHJ+GvKJG6OI6AkO6sjqX+u9RREA3jB7FWdfHrCOgI6AjoCOgI6AjoCOgI6AjoCOgQkA3jPQFoSOgI6AjoCOgI6AjoCOgI6AjoCPwyCOgG0aP/BLQAdAR0BHQEdAR0BHQEdAR0BHQEdAR0A0jfQ3oCOgI6AjoCOgI6AjoCOgI6AjoCDzyCOiG0SO/BHQAdAR0BHQEdAR0BHQEdAR0BHQEdAR0w0hfAzoCOgI6AjoCOgI6AjoCOgI6AjoCjzwCumH0yC8BHQAdAR0BHQEdAR0BHQEdAR0BHQEdAd0w0teAjoCOgI6AjoCOgI6AjoCOgI6AjsAjj4BuGD3yS0AHQEdAR0BHQEdAR0BHQEdAR0BHQEdAN4z0NaAjoCNQZQS+Xu2OFcdK0PCdpdjk6SB/7+IOTNndBuvmvFblNvQP3D8EvgxxxboM4Kn3VmLdyHZywzmxmJjUHpH6fN6/ydBb0hHQEdAR0BG4bwjohpEFUBsKf0Fa/Mc4mleEOi17YahHX3Sws+DFR+yRkvOfIzbxKAgmoFFH9Bvohp73ACjrtVOC85/HIvFoHvgu98NAt5763FZi3Z4IGogFacVoNngd4ifKhlFB4mSM/80TST7dK/HVmvmK9dbngxv/ofnvIPhUKVq4RmG7VyepI7lx4zHr9kzVHD+4Xlq3ZUP+GSTvTELWdfpunZbo8e8heKdrUzxmlWaUsqYRuriOwBCrfdsqHdQ/oiPwgBAwoPCXNMR/zOsOjboMxeihXdDwAfVGb1ZHQDeMylkDBUeDMDEoDVdL5Qdtmg5AyLZp6G6dE/MhWIUGZMd8CJ+E31Dr8brAnT9RwuFVDz38tmJZP2uJOCu2Y8hGzIc+SPitFvgul4Dvcg/4bV0Gq3X5IZhdS4ZgOLoYgxcfRXG9rhgfFoyhHWxQeDoesxemoOWsJAS88ihsFiuuT0tAv4fPFKbOxfDQdKP53IjJc77ECysTMM3xHjb+AD5dkDofnmGnUGT3JGz/vok7f7NO2KCV62rEeDlUzTgqyUL0JD8kXeI+Kvzqwdl/B5a8Uf8BjFZvUkeguiBQgIw1fgjcdwmq3dFnEZICXqnavqsuQ9T7UeMQ0A2jsqbstx3wmnYSL/rMgfu/2sA2/zgi/JfgQK4t+izaS8pejZvve9Jhw4kguG2sA7/QqXBuSgqwIR/7A8cjPP02YN8LgSmB6GUFvdh67RhwIsgNG+v4IXSqM/gu70fg+HDwXQ5ESmAvXShXaLUU4GjQRASlXeUNTO5ngyZ9AhAZ0OuR8P5Zb31WCPh79LD2fLYaEIL107rjoVLnc+PhNfUbvBnKDHoWClCCrEgvzEzJpbXcDiNjN2FMq8rCfAeH5o/CFhsPLPB1wTO2+TgeuxShSWdx+4UZOLCivy5nKgut/l6NR+DO//wwNKU1/BeMw7/a2CL/+AbMD9qHS3ed4f/pErxR40eoD6AmIqAbRuXMmsFgwGOPKbT63DiM99iBpn4H6SakJk659ft8PHQMTvbcDF/lrUBONEZ5J+F3tIBr1HYoonEq3QHrtXMcoWNOoudmX6i7PAreSb+D4ocQtd0LcgBRpbv8iL3IQiK+woFDR3EOHdHrDRf865n6j4ziZ731WV2WzaMxn7/tmo5VtfwQ7qawfgypmDsgFOlk5feoqqynM8RAZ4h8ihQiefpgRN1ww6ZYTzK99J+OwKOKAO0NA+0NhYrFwq+HbvobHjui4d78UcVFH/eDREA3jCqKvmE/ZrnsQkcrKfsVbb7mPE+KxVukWFjRMNIeuxXbofChtyh8SDeMas4qq/49teL6rP6DfYh6mIPoUd5gfpIqG0YaqKTOfQubm4cj4WGLSXyIVoA+lAeDgGH/LLjEtUJ4wjQ8ZBG7DwZQvdUKI2A1w8iQfwqbl63G3p+uCfkltmjoOAg+c8dReFUpzu8NxqLoU8jjkk9sYNeyO96fMhtjnLTyTyhRlZ5fGvM1LnPB3rao+3gtlNwBGjz3Frx8JuH1NqKLgT0bjtD4Y7hwjfJEbOzwuN1dFJNC3m3IBMx050OlTH8GXE72x/TERvDb4g9nyjORfiXnsTc8FNuP5KBADHy1rYs23YZgxPNZWJ/+KnaEvVuJcBID8s8kIyI8Hl9fviPF1NrWbYNuLz+Nm6cz+DEIHbGxa4nu73tLYzBc3o+l8yJxKk94hsba+LmBmM5hbGGsGoW5nUmOQHi8iC2bDju07P4+psweA83poEdKzu9FeOh2HMkpEPotzKH3TLg7ayUoW18hvLhjCnz/+3+MKgsr140UPK3m2+H7HI9jF8Q1yZYSzWPnN/DOOI3kZ7OGEcVBxy1HZPIPwnpkE0Tjb9werw6ZiHFDupqusS9D4MpoveCEKUlzcG852fh1tTkyWTVWtq7+6TkP/gM7wCxXCK2HU5uXYfXen3CNTwyDbUNHDPKZi3E0r+D2dRj2ZIrzTvu6U2+M8puBgRR2VJARjcUr9+InYd2yNevstaDsNisspir3ApdMvzkSyccuSGPj5v+fnpjnP7BMkg22doKXxsj7lO0RZy8sYO/Z8JiF7ckU5AOPicdcX/SX5JLY54rtA26P+6/H8Su83GMydFagl8a+5GWkLFPZNm6M9q+6w29GGWMj2fb5hnWIOSjPN004OvUegH+3zMP/9gtylOt+OWvc0mnhZM5mRO45iUt/yHKP+/7jLeH49ghMKIvQhvU5diN27lfuP26lom6ztnh50HiMGfQintJc5OzW6wDWh+3GyUt/CLlDfMdt7B5Hy06vacsClGUY0X47FY9VG5PxgyTHqS9tuqG/y0vANwfwWebv+Kt2XdjXAu4WF+LPklr09854Y/BUfOiSi+WuO9AxgjzimiF6wpm2/QhyxANIOH8mzHS3XNazQRZkIDowGCnZt+hcYTLbGROXztNYp2xMm7EsbA8yLW2T5vXwSl+sSsvTOPPNnUfasoqt3ecGTsfccey8JnkbvRgrpP3F99trgT8nc9iP6RvxqzYi+YfL8pyy87D9q3AXZJO0A+e+g7W55sZt6SK21nOVl9VMNqxcts30POvWHyMmeKCvCdHRReyY4gv+yFSzS5ZkxWHOogRprsuV2+IeTlKsSU4mjsasaUPRRUON0z6vRRw11jinh7yFp38/jJKhW7Giv4W5yfdojedEj8LUL5pg0KxAeJlTjKyyLBgxywasizkonaOi7HXq/iR+PamWe7YNO6H3KD/MEM517gxeYbRvLTjjrNL1h/QjVjGMDNkx+NAnAZf+ZgpCVzzXrATn0rPAne2UzO7aOw970ttg2OTheLtlMb5MiMDOL37Fbc3k/EKKyR6JtXnOGDLYEXXOfYbdB7JR+qIfNs1tj1PLAxGRbofBq2Pg5fAHPvGZjsTab2LQq61Q9FU8dp66idZuYVj972uIXxqKlNsuWB3jBQcjOV1ASrBntA3GbViA/kqjovAEQsYvxhdXgVav+yJgah88Y1+M/LOHsXZJBE4RC0MjykHZQDkoFm5bYemIidmUZMgUkX++iTecWqHOjZPYHvcNbtqUorS0Nlq+5gU/t9b48eMoJKRdxC3SVW2a9MHsaU0QtzgVtr0HwePdt9GpTi7SP9mKrYTNLbSCy9Jw+JS3eQXCgeTibhg0bCj69SDMcj7DJ1uS8cWvlFyjSTyg6DdT1Lj5tQduXsQ32exAtEVb11BEeHUxUr4rphBasr+YoDINddNqh/ocPw1zYs/ir+Y94eEzBq93boOm9Utx40oezqenInH3Hvxg/zYWh06TlU5Nw6gAqXPHIpSSj2yecICLtzfG9PoHGtiV4MaFDCSEhWFvkQtWbvBUrzHxWyAyh4NE5mDJACv1jDw/aN4Fb/fri46NipB7bB/2ngsdFCoAACAASURBVOYVFtu2bggz7h+nXQgEFJQUzoRt1+eaoeRcOrL4jQtn79Eo3RaDXx0G8fvr3OdI/UzY1za05ga3xJE9v6K7hw/GvGaPvM8SEbX7OO37B59bJMkkNEeXt/uhb8dGKMo9hn17T/POGdu2cAvbAE9jwcB0SSER/xat6JYOL6GdXR4yvxf2YisXDG55BAduvg7Pce+ih/05/HfrZqScptwqwsSVk0tKYVOBfVB4CPNHrsQFDu9GuP5lMvddYgAwkmHCmvzWBu2c+6EfyRHkZiA19RQuMoFBY3MNjYBXFyNLoSAV8z3DcOoW8EQ7Z/Tr54RWdWitHN+DTzKu4C9y9XT3CsNS1/agxY2s1DiExbL55GVQQGQAelVM6HGKediMeUj9sw36DBqEXk490KkxkZ3kZiIj/SgOffE1r/zX6wyPkDVwN5qPkqxoTPJLQUErvr+OXfj36QPIzEjHwX17cZo5ijTfpzypkCkIPvIX2jJ526sHnBxbgfnAruXQOs88hj17vuHW6xPOPohZ0k8h080ZRko5Lq8tXP8Zez/5FOdvArUdPsCG8OFQ2sglN35E6upliDp+hebHFo0HrVWx/Ulbn/Zk/LQ5iL1QmzdWHdm6zZBxsmmCPgGRCLBoInIQ4zEVB2x7Y9Ag8r1npiCZnbsmcp7GFO2J6Ul/oEmXt9Gvb0c0un4On6d+xssCmyfgPHUDFvRXOsBYnqYrFqS3wgDPcXi3C5AeF4ZYGt/fZveWkLd2vBTtxfOvKBcZh77A14LDrV4Pb4y22YaYCw7U51fpZMvFMXGOBX3Br04kJgafRO1uAzHgLWFOr+XgyNG9wnzWQ2ePEKxxZ6QZd/CZvytWZrBxaO3PSgndSr5UeVltyI6G5/Qk5NJ527ynB3zG9Ue3NpTpV5iPs4cjsCz6DNpPjcESFWuQvIZV7JIsp27cdtzqMQKTh7+Nhnm7ERV1AGQ7a+wD3rhe4xeIfSryEAUEZvau9nmtPnc4Z06XZ8GrFN8gm3P6VoS06d6t8ewNIzH94ysV7E9FlwbJ8vmeCGNCmZyKDm+9yZ1VpTn/w8ZPL5BOSHohyWUHt9mY+UohPtsWiz3f0B5jJ3RnD8z5dxZC1v8Kh0HDMLRfD7QqysFniVHYzfYhESF5r1uBISbOuor28dF7vuqGkeE0wtz9cKDEaBIKKORsdDi+KyZQ7V/AjG0roHQAMMNkLIUt3SZh5bY+Fp5iQkfmGoxY1wSh0e4kFPlfQfJ0DI/KRluPzYh2r4v9s0YjvIDqbAz8HotzRmMbUQHzqogBRxcPxuKjNkSOQExY/8xB5NgpSHUwYjjJiYHH1Ey8G78aQ1QHvSDs025Tl2dgGyXGin8uyAjDjIU/omHbq8g8W1xhtiJxvOg8EkFhY8DpLHQIRn+4FFfdw+HreA4RfguJ2IHEgsDIUpoVCa+ZKSQM2di0hUWJ+IytKcbq5SwYnKUTsGlxf/UNB/WD4ZRCYSP21PZeBauE2O+/2g5AYPAkyVvJsfWt/gk2pVdw5bYNOnBzo3R/VkAhtHDfWWwYCflN+SYKpbIhSrA+fgYtezrJypCGYSSxrWmsYWF1cutxV8dwtaJznwwjfn5+RKuRQQgbozZODZeTMWtKFM5wNq8ftlJSnLzcDTgdRrcLB0rQ1XsdVgxpI+yhAn5/8RsXL8zYpvbckXI9dyyFSNI3iVgVLnQj56OgZ5QPcI13LZznKj8m9PHHVoq9Jn7UcBnJs6YgigfFlIGwIBnTh0chu4ULlob7SEazITsSY6ekUM4c/VoMxrqtExWGsKhYUrJ+PUoa3kFJwxI7geX7IHONG5aU+iNekmeiUV6s2l+58V4Y91FjTN20WO3UYR785VOxnBFgGMtVJms8p1NoWAu4LAzFVPGWlxlLXoloOGEQijZHIK2AcgKVxh0xqkV6zUQKE0ImYytvpgrJqTAckfAmmfMmbMkAqt/UOOeMbgfCZmDeAYad0XywuXD/iPI518K3B1Bk25QcEsZtyuvVprMn4iLcyBTmfzkxHph6rBsWh0+Fg6EQtk0bmN6cCvOdVWpDIXP7KG9UNGq1DSNJjncdj7DgocKtI6/wBv7YDxOe/xLrd5xl8XdG+431KB+7vEdgSw6zNZzhE7PEiP2SP3+WXnBBaIQXf0ZIPyUhhOm+05qJwk98MPTQq4hfPUTY9/I6ZXJeZP1ipCGui39Bv1XRmKhqlNqM80EAjYc5MVUseldIuR5zBL03K2+9FPvAJE+T/1vAD69jsXj+KTot6QPs39oNQ0zUOLSV/AslyFgxGv4HiUfdxha29bpj8gajtS98S96nStIM8sgnzqPIkNO41WYkYjeNkXSL8lawNf9eeVmdi7jxHthxkYmeddhK5RCM7+O4cfv9hlG7yAknyR5tw4iVVlgBfzXrmyTX7Wnp7qJ9IH4kF/Fe4xB7nowmBxd4ew9DV8Ex8aVoCDOQ6vXBoqQAC3J2RZlGzooBgQieJEb08Ebz6p9sUHrlCqcXmjqZTGfjnq5x0ifzT0XAfzGRQdhYj0RKHoW4X35Hwz6zsXb267xexuZiyh486x+GYXX2wN9nE53hoo7VHPn7AzE+nHRn9iFNnKjf4jMmZ5U1V/TD+60qG0ZsYbpGXhducNTbVaxtop2zUUAJqMMRlVWqYgE7HeaGRMd4xQHFTjghkb+VkKzKESDsx61GDfDuWqMEPUEhFRV8vn+gooRheJfb64V0y+SKvc9vxiYTqqETCBq4AGnFT5LCl0QKHz/xnLLncxIvh5E3uPUhzB1OiuHfHeChOhTKWiSZWONGDER1lJ5fppiOxuonFiNWtAoFYoeLNjIjC1OWZuxjhTWMbx7YVfQGrE35Ejl5Aj22EBLnrRVuQQanm/8VjFMJTrnPGSsG08FTyB3oB0VWCQPh4boARxuoPdYcHgE/493VK/DutbUUunAA1226UsiYiDH7ruUKoaXby1LD6CIpROMTrlWcOdDEMDKQYjeAbouIm2pkrMZ6EXrOsF1YCv8kH0jVeu6HYWQ4isWDg3B+AE8pfFHjRk1WFIwOvMJP4EMb4/pgDTpiUpQGLkjjwlG1iDNYLRsPdkqbuQ2T5qnRgAcQJ847R4LOD+BvWS5qkIAoHQG03nfRehfVAG6/He6oQdl+hRQEUqpIQVDtEXHxig4i2qrqtWLpPrhI3v1g1FluJM9EmdCBFCNyFjUHkyXLYbtoKyZq3HbR1ZGgyFDgFL2zWXAwcXJw3Xm8qKLPZzLYExn9Y3hKfc6THIvz9kZKjsLJ1cglVGG4lbNzOeU5Hf+a1AKHor7gb57sOpBhFoJpqtttWfFrNEDOu+EMxTvvoV9eEj7iQsHoxtrJE6uWDFHdxkjrTTwfOKHN9sY2NJjgiB+iSLHhIhOb403/dZijum2Rlccu3ilYPURcCVqGkZYcp6ZOh2H06noI5CITROea2phlTjvOMLg0FH5tE7EwKRe2Rs43MDkyrxDTjBRMGWWF08KCvXVo/ns46fJfNXsqh8tiHAXN8V5SZLnzcCSO9TUXuiQ7C5XKbyE5K10z+mMf7R3VqS/tA3v0CkxBoEhHys7wgNuYGU8yUjPKTt5fxrWzuPFz8modzpB9rvl3CSRy1LqSo5Zu7oxzwziHQmwJXDeRI7adpaeOlZ6riqwW9Z8yGV55vebQq0maa1jGjOGzCvVCTAmReAd0FkrbycYj7xg8gcaatPUKBZxgMj4jtc5rzghfcBQNVN8T9sbP72L1indxbS1z2F1XyS9zs3Av17gk2oU+d/X/lOj1rbQeFGv6PEVDyU5LXiZ/926cROUvOWcl+cbP9Tp+M6iJolhofHwE4lK/k8OWuVDpUWWHWFtxWA/Dp6poGPHsOlsbadMbm71KFZDjkuzCv2PXFJKQTp4+E0X+RsqBKBikRUA3HO50wwHy3MaT51YxE9I3RQW/kLyOgzficXFRc/9Nnq4Uui0y4ZwVlRilEcIOSF9cGiXX4xENvg7EThdtCW0KHZyufl/hFaV3nbEeuZ6CS5KCypojdqBbNgkPZl8IhABKJZTzek/HR/Xc4DdxEF68HcszwJFxMmp2axwK/QHdFqtD606HkScS8zQLbcpU1TboOiUJYbwFCXJfkoL8A15X3QowPAJwe6Z4UyAwLGWBvNpKPMpRCGkM+5cuQPTXfIy4JfkwlhpG4nMtBoYiaiJRC1uYfiVhLa0z8ZBVG8qmG58Z1BvRfJ3iwK2sYcQJtlXYKOUzsdyFf8J95jQMNQrk5pTd+NYIEZQNbXzEW1S6AVIceEyxGby1kTaVenmMguWNTVTmyS/rZhUlxDSng1sv7jMxzbgQIKdAxaN1iLA+zYxFOmxUdMz8fP80UNsIZgnzjJtD0zCif86OdMeUlD/YRhCMGLZSLDWMmDzIxFClcc0tNHENCjKJZInbtk7YXEaOozw20bDl9+hGurnZJd0ekKpO+9vj8OuIVdQLER0xxkqOZAxXhH6frZN1Z2BPcsmbbrf6ERYcJX4pjcXIQXOFlNaRzOpsJsp0ZiiOx55r9dDYJQjREzshR6DQbqosOivehNGNlkphJg+6u18qeZ7bUcjkcrzf7CdsnDyHbsXbqhxaJRkrMNr/IDl2jB1dGoaRlhxnhuikZcDcCDlfSFTibWUvM+egCAICuJtG3sDad11983Mi6D0kPreVFNsy4hWlvWVfjuOH9X89mkYZn3OivBbWRgs6D8ddhmdZie5Sm/KtGpM165tGKZRwWSqys8aPLJMnyYgWCzuzsSV13SGfLRrak7i/tA0f09sPMc9ob04JmnbsxIVjFedl4vuLZESbzCc1KBiFxVOsxCh7P2U1GSzo4o0U2r/mqPLZHhqT7YZPJe1d68bInJxhxifTjaKQhS7w5vQjwTGYP7yMW7YCJE4eik0/0/tKxwT9p9Z5xOlOdGsYqjSQjY1mqR/lMdre2zUuL1HecfO5k7rYdVUNAO4M3gh471JELjEsltsjRHmryWQZRSv8oThXNM96Lmw5GOde8KY93QftTwRiAB1YpY1c4OP2G6K3AaP10DqLpq2KhhG/8c4NP0DhNqbaZ3mGkXQTBDqUOGpG9r0taL9dnZNhoAOWm2BpYRgo3McF4f9nSqssCuVmdOUcT1fOpN1zt0DZA4RFfWg+3tnaGus16ZhNDSOmZLh+7IitSoVCNOgsrUPBFISNFB6oVHpY7R9SShKksDUxpIQIrt3Wy7dIGkoow3VRaYDiSl0wFP/gD8uJhRReFXYHo6UNx7xxY5DtJns8Cs+m4cDhU8g4fRpZHDkB5QoNWIzQaXJoGTd/x15VeSQ4PFK6q8gnJKVGhUdZCqF4W8jCah3QpW4eznAx5mUXVLTUMOI8rzP2gd2zaf4okbnZs2/QLaCSxENhhEqGkaVKLVu3i4AFCi9cecaDVsckJY9wIWKHLs/aIf/0WYHwwTiUkj+0PnpWvvk0u984he4AbipugLhnzw3XrqNSVcNIMgasweglh+cQKFw8ul3+aZwVkt6NQwQ5WfHRs9gsHixmxyJ7lmVFjM13HFqvi6fbGNMJKs8wkgxrpWPDjGEkK3UUW879/sadQro9r28PytdX/IhIppDdCJOB/GRdKj56B4Wl9qjPsvrpZ9fUCYMmjsOQrsr8D8pVeicYpySqaV5O/zRYeSPC1s9o/DRip7pYq4iXyrijhi5S+PH4BDIDylNWFF0X9oBS0eWUAVLy1Lczir0nOYAEpS6fjKh9dB5wx4swZ6BQs6QJqJu8nhSsNMqrApo4T8WKBf3lmyShbaVyLp4jLdw2IXbYDcSvjEDyKcodq1X2TZJ086Alxwkvj8iniNxBScYj3jSDws+YzOVvZU4PTpJuUERDU66ZxsYWi9aLeuO7RTHIYHlXdMPVc3Iw5vUXw1wZBqKsN7o5EQiDdmfkUxUm9mPrphg29WnNGC3lv++wAraM+KI+BcsWo7DYBvXrCk890QlvjZgAj75KwhbeSE3ILe+2hm9InGPZgWDZ2CpmGBULxiXLtRhA+X6U80tGUUb6OZL7jdBl6GgTRxKLFmEOgoz+VjCM7res5ukR5WgOrfODrc+0PopnzOQYaZ+K8v66Ke5x/v1v3ynbASyd/0YRBKbnEf+9Y68qDQzmuHNFSnel0SzfHr4wQ6FbPsA1zvTKVfVCtPMCS/4P3x77BnlFQMN/vIWeJiQY2oBz+Pw0WGXsMiwDsVh2uEuh30yWyAWhTbFlYcvj8PmrG+TQd9HRzunXEXjpv5RHeKib5Eg1uwz0P8AqhtGlUdqCxjqGkRxyp/RickL0svE1ohAmUNwIA8LF6uxGm5EJj+1tzdSpMTWMmIcj8bldas9YRWmdtdqkfxt14QPaaI9xzDHJFxhzUSnsnnFHeLgHnhHjy00UbGboJeI5ZvRIriPBUKTLN/4Q5z0cKR2D8N85/6Rlbqq4M8Mo7SyFztExcu7oURyh5PLbj7VEn9mrpVATbv4ujVIJY8vxKMOo4JSsJFAQsVRVvoCMzdF0e1hcRkFFiw0jClu5vJ/uxyJFFkQzO92GPGNKb43JvIpjaEbkFmFwb2dOYtzC/oVTcP59xVV7JQwjzlt/oBbNwVrMfl1UdBW5BapwRaZsRKE5Y7YSkirM7zdZURYPGq25lUZXnQwjzsg9gFrKGGzqqJRbR7khyltOdoBFNY+QD5YyxnJo/jsIZtaDZNCz+d6Otmao+K1mGBXQrZY7hQXdJQKL+QvwgVN7yp2htkddwAcmDhtRueGVlWfi+uPw6/u5kA5D4S9IDiRSmjPqQ5Pf70qqaf6/1XKarZ9EOCYZE4No3ZqzlSH+u42g7FtwejInVPApyg1VKFYaxhL3JZP9Iijj18RoAvaQOC52ezYX7Q7EIzntNL49Q+yhlEXj6E6OHS7hntkPvJe1lvJ2SXAQ1GH/5n4XB+KTkUYEDuyGoVZDJ3iuWqJIVNa4MdKQ48wI8M6fbKIwSbfWrK33voKX50WM4ULXhJ/oBZaMaMLX/XMYbC/Drr8fPnC8jk8i1mMfpStx+bJSwTXZQy8ZnBS+tmb0HOzLt0fX8cvg378zEc1c1HQy8lDzN5/srJjwqwcW0v9iWWwZKXjHI/yx5ICRc07xTtlhbPzYJEVZUuQtG1uFDKM3v6hUnTzWRlqfqhtG911WM8Po+QnY4dfb/MbL3IgPtz+FcKk2VkUNIzGVQG0YmdPvpI6Ie1eRAsDtVpPQbi05pKXPyGu0uqxxzhmNBaaGEZebtRo5T3VFyztZRB5xF63d15IjofwqiFpnMPu3Le23kw73JUIodPQk58QAGr82D+vmvCblhptgy8KWJ10hcipFOL/kRBHmsx0fen9lZBwi3PQCUWWdYFU0jHjP2Mdd4jRDysozjExD6UxvjKSkTLoOVF6/mhpGYjL5dSPiBCPDiB3WK0rhI3khFfCIV7iKDa4pSEVBUM7VtvRlFpIWVgdLjHJQeMOoHRHLXMPtwlx8FhmEnacpDECZhGysMDBFj7ucUBYglcPZRO8mF9Zz4B9CiKLGjYbRqpByURQhCNwBl/UflWFkOR5lGEacsnoOww8QIYd00SgKZfO3DJYbRvLgSm5cwY2/KRxHSvom+t7LX2Hj/CUc0YUq/M+sYWRPNKIvop2S0l1jVzm4LsLwrsIfKmwY8ev00AsaORxiXgBFw0nea+YNGpaNEYo1ZX6/aYShsJuVj7sgjstbMfpV1TBiQppyss5LN8EWKNFmHuHGdOgFdegF96wiRFBSwJiDYBiyR8j5gfKttOlNh/bBPQNXvfeq8zKkKbVOKB2fA5dLUWPirTanrpoxjMQbAiJXof3yWKA7ckYrbrREmaW64RFvw8RwK94Dm/628sbIXEiNGcNI8j5WIDxSCCn7hWLo+Twucc6Ysq/GWDoLpFA6IlHj8itry3luJvlWwsRIBAr1FEbE1wh5LwBfNJXzJfj5zleHCwu5P9Mp56dUlbejYRhpyHFzIWUqw+iZOLzz6cvYR2Q+Mp/AXvgOWIvvJS87j3u+MpdRDMlrqwzN1MiJEgzQUtWNvXb0Bds3XLTFd80wmG5G+305ChvbsPwisWfC2ilRGqSm4dLMsfZz/T54qaXpxjUNpbNsbBUyjMYZeDIRRlb0dE+4vMMYFqkvRUUoqtMIDv96DV1NSliwcXgjf3JVC47fX1ktyalGz+AVByqhUNavSW9MnPKmINO1DKM8fJNWiGf7dDYNyTMJpePlxveDtCOCxG5Ie9foltlUvvLfy/qP0jBlayMNfYyYW8W1IN0sP4A1roSZrelExyQyWJT/yvRfV7qlEfPzKLohciymfNLUKN9ae8I4/Sr9bdWNkWwYEevtlRsouXYGscR8+zklSdooyKRMsDW5LWRtiueAePYJe/+mUp5U/mx+mN+somHEwnYpOW9bW2zQYHop2zCSE8jkhFu1MJcYrihXwZihxNgwEg2oYhO2HyPDSEg6vzuB3QIZxXKLSeeKWFnWzkfPqnMOxHEpwzTKXCScwPkMPZSVnJn3MrYdYlUxw3J4j6SwaxlGky9hlMqwE9+TlRa+j3UVIYpGoV4mHdZQBJiCPIcSZhXKN8Pj4y7qq3VtPMowjK4kwW9SJvpuW4i3RWNDUv7Ne6QrYxiZmxfxW61YWI2YiWvWMKpA+JDYYCUNI23vnDw3Un/Z3Cy1wRLJO6gd0813R75RlD1wfHJ62w2bYMJBUkXDSAwTUib/V1aIlnWzJa0Hab8ynJbCZoki16uMsUgHuiKBlfX9w0ujkUJ0/MbBwWXfGIl5I0Z5ehqhdGK/TXPyPserKmcBoSYqK4LBQMmV2NIuTqHICmvjhkKRFQ1TGzkMjR3s84t8FIyTzOCiJOwVRvMv4qUwULi5E8MxLUj6V841Y4abnEA00C8RVXeDr3GA6KK1GNtEZVrFisnRlwcjnfKE+hBV97W0FJw2Zs0zt77p3/kz4VvYtOuD3h3P4QiVP7hNc21SvkFaI0qjT0MeashxtoYGZww0Wi8yaQt3Q/tYIN7a76TODxHxfJKFBTIvL3+rW+qjVBqVN2TCzZ6B5OoAIv8pFcPPmU3N56GqGUXZuwtQGmAcFiqeFbyh3S91FsZc/EAIO+dnjl/niu8L4ehpxbIcZGs4oHi2aYFahRyXWf4sG1uFDCMv8sgT0+AvXyVjfyoLn6Nf8R/Iyb6EP5iL3ZiVkV/ECBv1PzhvV9zcVUowad18iB+yvqyW5Fx5oXRlnOmqcOF3PoWziiiJf1HKI7RQHvJvyXqcJeQLbCxzbs9U5DozPeFjdFHqRtLNsCK39wGscRlOZlBr5L5z/TRK/eBkyUG8oCDvMrvEmAyYXwQfxU0yu4H2uOihzgWXDFY5r1DTMDKOhDLj6A89o3R6VGoDPPQvVdkw4lmQJpFXwZTVpizDiDH5cGxmKgpYeaG9kR2PaXNicba4FQab0IgKwlsIpWss1h2x16DfFTaZHNcq119Q182QGX+UzEgmHmuJdUcZrlfeOtFiwtNglzJkYMUwfxwkRh3JU6IZSrcYvw6T6bGlMDRFcj2vaNQRvK28YnysbxkhBBLrjzKpl4UxjkXmf+TYeFM8eOa6tNvGeFian8NjJzHimLDbydhazzASWbCMEpgfqGHEe2WP9FZ69YWxS8qGor9MAG9pj+0KF5b5/SZ7fJWhMIyladL3g7BVQUvPtVgVw0hkMPvbMrrVcncOy0k50lsj6Vi+MZIVQnMHFRGTaOTGSLkQSmYfjokxCg1DTFnfyjKMxPXLEpDXk7EqB1KY7gMx1EjOLxExT0Fjb7XDhmfSOo8nRbY2ct68l9RVzvErSMTkoZvws8KQERUcFYMcx0p5E5NTZLIXdiMz78o4FSOSWLNLKQOZ8sNot/nwKyWVb3mzx/7OwlpXYll8BvJL7NDmrSlCEU/FuxLrnYZMpYTiuOWR2JvDiqw4Ysw8ucinQjJIoYPqUC+RtGMv+NfHaBf2lXLwlMaAhmGkxWjK5ObQZDzLGEsFlkDZoScwdeaQAjTnV4yQwna1zhr+jIhvHSKz/kkkDrIiw7MLEqGFgm6bJ8khFkmF/IdgQJ3rp76B5lnB6NmuU5DE8qKYET31KqaI5AvSGcQbTuwiSSTz+JsiJCTyDtZm8E14q8pwUNjvWspj2EthXyr6ZsvGVmHDSHP5XcLmsZ7Y/ZtGPhTLByOZGWPMpGfJMlY9c39ltXUNI/7W5tPn1bTfhvy9mPvBWiqvYlR6g8lDtzi0Y+y/GsWIZT3OQrpudrs7NhP/kUinTG/fxDV6W+mEeRBrXJxztpc8Kcw5Vhmlw/7Iwn2DYBskO5cMROYyzP97vGEmT1W91JgO6I+bkxXsjWzPjzyGvlsV5W1EGQ/ZUNQMpRv5EZ6Wwm6F2yuqwSKfM6IecK9rK1Z4Q1W7F6xgGDGtli2cnWjir2ZCM6uoiZz5ZPSob4LYJtmIJz54Ep8sT8PVWmYKFVKT/I3RQEzt+zM2U50F05siEWujGyPurBZretRDuz5UTNGxDs59thsHGCWsca0O4dDOfLInhg3rgPO7d3NV6W2Uh4Ql08rVTkrHW5tkAcN5NFf/gZcnTsTQDmJMOauvoqiFonHzwHthb6DjAHf0sf8aySmncbVUWWdC9F6L7DI8Y9YSzBc8g1dwmgqKdXJ6hmNsK/m/49gwP4gr4GZS74b1O/A6Jm+dBSeW9ySErZxtUh4elhtGynyRVkriCSNcrWEYsbyMA6xI8ClWONNIiX2ghhGpn9T+8O2tEaqqkaMwGpXhpBUyjLSUPM4cpX3kiZ1N/BHuo6jnVGnDSKxRwRRomcVRmsYzu7AgKZsy5ZXhHuVsnkJaR8O3o3WokaEihU8pmb0qZhiZUziUdPTK4njmDCNJEdZ0zGjsA+Em5NRtItSYGoW5rxdiP+UK7W3QA3VP/YJnA5ZQPZzH8evhVVgScQpXVd9lBQ1n47uXfeDb6zq2CEWnxdpnj4m4NDWutSTUD+ENSQAAIABJREFUMbOfJdcv4eRwGH5u2oeKabZE3p49SGOMXkb1hERFRbs2jyXCz9wzFNb6ywEsD2SFs1kdWw3q+HI+r9zPJrWbyu0ahav8mEr033zhbvUNp5k9YyLHBXKQPQZ0pwK2L+EbqWisPB42Z5ORVNIDI9yfkXE2qo3G45yODqMCMcXpOhKFEBpJsRHPTRZ+t5VukKSAB/77jByh1eAQrB/dHN9v9Efo78/gH2fTUTxiGQL7P40/v49HCHmymbNRPnfZuhiDTfDA/A8a4ehKYpI7S8WsRap30RF4x7hOHk8Lv/0qX7jXkQqOZ6Sm4hRbPxo198odm3imk/FtESvd4LtU26UZOrdX16YqOb+LiqFvQRYp+CqGVfp+5hqqIdV+owkz3pldC8CLpYmY8qZluRf3U1Zb1zDi2ShdFxxHfbrFNS7crQzXkuwCKs/x4crb+DBUruvGq1Gy81qr5pA5/Y/pL4HXJ2PrLCeurhjvVDqLJj2HYViH89gtFAnvonISPYg1ziPAnBETKO1h5zQqkmz0Y46rqSdehI/ve+hU9DXWM1lyl0JVy2J5VHyjkEIER661xyyJop+XJz6pTfGez1i8VScTW0K38PJJoa+YYsvL9+D0OnAe4Y5n8oRizsqbU9HRUl+8pS5XQD6yD1jHMOI2SQw+9E1FR/9Y+Pfk46O0N8Zv2OFFhfiudMTIoDCMURWUkw8ja8+IibClwoVxcxYhIZOxofE/2+Zvwi/cF68bxSYXZKyBX6BQC4M919ZVowBf+T3mDKHIvzF+Yyj+3YwTLbic7I/pG6nwHFfElRX+c8CooHC5ArxmSJZQ0f0LvgIyq0zuMCoI4ULisUTXq/SEsxjdXUTzK4Q88onntWBndxclRPoA4rp3HORj6s1lgov64LmzCfyFgpfGeNRTFq2VYDBVCKX1UD5UZT+h4u6vTDtU6d6B6jYt9pIKeHINmjWMqtLhinhneMMiptkSJE5nyUqm68OinpjUNhBo4LVyfshJEPOhL1I7+iPWvye4nVspw+gOfomZQbHVV0nZ34AF/ZUsaUKvTfC1aDR8SFRMMyxJnA4OFSpc6z99I06Lm8aizxiHQ8rhhVq0+wXsFnrtVbpxjcLwNnwDmobRneNYOmohjtXug9lrZ5vIDnN03UypmBGwnarN8xvftq0bwjZ4ovnJEEwJ5mv+aMoD9o+sKKtnGE5J7w7A4tBpcKKwPe7fS1/UqMPEgGMOIR+c7LECkZMcubk27ofNE90xYXWwTEJwMQlTpkfjcisPhKxxVxS1tQh0mqv9WLksHl9fvsaRy2j9bKjie/dRs7DITV2gmBnuGXHLEbn3J/x+844kp02+wVgm276MYX4zMFDJCEW3TdFUtuDg+QLcZOFV2q0TO1tjtPmnO+b6KljtTAgs5JdN5biRPCYeOGOGTxQcRciUYHwhTqytltPPdL+zM8l/3Rz0elxw5v3RmujHN8DTuIaV0ffFArJv0I2Qcp1p1nLiZIAPErhiT+w4EdbAU6SMsn//rZl2sU12hvoGYhdXY0per4P9F8NLVaeK/a2MsQkGXoVujBihBZfHyO0eYmy0xd/SGrFBkz4BiAwgpjpx2titu/thvB6vKI8h/K3sds2t8/snq61xbprcpB5eiRmhspxhGDbvORnB85R7QLHmmQ604gL+vWo1BjN5eCUBk8bE4Kz2llaDZlLs19ghR/t8jR8C910S9ng9dNYoWG68h+7LGqeIqLjxC4GFGiHn3CjVe99EfytXTAqG0MkeWBE5CY7cAWyMB6+bcnJAWNCaujXt4/gZAdgu7kejum1SiDuFZJrUHyu3n4/WA1YzjDjRV1iI0vr1TauLG2NKscE3iu3RwOICM/duUgyF+bh2+y5QS5mgr9Ee9Tn/2m3cLe+5crpaQhjZEEaq/IWSG7hyg5Gs2qFBc43q7Ga+yREL0Gt2DZrLFeGlCtZGBdeMMJfGzX27Fuo1blpmvZ+C83QEdeigOGisg4clM8t5hdevQCzlCHC6oImgteQr/DOGwsv4KnIulnzVAMMXrzQyzMv5DqPOnO+HHXkt8NqbfdGyKBPHjx5B1vWWKmXFkH8Yy2fEo8m8DVJ4jcU9NJQQ3a4d7MqrvcSS4cdexgQFCYc5D51kKCtDbZQdorVRWFof9UUmRIs7a/wgeeBvAA0aVPlDRh82kPFO67x8UChkdCwuT1AkV5sz8qTwxHZUP0f70NPcq1rY0P69gQbyHrQYPyHB1njfi7KmLHlgRh6VnP8WOQ1fhFHJK7lHWnNdTnuGwhsotm9geT0wqTX+5vpwx6mIWjAQT1VwWYjFw98NWY8J3Y1kZrkYX0HCpDHYYTsGYUvfxzNWPmu01oYoj2vVa0yscFobmG7IGNHO3XLkrXgeGJ01Jf/3Lc4auqFrG3PCwdz3xXVWVrvaa9GQfwY/FT9XRptMpgpnqCXnl5mxlTudmkcyazcfOennSZUUfw3R4VUn/EOSQTxDqf/645yzwbahIwbNCtQw3CrRgwchq6mbzDE5Z9lJ1Or2Ot5wqoM8jlX2Ml3T+yBmST/hjKawxjgfBP88COsodFC7MpY450z9MbdmlaLDQv3OIigLwKsUcs/EdVR2X+7fGi/IiEZgcArnvGLOG+eJxHSros5XYsPWom2F9DfF2yikUg31jQ5gi3VTFd7a+EhRDVTqQVV42aK5evQesqph9OjBV71GzCnkU5cjja5d1THe1auflvaGHcrJESuxLaMUju9Pxnu3IzCfYmarYhhxbYvKcr03EfTfOWCE5uX/cknRmoRjnT/AgF4voGe3NryiKIZlFhldn7OQpkkX4bHNXKX38lss+wmWRL0TDrtlZj9tw0hMjoVJaElVe1Ad32e5dTsddsvkBGYMIzFXg0Dhcy2q42Bqep+E2kctuRICFR8Md6t9cbCZ0grlfY+/Sb7jrZGzV96r+t8fGgS4sLEV1zBi2Wy81vgavlw+F5t+7GARa5j1QLCerDacCIFbxG0MGfEOXugpG4Ai0UgHZYF2uqU7HTYase0iyi4abL2BPjxfyqXcu/EHKax5AdwpYTQnfhHR2BfBRSoDU3OGWpIVB5+AHaAIWaNw4ZozhvvdU90wut+IW6m93Ix9yK7VBY6t6uJazhEc3bsPe0/nUSFIaqAeVZqvwRWOjQ2ime7OHH9/2SyHMrBXTp/CrU5OZrzElJCd6ItRm7Io/MNy6mFRkZZDRpzhE7OEi/Pnk/h/g4uKiUarcJ2VJp/7DP/9jx23CoeeARkrhsGfMXcoWBVFGvZ8MWfAml2oht8yLsjMJ8MepOK2irkmYzZy7BSk5FOy/WbtpOJqOLSa1yWB4vsH8rY6vNSOUoct+Cnyz7iSAylUoahTVzzXzN6Cl5WP5CP7xC+4TiHCnbo+B8ted4DrouFcuKb+ezgQOBH0Hvb1YDTLwi2bwNSF+2owW0tWi7nD4txQyKZbGDZ4stpdAttga281UQ2juPe5gWkW5rw8HLNe9VEwghzfQj9F3SIe3xOvUA6eT/eqN3BPvkBheYdTcK15b3RqfAe5mUeRmrQPR3L4dBGbVi5YKqRD3JPmH6KP6oZRjZzM37BryoeIyy6RYru5YTAloPco+M0YCAuLL1er0TMSiN1ropDwA9DNzRvThvVUhd9Yahjxz+XDrnF7dHn5ZfRydEQXx4YoyMxA+sE92PMNn5ulTGYsD4hD89/Dpy+GY+YrdXEn579YSUbQry8G8jS9Qu6MVGNI+Bjrx4yr3gqK5PJaqeDfGdOY7yk8PXgIuhZ8imSiQiankJy8LBoAf2qxNVawrRrzOFMefHHq6cEY0rUAnyZ/gV95UISbB5Gt509tgogaM86a0FEhIfgUmwALf8owWUZ0MDkBVKrmPv0qkg94n7qkN1MlBFidmcyhirpmAn3+ZWXh3yq1YOHL1pDV7AZ2/h1MWemG1riGr9cvIRKh+hjOhQIL+dkwKnrPjdeYDtvCPj/Cj7Gze33TKHI6irEEAr5t/FR1HasVRJTvGvpBEFKvqfMpuRzO970hOpirVZ+raWd0w6iaToxF3ZJyk9jTFctPsuj79+mhkvOfY8O6jfjs59qaBpHYDUsNIxAuP2Z8goMfpeHohd9NE69t7NDS2QsL/C03IFPnjsKFD+TcFe6WaOfTfA0SoYp9K1azRK5YyzEBziv2u4ceJlLy42cgYHu2QN7BSCVGISicJcn/ho/IeN54roV2svZ9mtsH0YwpoYBMaPLbR1Pw4cZzaCF5Wh9EDx+hNg35OPNpMv6XnociS4ZtxFhYcv44Evam4hxXqOZe//Qbo3uN8P3+PvP8e1GR8q1Cng1f2uInOBsVGL73/bKCrDZhIuVvMX4dwcJF7fnCvbnERhk/EQ7igLhb21Q4p6yGpOPf+8HW/BZYWYSNTRAS48URzoiRF3U91DUcq+NAVfnjVcyJr47jux990g2j+4Gy3oYGAjxV7/oVsTxFcO1G6NzVAU3KSNC+c/FbnM4rrniOkRUMSBOqV3ZLRIKTM4yE8IxzxPayiw5gzsfEkWBsRvOlCdBg+bTuihDHZ9cAzVXEByWU1GlDSZ3lMTlYtzvV42tmiA2ocxaTKlSPgei90BHQEagsAkIO6J477dG2fh4uXb6D2iSnRUOpsp+t9HtVkdWMbnkC1dPZOQ08cTR/i/HTYD6PTl27kP1dYDz7eQhRv+t5lBWbM551MOyHJ9G+TQkuX7gGg1Zx6Ip9VH+6hiCgG0Y1ZKIetm7euXQKR85cJdFdiV/9zujTp/P9TZhnyZhTT+Af3pMwrGMB4hctwZFnAoWaMGLIUDGaOPwLnRvdxLn0bJT2DsSmOa/c335WAk79FR0BHQEdgYcWAWITPbw5Hml5RWjUxRUjhnTlclZr3o8Vp3fDumI3+H3wGuzTl2Pultt4X8yTFENP7Z/Gi8+3BvIy8X1+C4xdGQE3ueJ0zRv2A+txAbIStyEx6zrqtOyFoR59a2SKwgODrwY3rBtGNXjy9K7fXwRKzu9F8NKtyPj9L9R/djgWhirqutDhuz9iFZKO/oaSpo7oN2YS3J01avnc3y7rrekI6AjoCOgIPCwIUGjqqc3LsG7/z0RR3gK9fVdhjljchsZYkBGHNZtTkZlvh9a9BmPqh5aHiz8sEOnj0BGoKgK6YVRVBPX3dQR0BHQEdAR0BHQEdAR0BHQEdARqPAK6YVTjp1AfgI6AjoCOgI6AjoCOgI6AjoCOgI5AVRHQDaOqIqi/ryOgI6AjoCOgI6AjoCOgI6AjoCNQ4xHQDaMaP4X6AHQEdAR0BHQEdAR0BHQEdAR0BHQEqoqAbhhVFUH9fR0BHQEdAR0BHQEdAR0BHQEdAR2BGo+AbhjV+CnUB6AjoCOgI6AjoCOgI6AjoCOgI6AjUFUEdMOoqgjq7+sI6AjoCOgI6AjoCOgI6AjoCOgI1HgEdMOoxk+hPgAdAR0BHQEdAR0BHQEdAR0BHQEdgaoioBtGVUXwnr9fgvOfxyLxaB6obje6uI7AkK564dB7DrvewMOPABVLPJO8E0lU2Ryog5Y9/o0h73RF08fuwdDvZ1v3oPv6J3UEdAR0BHQEdAQeBQR0w6g6z3JJFqIn+SHp0t+KXtaDs/8OLHmjfnXuud43HYHqjUBBKuZ7huFUkR2etP0bN+/we8ymlStWx3jBwZrG0f1sq3qjrvdOR0BHQEdAR0BHoFojoBtG1XZ67uDQ/FHYYuOBBb4ueMY2H8djlyI06SxuvzADB1b0hzV1t2oLg94xHQGrI5CLeK+p+ObNUAQP7QA7+n5JViS8ZqYgtxRoNzIWm8a0slKr97MtK3VZ/4yOgI6AjoCOgI7AI4qAbhhV54k3GGB47DGFAVSI5OmDEXXDDZtiPdGuOvdd75uOQHVF4LddmL6qFvzC3SCbPwakzh2A0HSyjHr44eCyftbp/f1syzo91r+iI6AjoCOgI6Aj8MgioBtGNWzqU+e+hc3Nw5EwzbGG9Vzvro5A9UYgJ3oUvJN+t65hZGbI97Ot6o263jsdAR0BHQEdAR2B6oOA9QwjSi4+Fb8KG5N/QF6pPerX/guFf96FXZtuGDJhJtydNQgDSs7j8w3rEHPwJ1wrIU8t+9k2RKfeA/Dvlnn43/5juHCtBPxfbGDXuD1eHTIR44aYSZCmPhxe6YtVaXngP2eLho6D4DN3HJw1M6qJ2GBvMJbGfI3LYo6BXUs4ey2A/0AKsaH+7Q1ehOhT4veoDy27431vfjy4vB9LF0Tj68t3wGUoUN8dB/lg7jhnMwncBuSfiseqjcn4QXyH+liXMOrv8hLwzQF8lvk7/qpdF/a1gLvFhfizpBb9vTPeGDwVH7rkYrnrDnSMiIZ7RSN9uOTvzYjccxKX/hD6K+L6eEs4vj0CEzz6ogOLKzLzKzn/OWI37sT+Hy5DgIvGXBdt/umJef4D6V0DQbIU8yJPIU+YT9uGjhjkMxfjxPlnmIaHIv7YBXnOBQy010kJsuLmYFFCJgo4kNkcOMNrgT8GltVZ1RioX8nzMTMmg/8Gmye3BQgZ04ULozL/S8Xcd9Yi13kils7rjzZmYxcV85pXCvv6tfFX4Z+4a9cG3YZMwEx30/VQcn4vwkPjcezCNW6t2tZ9HLVKimHT0vx+MeQfxkrfVUjLE/ZEuevN2oKGxnkmGZsjk6V+c8u+bhv803Mev2fMr577v9e4vibhSE4Bvz+FtTN61jQM7dLQpKdmjRXK9YubswgJmfx3bJv3xOTgeejPFoSRjLBh8mMi7YH+beim9w6OB3+AnU+vQoTRhjVvGBUgI245IkmOijKpXNn3ZQhc12VQz5wwJWkOXqvytPPzHBEeL8s2YZ67vfw0bp7OUMhl6h2Nufv73tI6NzC5OC8Sp6R1qpQR5jpX8T1E4BMxzQasizmIn6RzgmR+p94Y8O+WyPvfftU6tbFrjPavDsHEcUPQ1cx5UHFZw86QcIRuP4IcXkDxMrHbEEyY6W7m3AEM+acQv2ojkpWy1MYOjds74fX/jIZH37L2kgUYSueLOD9TMHuMExoyzOjMWxQtyGhqs2X39zFl9hg4mW4JoSGNMQrveWuMMXXuO1ib64yJS4U9UuX1yH/AcDkZ82fGIIMX4nS2u2FByBh0KVuIg+21qV80waBZgfAyM8hKz4fiPLtlUx91ac/fpDO7cftX4e43Q/uMEnSlqI9OS+ckr/eMgt8Mdo5qAUb74/BK+K5K49+xeQIOg/2x2IvNKds7m7EsbA8yJWwGYVagFz+nl3fBe+Z5jNoZgFeEM8wSTKw0bfpndARqHALWMYwKjiJoYhDSbrbGgMBgTCIl+M/UuRgblod+88fDZuca/NA7HBFuCm1eTEi+BTzRzhn9+jmhVZ0i5B7fg08yruAv1Ed3rzAsdW0P3LiArNQ4hMUexxWSiTZN+iAgMgC9VILcgBNBrliQ3goDPMfh3S5AelwYYo9fwd+2beEWtgGeqozqAqTO90TYKeoAHewOL7WDXV4mvr94iwwxG7RynYqXT65Hqm1vDBrkiDq5GUhNPYWLt5jFVQ89XHsjb89xPP62N7yHdURx+ifYuvUAsunv9Tp7IGSNu1ECtwHZMR/CJ+ES9ac5urzdD307NgKu/4y9n3yK8zeB2g4fYEP4cJUCXnLjR6SuXoYoGgdsbdF40Fps9+pUsYVWkIGwGfOQ+mcb9Bk0CL2ceqBTY+BObiYy0o/i0Bdf84d6vc7wCFkDd5PMc+p7/DTM2X4JTzq8hTf7diR+vOs49/kXOJjNG40saX3qyyexPtUWvakNx0bXkfm/fYJSyvBcjejXvoHPnHjkP8UUl15w6tEJje/kIvNoKnbvSSNsgSZ9AhAZ0IuEPf/LjffCuO230GPEZAx/uyHydkch6kA2buEJOPvEYEk/s6e5hFEBW4urf0X3YcPgVOccPtvN5glcn2K8HMznat35DP6uK5HB1pzZpPwCHA2aiKC0m2g9IBDBk8gI+pMMqrFhyOs3H+NtdmLND70RHiGHbRUeWogxYTnoOlTRn9KOhP1yvPzLcgREfIN6rmHY4Knom+EEglwXIL3VAHiOexddkI64sFgcpw1h29YNYRs8rUsYYLLC5PWL5l3wdr++6NiI9uuxfdh7ml8D5vtxv/caGRdr/BC4j/aa5k6ph84eIVjjrp57TWPFkI1oz+lIob3zvGNLlJxLRxYTQvWc4b+uH07OCsa3Td7GsLc7oihjN3YzecPkh9t6xHrSPiU5N9dzJzosjwX7T/GnbRgRTnPHUjjfbdJ7HODi7Y0xvf6BBnYlJAIzkBAWhr1FLlhpPNe0vt8KTadP94DfwWWoWhCgUk6RsvbPN/GGUyvUuXES2+O+wU2bUpSW1kbL17zg59YaP34chYS0i2Bikcnl2dOaIG5xKmx7D4LHu2+jU51cpH+yFVvZnrU3J18qvocIWFl+P9EOzv36walVHRTlHseeTzJw5S+gfncvhC11RXvcwIWsVGm/UEfRJyASAeoDpOKyhtZG/LQ5iL1Qm3fmOTai9jNkeWqmnYKjQZgYlIaCevwcD3PqiOYNbFCYfw2/nv0Mn8TuwZHrHeC5OhhDzHtjjFa2gActgzbP90avXiSji3KRcegLfC04Bur1mIFpzXdi89V+8B5Oc4McfJYYxa9Zc7KfxhjzoQ8SGAEQU967Podm9sDNi98gmxm+dLa6hkbAS7JO7uAzf1es5IUmXFfHwMsaTCZsH41djV+7DyO86uDcZ7txgBfi5ZKlZG8YiekfX6Fznc5tv61YZnRmVHY+DNnxmDYnFudsuuOD0KUY2sEG2dGemH6gJSYFvoyvw7aj3sSdmCNaI2zGJL2HtAxB73gSxfjjpzPcGWzzhDOmbliA/kaGO3eGhZ5G/S490NEuD5nfsz3H5MxqzKmzDnPibxqdb7QhmYzasQRv1Kc9Tf0K+G004pa8QZoVUB4mFVMw9Kd1BB4uBKxgGOUgxmMyEnKbYvC6rZjICUFS4gYuwEVXIYnZcBSL3Y+gbwJ5LDjXD69sJP3eAi4LQzFVvE1gQsMrEQ0nDELR5gikFbRQC1by3EZ6zUQKy5CWNr0wIVfi4TXmCHpvVt6m8AJhelIuSlu4Imq7Fx0G/K8geTqGR2WjhctShPswrwvXMWRHjsWUFAqnoV+LweuwdaJSORX6zdon5aeL9y6sHqJQzDnhHQrSa0ze5QUbnVpdxyMseKjgFeKVkMAf+2HC819i/Y6zXBjPVspvUKv7+djlPQJbcpijyBk+MUtggT0gjLSQlK3hiIQ3Ni1+E7YkfOs3rW9kDJAiGTYD8w4QTvVIudpKypVqWHPhubUeJq+djdeNBLYhOxqe05O4pHXYv4y5SYvxuuTxIk9Woi9GbcqiQ8kWtnbNMGB5NCZqufgK9mPW6HB8V2yPXoEpCOwlrqMVgH8SAhSHi4jlbXvq6y7qa5kEfZlY47YctovEtckmX2jr767kYQ/Du2W9Tx7BxHl+2HL6FtpoJOXnxHhgckIumirWyomggVhw0RWxm8ZQDosBRxe740jfBBoDmxLqz4iVsA9UKAwFyZg+PApZTfk12phbK5fhErUdog18hQzEMUd6Y3O0u5wXI+4jAr+Fa1TFDeYKyDIe8x/RamQQwoxu2pgnd9aUKJyhdV9PY/3e773GGdOx58njIiieXckLQJ7c3C9l5wpzbvRZpF5XWsZKbtx4jDvsJCtfhHnk2ClgIsLGxgZPvrEU22Y5CTdlivVuI68tNn73Y28gMexdTilhP622DEcXY/Dioyi2fwEztq1AfxObvwD7Z43Gro7h6rm2omEkyanOIxEUJnjj2Tr7cCmuuofD1/EcIvwW4gCtuXp9FiGJFnWpgriCcxppKJ8SuQXbs0bypeJ7SJTrv5P8XojQqeKNLDMOvJDYcAIGFW1GRFoB7Qul84NunyO9MDOF5Bz1U83uyc6sisga3hG39IILQiO8jG4tlO00ggvdDPt0F1z1hXRGDKczwsYUB3k7shuADFxzcrbQ2cGfW9O/fgFLw31Mbn4keclOrS7e2LV6iOJ8UZyRjWgs8T4Qu8oZn5yh/hfaik4fbhi8Ibv6JxuUXrmC2zYd4KE6d+mGKXEe/Lacxq02IwU5WAFho/Fo5ho3LLddpDiP+b0Q/t3f6DolCWFlCnGGZwT8F+/DJZteCEwJBHe8sF9l56PwEOaPDMapUsVeZTrIyN1oJZ5fuXEYv/gxLCWZ3ZxTL0S9px66fxCKpQLxC/v3+GkB2HezNgquXKUzuA8WJcm3O2D60+BVKJ4iG3UF+2dhdPh3KCYZZAMHfLB9JYaKZ3NJBlaM9sdBqkLQaIAQdm84jTD3YNjMTwAfhV8GJlWbKv1tHYEaj0CVDaPCT3wojOMMbHsFIiWwF69wF5KiNzgKtWccwIr+7F9oU7omwjGJ92by75zHi6oDtICIBTyR0T+G9+jkkpAZF4vz9kZCQlKgadO7UEiWT3euzUJSPlwz+mMfGRWqiCdOIPjhwHWlws2U5Rk43FHDCOGEG7VL3+zhd5D6op5jSXkBGW0KxVV8qpCUlOFkABUrFCNOGab2DtRRe7cMp8MwenU9BHL0wMKNV1oxOnhsRrQUeiN4ey4NhV/bRCwkI8+WWOm2EStd+Xcl1CvOYEzHvya1wKGoL/gbN7sOZJCGYJoqrCAXceM9sOOiQpiKB8fI/XDauhpKG1CJCmcIUL+1k9b5se9jpWLKTGoXiCWyyKgUlXzCx3VVPYQoDFq+XbZWhiMqq7R8BrGcaIxa3xRRpAwo7R920M6gTnXxTiHjtjzqc8YsNg6xJa5q0ovCT+Djug5nbJWHrTCO2jJz4OkwVyQ6JvFrKTsSo7Z14oxfeZ2KY28Ft010s9COn4ukdouwl7Om2N9daW/so2+o4/nYGnL3O4Dr9kYHvjVFE3cwB+H8AF7JvCjm4iicDQYa19gpKfgd9jTNu6ifIqb3ea9xfV2ME40KpCHFAAAgAElEQVS1PcmG/P0IHB/OOS9o8aiUNlNj5SI5fWbjtq+oTPCgijKvVLXHRcDl9d7BYwftY1KJDKQMD6A9lER7SIDFtC2Z/KFMVrzMNXBbWEq+AlJgxSatZhhpySkDToeNxuonFvM3YOzHFD4a20Ub8kh/Sh5p+idxP5neWrEwrA1Ym/IlcvL+n70vD8iq2tp/fhE5QM5mgeaYeT+1a6X3UqbZZOnFHC7XCQdKFFFxQFFxwMQBFMVZHHBKcbpc/UwTwxzSTK5iWcrNCqdQboaKFirkq99v7XPOPtN7Xnh5ARXd718l55y997P3Xnuttdd61u/SzSI3qOSzwoU9pLxz5iWj/GYGaCCdAfGSY0nZs2fKmgxgrlCTvNIbAoWVNWweJuRgmF6BNew5fTu+mLNpGCR9dO9EvBeVgtp8bRTHPr20CYM/OIzX53XHrX8l4T/ZufB6LQgD1dDWSyS/aK3ToWbtQNHWrH7t2b6aBr9JB1HJYFwq59EP72PuzPdxZb4/wpKuwq1pCBJ1hr+0TCQHRR78JJlWlIGmY2nvhagep+0f6WtsDkbswFUy9raa5LtVa3w8TcN3UbkL5QkX54Ovd8NeZWso7BjeXJBADmK2tkkPCs7CEOX8kvG4ZKf3JI8LxPpq4eSgrY99yrmmGjTKmmm/o4XBscJ1CnauGp5VhqXKKKY/bZcd0kzmjL0xEomkM/GfJSZFmSrxrkDgIUCgiIYRV+jY4bNd8YhLpx3J/16IOkFhbf5tgAMbcaDSYOUaV35nGd1g6D1XbIMG7HsDq0kR5KqfpfCRzuX+CGAavE4ZZJt+YfU4SyWXKaZhSddRkQwpSShIAux7dFi9HPasvKTEvEMePWrHyjAi6YLewYmkAFobRrJ3JxIHc93II6kIYKm9f+NVveeQHdyDpwPjFmn5QhZKgqRwTgPGrxpExhM/wExeyPwWIlOayHAtS0pc8PJIMkyTZcXwjv1tC7uV6MVOz6c6Y0ECtUffZf829HJIvmQPBSWSM8IIOdJHYftS4rI3pmahTM3GqFWR/nb9NI6msTAknSef+u53sqtBkPOhMkO4cxxZUQUdivQN//Q+SJBOKt2P1luHSftx2yccu9RT0jGQskGcixBdqBLvQ1nynMsGjPzLocO2V9QJePv6ow0OYOOBShi8hoU0kI5Mnr7AzEGkZNbRNcYU8P5066qtqVOL/RGy92WiZ2cKsAPFQPoCczqQ4X+9InmmE8kz7aRU0uUEyrksLNftL/AfaZ9/Ix2yCTURrXiT1fk23MKym7HOiDxICqfe4LjHe81G8+0bk4UelntbxiZ78xB0Xf4D/Rc3ROV/t1/HJAv8TqKr3giRH5RlgIO1xx0FmhLKFNO+ONVNU8js23J2HtnNxjLUWKBTNovLMLKSU8yo80tBu0Sdl91GN67t6HZXp3TR1YJ9OJ8tA1tGD8c/PbohbFBHvHRjtYybzqB0ZQ9J7ywDgjfonDUs1DRgH95YrfO0c8XZZACrhh0Z8ertdCFlzVfTOmHzn1YZIwbMW48bkNSOej4qOJV9cRCWTemMZwrIj3FmN0t47H4CL/6agf9r2w4N0pOw9Xg2PN6KwKax8nnKZbCjm2V1PdYj55hywyGt4+/eMN4isbU//gZG8pslxQmaBro1WkfRGtLViPJTzsLcEHsHozPj0p6hNeifjj7KmaT9uxyZsv+2ZqDn/13Z4fR5c93tukvzwfeqecxy9ExiXgv09H8OZzZuxrk2cxWHgmycri1n1HuYI7XXzuZYxW/xpD2YhOsmg8ZKt5Hn1IHcVx28uvBaduYtq4EFBkZbC0wKNzniaYHAQ4dAEQ0jprAFU0icUcGQUSJP4aFN2J6cSfZLV10yqfzO9531nnrmLe2D73uuV655FZy5AqIT1tJfzsUjoP8mMi0cGCemaVKVaK6YM2G4pqaq/BsfL6JhJCmxDBOdd461t6yaouRqYwtY/AwWGrxs3GsMxajKwSehvXC8c6ISWqYZhWX1N3T5LUtF8OsPRI6H3W2JnXLDjNgAnOs4Fm4bKXzmDMWUG5I+5YYLZxi9SmPyw4ITFGNdzQc9h3RGk1wyio6eROatcvBq449+b7DE9QJ+/AAxKecZ+yiEZu1upFP4ufS7fRM5jAyEsVnof3dziRyExciXR8Xy7vJfKtREK0ZyYUUiICkAqWivM4z4uL27LTcZOiwn/xA2bU9GJhnvXXWkFuydlXXXGm8ipRsFMsbv6A5aaS7gRM6IdtNmachbwaiG4FF6HRGaNH6+DLKO/6gk+5tDoeQ1+c/nV6i1fawNI2qIz4l+X97jvSb17ev3VOXOchU5uBW2NIx6n6UwFS0E1yB/HNyA8u/o9xxTYva30RREy7Ykh0xBMo3Jl8nAJC3M0tIoKWj/WP3dSk6RMtWNHFabVMOfh92Sa4jnUbFvWRhGbIyT74zXhT9RGKI/hSH+qjmNXN1Dwd93NtwSMIO4z/c9sd7A1sllsVmB5Y4IRzcoJnDsZA1TjFej5uTW+GayQgZAeaMth0QppBv8fT5eXTvc+aVwDdlNA5EaPOnVHN0tHBSOppRjqN1e8Bv12qqxUpBhpM6fegsoY/fla/oQXeb88MPWZut0oWvabdSLaoQI76ksm1LbF84wsmXsw4pFa7FbE+K4mcNIbcrCKMXvIpdIbvLukFOnYnly7UhCHDVbdcbQgdYkBsxJOtsjWgtFdWk+FB1Bd2Oqzg0jOdq1BZ8epcgPv57o0pSTTrF3Ykmg62/9mVESimvD9DfSirGX+xSlJsg3T5ZnBjW4d+J7iEqpbhm5QhtScfDqDCOmT0miwyjP7DAxLLQ8/PfrL3Es8xZQ+X/wTktXSEFcEUbiHYHA/UOgBA0jGpQtB1lXbsC9Ug1KIOaDlAXu+d56YWkMtdPgsNjc0h/5v+tuZfLBUL0J0RtGa2sbco7s23TxxsiRYWRqjxknwVlD7PJCDEpVp38jKPAc+ipX4VIf6QbJn0KWftV7a/NbP1ahAhbGkgyr2evL5mouTj9zBTe8+2Hw+1VwcmUMVqZkUyiIFu5XOMOILsnyu5Fzdi8oNz65OsNIzS3xboeJkz5E87qVUIbG1Pvsh/b5N9zoVt6vRQQfqSsnY0oSKXyWpAxsze1HGycNIxbDzZKpb7hXosRqzS1sdcjJOTiUh6X3bEtzkeHg0NODpCkmzhpG0k1s0mNoM2Y+xrzBD25dXoQhRIztzTjUYEyIijfYoWEEirt/j8XdA6qSxMZxD/ea1LfzvQuoQ8Tlh/Gm234d03g6HUa7/1VyI1XYFeWlqnU9MVlhuaML02T7aAQuB2u36o4No6fQbiqFR9ZxtBF+w86PQnDmH7pwoOK6MbKaK3X/PI51IaOw5SxjyryDMs/5Y86cADzHl7ZdHxhGm/EndqujRqraKC+kHeWFaLI1P8Movz1knmNDuKoOOm4QmPcG/3c3Z26M7WQNu8H4HDb3DJRpH4YPm1zFJ4sWYgeliBrz1rKxeUhXsMtJvZGcnboUkTM5g5ijeXY+KkDGMAfvRG0FpbtJP44rH7erhpHxnLaa0/xvo8wOgQLFOw+hp9vcdhMn4cPmdUl3ILytHBTqWas4E2oRyUbqSkyekoRfSK7PlULUjS1KxjomGc6Dws9HPoYRay7vGi5do9iHqtXhqbbP3lmL2vrwe+agGXyJ5k4XFqvTH/jcnaM81qhyM+SwXN1P1mvOa5Ep+j9y53FFyhvj32d79F+N7ZxGVpjIn5JzzOamP4OmXjeRRkRLd2v6Yz71p5D0TwVOu3hAIPAgIVBEw4h7q+2vc7OTJyIw9hhsnuWB3P/DC0M5g5isyB19V39j5CBkxcrrwdDjoRy6UJicH/fjB882eNnLHl67UDqmFI+4jGC9waG+VtQbI+7x0Sld7GCNLYcpOgHoKPTPYBg9twbv7XoFOyifSJWvedsxync+vnWWgUrxiP1E8fgbKPbeUyIDYCFP7BDXhz/KYV7tmNaihtLJRuyO53T5Y0q+1I6bxtjl/Oq/GEPpWmjMW9UoOb7du8RuxsC/hVvsxujld9CS85VmHsP+nOfRpqF9DpB9KJ19OJo0pY4MI+4FpnytJBVfJUQih7xsOygfTn+omuLF2ad5H9QQTb6GFOahYzZG35qL/3thKOKnyIQadoaRSthhIgMwGEY5+HH/D/Bs8zLsl7ezIVi8c/Kc7n1Ry89Tl74aBqpzCrC91v0UeprWrjTfJkITGp39bek93muSsvBtR92cWohbVX40RvDW/PJ+7G9s5a/xm13NI6+1YhFmI4VUfYN2+balGWtezV5CHRKb+f0a+U1Gj6bKE8VlGFnIKW3/1JEN/ZyL+GzxNKwnMhIDUYu5D5beafvbTVf2kDTHR9813Bglj/PDya72oaTWhpFmoKm3vYWSNfJcZenJWPjNQ20tFE2/H6xyGfOuXcI1onbWK9C2nAwkTQ/BfEqCM4foOloPcvjoUbygu7GRwznLqOG1BRlGqjz15sa+fE6n/V3vwLR3DskiVg6Vth8jm+9gZA3R3W4WoP0wI6A/kdkYQ/4cGUZ8rxEBQhKRlSjyWj7vcyhy2z4n05EBLe3qnCxcueGOSjXIoab0k7HCbosch+XELKPNB2/XKD8k8ibGPEuyUSrZkFsFnWZxNlymF8Sh2hwdFpZ7hMtQnU7FQkLnVUKsROaj+ynOvWumUG792aT1WT7353lOsQtNd4QJW1d+n7+GVUo+s5xH+gmqF0h2UcAkiz8LBB5wBIpoGGmhXYYEQCU0KKuHwkrHCBMGfoNOCisd24gTb4Xq8jJYyMFseMw05fxwr74u50XCkyu1VbSkVqZwjs8dY58Lo8v50QQlu8IeiPN9OPuZfpaKZhip5Ax6ZhkpDOsztNDFYDMjpHNqB42wwqBw3ZE97o9H4B2KPzYklvKx6z1BBSwymfXpV1R7mai6Kx1B0p6fLdnvuAGpCVPZ2PjiFSPjmXwQaiE/hbsxYgwE7Hp+Nz5JPkrhc6zz15FxIh2ZLLRNzxZFgvm9XT52Sb206lSiCO0APYLoTuOx54bxkGSK3Xv729iRcnBFwHgA80PJIpyJcO/9qQ/W6nKJ1FwF3TpUleasHkpiP0vCHohvOsmsdAbDSMrBCEHciVx76nCDYcT6NR65Y4wkANJhzpnMGMuV2ZizXBdWN7b8Qc2wURVGtgenumGKLi7d8Y2RpnBquN7jvcaMkIHn0UfPPGXCgWN225QwbrWOJXKL2WUxWcrx0z7ESS+eMLEBcvIVN4Wx7XFSlhh7WdSNQYpjQv6G66F0FpNaXIaRhZySZO3qOlhtSG7niiGIKEYhmLAyjIacR2/DmuTv6UKveR5OIfaQ1KeJtxCqc2yxnLzZHjPVcE8FZcVQ18KS5H/n/agC3znKniqUrJFvRu+E6o0Gvnd0oUtWIbJOKATcQeWsYQSFYCi5XDt8FDMYTS6uwJCxRITydDcspH3LvPv5G0ZafqC+TbZGjcn67Gz8FxobcoksFHl1jIRz70/hs9Z84+oYhCPRnTB+zw3txll6lNWTo9t6K2cVkTylmRw0VqGscovMUBuJW+GmXKiC5kRZ29rtIsfLxIgn6Ss78JzCSicZEnMqYpaUsyU7U3Y2T9TyoK2cRuqa0RtdLDTyA6S0XUVkVnrKJSVk8vRLJnZWZU6ydGyB0k3cLry00GykOsbEPrpB/u5ucqrpCRwKgk/8XSBQ2hAosmEEpb7K/lzdJlQSMskdKwsBG9FH+m9D800yg5HEJhN+HUN0ygsL75lwqZ+Oqlqr6WFkXZHpp5mHysB+xbydUdcRbKC5pfCg+UTXvZ282yYKTImNJa4yok0Kjxam50IonUrla87TYJ5nP2z/s5anIbExdd2C52M12maV+hoK1W86KQBjf0ZPNclYYzqyYqJxvPhY4dVZmJ6Qiqy8Mqj1Toh9EVqV7U+nLEhT1Q2jznbTEWVwAggtbr/whpFVT23YF9ER0w9TARIe8ijlguzCn1UaePYe0YxuH4cP5zOqUj1NLA8p07MPKgro1uomWm5uWBnHKq3T7kRzet0+kTh9aQDlBjHGRP01khWToOIVJ3IR2aC1IXWmP7Y13yQxIamHzZs6o8hAGa9gYwqlYx7gqOvBRjZCoq+fT7T38vKWqZMLzM2SlIPOONDago1PdSLobjvZ4b2yLtbq6BkdG0YWzIJsxu7pXmNz0g1r6szXMTvq1puuVEC3hc7UFlJYuL57B9MMtckUgpmjlbSSAsrt39eVeBgPrdWdEeg//wr+YaAzfkANI1obdnJKuiE20d2r+0R3S2AZSheJn7trIbcqxbCBDKHwe0hm5ArH9SE6x5bEEncJ/XRU4CpNtcHoYgzNMnMokzPyLTr9CiVrZJwSakarrKgau552k86ZwZixoe7NczsQf+J/0NtRMWQ1/8/Mppe/asFq6owYv1aqo8d+5no4+RpGvFzAHZNDiP37Byfxd5V4w/62WWY1248bJoylTpDsCCDZwVgCC5ZL8vh42Lshh1YyOLba3VRwEibjWcjkbXeE776uGe0cOmZ0BFLO4GpTzmC+0GpGo+oEYM9bseZKTsuviGRJubnM3owhI37DKMWpJDlTFlXVbn4kIygWNwdoZT/UcHAzy59UD20VPIab6m+lU771kE24pjI0cvr1axr7nVLmJJkiP+zOiHwwYbd309ynac4GZd9/++YCezKj0qb5iv4KBPJBoOiGEVN8TsVjYOgmXCjXDAOkonS52PtRX8w8/jwGz+kFrJyObTUnYIlaTFNWKuaXHa1tVEmpiMUP1dtQQVWqWr5tG/azYqumujpcENvX+5HpWddelouYNqHCgqnJyUiRCrZa1dbQ04520RVVdfXGSFdbwypHhQmwoUfxznJeZ0l5fpsNzai/L+MYtm07RnTacjFUufCokeVGxcRhnRNX1jrlwvyUhBkRi5By2aLoqXQArEVe61EY3aMKUnkYjU65KZRhNKEB0s49idoN9fHXciX42NCJ2E1KvnbQKUrTIU+8TBi95n2Lisom4zOJvU6PkzxurvDcpkKTI2OH4ZWc7ZgQuhdVfG7j28xXEDohQCrwmjx7ChbRYMtSfsG6KY1x4fhd1Gxgw+F5ozF7P4FAZB+GekFS7aGVqLvMouYRL4B4oRyaDZiLqC61kMsKuM48jucHz0EvrMT0bTUxYYkc786wWlZhMLz3RGLH+bvwpvoUSwc1VkM31Bk05xgp83C5FtsfpoLDFrWn8lsJEk5rayLG5BRQc530NMaFMoy0GydjTsc93mtS3Z1ZuDEwBqF6Snr1ho7pxPaFHh2vY1bgeAQitgEtB4zAwLeVBGQ+95leeLt7U1zYloSMp3vI9X/wXxxaPRUxW2+g9dQ5xn5IOiPLC6HFrhI4cLlTEPmCxcxa3Rhd2oMFiw/gMnFL+k3uQa4WJ392corVpGQFkn/FK4MGURFLnk/DilbxApL0bYs+yDfV11CfsTOWPYItW4/j8h1z/SDpAJGLiDq5h6S9zpgf55fFaJUuW3akxf5QXZL/XpnbsE0qPGuS/dyRx0KRDfWUCidr5HPoKOr1jkBI86tEpRyLz6kIqqrQ8xBZczuXEhHywVL8VI4Vpe2I99v+FQ1rVUfZ3Cz8mLIFH1Nx12OXSC74RmPhsGaGEgMFzyAVAr50je7jyxjCwRy/x2T/FkweuxIUGWlZ8JrNYcTVIVil1OqSZcSPqNaSCq3WO4ONG1nRdYuaftToyXlUe6/usgJqDJl6x+sK3aYivCNjMeyVHGyfEIq9VXxw+9tMvBI6AQGswGvybExZlILLZeU12PjCccp/aQDb4XkYPXs/rXtzbSWZZn8A5ZsaCTryQTVP2cOJP+KGuW4ivSanC6TgVk1fRMYMo/pR6UTCMxQbbb6YNunPSJ0Vh/MdF+gKyjK9py8+aboEs7qy3E5GhU9058k2NGrXHa0ZgykrhHzHQX5Z9kFEh8zCyQb+GDO4C5oqdYvkfrAaiV3Q0YO+QfmNLaX80crIVc72E88MwIKZej1HOTPzw4SdOUO/wkuho9CpwS0cWcjOzbsUbm8fuVDw2hRPCARKDwLFYhix4TLFNmF2HP55PAtuXg3RrMJliX75LlV3btZ7NCZ3Myl/kmcsFIdbzMTiwU0oF4Odj2avFze0FH/TOTpUhi9FhncAog3eWwVw8oysGRWBDVQRm5P+sAryncMjEWSo2cMnSK4WPv8yFdaM64Fa0j+7Zhhd3TMR/aOPobJfDBYFWSi6kiAlBWPxbfRfFoO/PcXaokJ50SGI2sMUffZzp0J6kYgZxgvOskeYMIzCHlaASHrEXGm84MVmy9iJWdMTcCTjipQ4bfVjVbgt54l1IXUewiKoOJ7SBYZp72lz4K/EFhXKMJruKVOsEqszK5Jb5kma+ZtyfRP282homlti+dk3awRiVIwYBlYMUOxtuiFcMwoRG9jhouDZLRZLAmvgsAFnN6r92RvT5vhL9aNYiEPMUbkD7jXeQviCsWili1hgoVf+xMyVwOt0mQFUqK/j/nkcWW5eaNisAi4fTcOlu2Xg1aw3Rk/uphaAVLEqeNroCaOSnJe2BqMiNqheYYZfhUadqXBhkF1Rx/w/LyuR8U9NwebhTGWmG8Ut4Ri+jAoyOmLLsvqgOcdIzd2xoO5libz3cK/RosW8sJk4+7fZmNtZ3tnSjcXCTLQMp0rx+glWxlbQOpZl3DJs+f4K3D29UL9BBfz2QxrOXmEhoNLqxbMv/RlPZlEV+1/+QNUX/oHgkf7wMRVFZk86NoycWhgOHjIxUEllBXT/5uSn7eWU/fowywBrZjyTfGOMlr2nYY6/rmg271Mh9pD8imxshx5ugZmLKXxMPkCQMGI81nL5T+1xZ4V8gpxDYshwLM3wRkD0PFV+qbAUStbYY6LKjieVQp6/1kS3WJ5jogOfKdwb52HFlu8UJkjtb+6VG6B1wDiMau8EM6fuk9mpazBj8XZ8/8t1SOz7hfgx2e8TNAnhlrdYTFbwOjvsXCJWwnlhiNhxXjmzPNDQouizVLbCn+jTE3Q07072ySzn3Gt3Q+ySQNQ4HI2QKLkWH/vp1yDPs5LFfg28ZbfHWZTAR8BHpnB91aB33Dn3Gi0xJGoC2teyv/fKO7Mdc2LW4sDZm6hQtzFq29LxLTljH6N5fDc4EoNVchvl+5LeMx4/vD8XM8mJ9jhz1oQPxzKWsycNigxCAymOuV+sLtgcolA/jMw/3FH1WSp3gQwc/zFDnXc3yt3967M2pJ86j+wytdG6dxhGWM6tA0z06+qgDvP89q+TcyseEwiUBgSKzTDSDheZie4u+4fHPFC1uqfja3Rircu54wlPfS0HhcnurgOvly3nGlWGr6Rje7GHWU6iZD1wxnOWh5wcN3hq9DEuzht5367lomylfMZLX87LyYGbp/EZOQmXwVUV1S37oTCc3TUm6jrXUV5gcyjiJnVwvW5GAfPiXF+UpyTWnmxcPJmm5BixfyfihT//FS/UcoCf9A6BRIStRrYfi5aVZ814quuijJEpjhlUlp5WOrR2Tg3HwkPMcHVH5SYdMToiPyOEz5O0+AvuZ6FA4w/r2rAbRyE+aMuTPMtlCopxYcbOBxkYoKN4dRRKp+Y7mevGqN26t3uNsWIa5Utxtc/XizIwNg+etzW5VxxzzxSmiWFYl/k0Xn/rbXjdOolDBw8g7aqXQdm2Ze3DjBEJqDZhCYLMFFyFWA526peFnJLZttgedEaual/k8q2MgZ3UUecKs4foWaJx9jQeIDJJBIl/y/ZoTVzLLYtK+cl7F2SN+azL++/X+NH2AppaKNP6kWtnFYPVLJecnECJ+GExrr5Pt0wD6JapoD3t5Ge1x7Jxhsrb1auneYt4v+3PLBa2PRXhC9lNEtkolZug4+gIB47J/Dqi7DGzDpHPOeRonTHWuQhi7GNhhpIROGiqiVbdQT9oHfxny0cYs/YyWobNwSizkaN/TV0zTswj7e0z/30G9XRro3B7RG7YsHYUmeOeI+sS0i+f9VQoTCzZhQu9iMQLAoFSg0DxG0alZuiPSEcV2k6vsMLVknhE0MlnmHJozcwrPTF9zOuoeuULzBi3HP+pZ1/h/eHGiiWqr0ejjRrrk7VhJOddUC1hNBWsRUVcEhexafBgfNnwQ/i2ehEtX6glK7s8/+QWUV5vGoYmvBWWCzL4HAI+JtrfYleKizgU8XrJIyCVZDhHBa+dZ38rqU5JIYYzr6Dn9DF4veoVfDGDGN3+U8+U41lSrVt8l4WDDT6Av0yMhG/Nm0hPYCUZbhUiHIxTczdE4JpF6GZkzL6HAynGphgm/Xfj+fGT4E/MHIXHpBj7Ij4lEHgAERCG0QM4KcXaJSW86TvylDV6uQ4qOvPxaq0xKOQtYtJ5lH9Er9ppB1okarTdMpMdDBTPDz9CclHHfzVZRUQqzGOsJTdDpfZlOjujct2KLLv8rIcfoeIeIU/a18KBfRAaPwVtCX55DV5QaZjltq0KbxZ3r8T3HlgElNp22RS+1fRPT6FsETparfUghLzluuT/alon7GiRqJHUmImYitA3V15lZA4ffuOLdbM6SOUSbBkrEfzhBmS3U5jV0lNxyKMpWj6jD1vRWspLnYk+4btxlcKWfcJ1tcNc6cwD8g7DZFROmK6Wk8zS+NWrgm3uAZki0Y37jIAwjO7zBJR88wp7VgolSzv7s6tP4+yLD9NzFrW1zIQID9Nw8xsLY/walYJnO1PCb/YubCG6d7aaVEpuzsb4uzmh/VEBqHjHuXdiJ+x6aQ5GvloeN9P/F7OI5ernl5RaYkpOhLlgKbvFG3E5WFcCoXj7JL72ICMgk/RsuliYBEHr8RjLFxR+zPb1pOQblwwTrX3hv+zaG2xfTM98EVXP/RtnGV9I3YaofDYFaQ3D5CLQyn5yL18LDV/5K1o2aYLGLdg1ylGkHuQEHtS2BfmCaz26/2/Z11BUSHNqKXlcYgoAACAASURBVJjc/y6KHggE7isCwjC6r/Dfo8YpqfjEri349GgmlVF14idujAgkRv8dRAUOOXuZQpX+vQ8mWxYGdgLXUvuIzMo2fi0ntdCTV1zAP0MGYtnpp60TzUvtmO9fx5PH9cbZD7WwKOmWaP2zcgV75XbAW1fMk/WU1fGZkBsm6ovcv2m7vy3nncGhTduRfPpqkfpR1BsjdhsRlPZ3teyGTNH+PXxMxcSL1MnCvEyhfZ2WVUN0vMwKyktilOmt1N+i/JmM7/Zj5yef4sB3Gbgi1dLT/+Tc0tBx/SxJVArTlQfmWTtM5Nv+8rwm2QPTUdERgcD9QUAYRvcHd9FqKUBAPkS34Wbd2vDMPE8MUk9Y0jyXgqEUTxd5grEFeUXxEJgUTzdL+1fsaI6ZV5uUO8kwUkKTTutr8EjU0CtQY6qg0S3tc1/q+6/kwW27WRe1PTNxPuMmnqC1uopuZ/SlSe/dOBUa9+8qom6tPGScvQIbRUTMVQwlu36o5A7sLyVFoHPvRm/dUiExud/dFe0LBO4xAsIwuseAi+ZKFwK2jH1YkbCf2POqoLFfT3RpyupPiJ9AoAQRUOqH/E/wYHSvn42EyVNwQC3OyENjc1GtEdXAqXIdp4+ewp3WEVg+9tVC1r0pwTGITz+6CBDr2r4VCdifeQtVGvuhZ5emsGCsv4f4ZCNt88fYnHYV5bxaoWvA26hnnVJ0D/t0v5sSmNzvGRDtP7gICMPowZ0b0TOBgEDgEUWA1UeJmroKqVQPyfP5HvgohtXcUsBgNPKLZiPx4AXkVW+Ctn0Hw99HGOyP6FIRwxYICAQEAgKBYkRAGEbFCKb4lEBAICAQEAgIBAQCAgGBgEBAIFA6ERCGUemcN9FrgYBAQCAgEBAICAQEAgIBgYBAoBgREIZRMYIpPiUQEAgIBAQCAgGBgEBAICAQEAiUTgSEYVQ65030WiAgEBAICAQEAgIBgYBAQCAgEChGBIRhVIxgik8JBAQCAgGBgEBAICAQEAgIBAQCpRMBYRiVznkTvRYICAQEAgIBgYBAQCAgEBAICASKEQFhGBUjmOJTAgGBgEBAICAQEAgIBAQCAgGBQOlEQBhGpXPeRK8FAgIBgYBAQCAgEBAICAQEAgKBYkRAGEbFCKb41EOAwKVEhA3eiLNogv4ff4R3y2tj+iI6BBndF6BXnYdgnGIIAgGBgEBAIPCAIGDDqYQwTNn6K57qPBEx/o3A6znDdgoJYVOw9den0HliDPzVSs8PSNdFNwQCDxkCwjB6yCZUDKeICFxKQFCv1TiDFzEiaSba89PJloqZ3dehweq56OJZxDZK6et5Zz7H6s0HkXkLqNLYDz27NEV19fQupYMqgW7rcUKV+mjboRta1itTPC3ZsnBiy3okpl0FynmhVdcAvF1c3y6eHpbYV0oU1xLrtfiwYwTycObz1dh8MBMkUmirtEWHbi3xiCxnEyzJGPdODI5K/1oFvnM2YVgT5ZHkcXgnRv4LqvhizqZh5LYTP4GAQKCkEBCGUUkhK75bShG4iDX9A7DunBu8232EmKE+qH7nv9g9KxRzfvbF8qX+8C6lI3O92+TNjB+I0E3ncVv3EQ+fcKyb8iYeUTvRAk6O0wU89iRdNd78HXl32GMeaBG2CtPbVnZ9CuhNW9ZOTB44Hym/SR+Vf27e6LZwNQIbFOnTD/jLJYvrAz74h7N7dAsSPzAUmy48Bnmr5EHeKi0Qtmo6irhVSiFm2UieGIjYo3l4/LE8ePuvw1L/GvI4spMxMTAWR/Mex2N53vBftxT8T6VwoKLLAoEHHgFhGD3wUyQ6eK8RsJ1KwLCxq/HjDb0V0BAB0fMeyTCGm198hN5L7iAgcgzaPeeOrEOrMTUmkfBpjOCtj+4Nmnld2r6ahm7LyiEsZih82FUa3e7sjOiPOUdpIZVthYitEWjl8g3bOcQHjsS3LUIxLqAlqt/+CUkzIrAo5TKqdl6AhEGN7vU2uWftlSyu92wYoiEVARu+mtYNy8qFyY4naavsRET/OZC3SgS2RrTSQskeMeSSx72H/W12kCPFLCzoVum9/WizgwxHl+XIIwamGK5AwAUEhGHkAmjilUcAgbz/4usvd+PggWxUbt0K77z2Ep4ppmio0oeeDTbb43hcdxjnbBmOznFX4Be3FkEP9W2F87N1KKYvDrdcgVGv6oBKX4rewYn4BU8XGSubzUZzoNeIjiPWLwzJfwrHLrq5e1h/JY3rw4rbgzuuQ4jpexgtV4yCcav0RnDiL8DTfohbG4RHUqzQ7dC4kKPwXT3egI18cTQOIUd9sXr8q4+s0fjgrmnRs4cJAWEYPUyzKcYiELhXCLC49wUemLydDvB71WapbIfnDhTdMLIffjqW9h6CH/6RiNj3H7WAxpLEtVQutNLfaZ5L84gaRrasFMyfsAoVRixCoIFgwYaslPmYsKoCRiwKhOBeKP1LXYzgwUagBA0jGzK2TMTI+FRks8QE98po0m0Sovs2hvOOdyYQEjA77p84nqnEILuVQdW6r8E/bAQ65JulSe+e2IIVi7fgy7NXlFh/CskvUxV/6jAc4/qxK/xspC6NxMxtJ+U+wg1lvHwQNClc/TYTVgmzl2HLdxm4yRMsCuwDSypdggXxu/H9FaXfcEflBq3h+zcvZH6609An98oN0DpgHEa1ryV5gvLObEfU5KVI4WMm7Bq09sWblf+DpJ3fIYN3pMB+8MXnChY0ZeVr4YUugzCmb3NUzjuD7VGTsTQlU8aS2vZq9g+EjOmL5o5SJ9g7c2Kw9kC6gi//5gCM9JdDKOx/hN32OYhJ+BJnJezcUf7Jx5CX6wavF7pgwEh/OUzJ4sfmasX0udj+PZ9vwrxJR4SO60fvgNbSCkyP3YaT8mRLa7JB694IG9GBEn7ltTBr+/e4Ig/Qbi24spWlhPFl67FTv36kdgMwblR71Hqc9snOWZi++gDSlX65lfFCsw6+eBnHjPPNsKj1Atr3HICAt+tZ7iNb1j7MGjUb+3Vrp0lHCr+S1rsjvKMweWkKMuWEGJpaL/gETUJ4B2ojOxVLI2di28lsJb+IcKlaFw08fsWtN+dTHHzhM67Y+p4Tk6DuAffyT1LsfC7cvF5AlwEj4U+TZdXV/Of3Dq0b/TjY/DXDP0LGoK+DBVq477Hl0gQdQ8ehn6l/P638EONP+mL2zC40n2aM81PgzWtd3ldMvrWX5MRnOHw+GyhfnmYeuH3zOm7eZX9vjnZ9B8O/1k4ED76ADxLtvcsFrlWJxGEFFm87jPO/3tTljhFuT3qhybs9MSDgbceJ8LS3P1+9DGu3H1fXjSTj3w1G6OA3LHAosEcOHjiHdSGj8L//BZ7pNAsLVErIwhlGtoydmBq+EIcuSYeRJBdGRwRZyC42J+b9UBV1X/NX5IS+myy0aT4u+gzC1AlsLzs/RlvGFkwcGY9U+XCk/nTDpOi+aOzU4UjyfN8sjJq9X8berQIadQ5HZBDJabAzUy/nTGPN2IDgkWfQe739mslLW4Oxkzep8tEgB8xDo/Wzb9YozN4vnwduFRqhc3gkgtheo7+lrJiOWH6usnXRcTQipP4BGRuCMfJMb6w333zkaxgpe2WtJif5GRRscSakL+2NoXuqoePoCLlPlj95rqfGH1HPVMOYzWeedCaQTAmWZRQJbkydtBRHMpT9I43TXtY615dfkbL1OzzV3mLP/ZqCrd89hfYOZL7zq874JD+bdn//C66ryo10MBZ4zpCWIp/TxTofrozEkXyQv6WdNb/BzZMls11H3mOO9rOD9tkZGBGFrad+I31E1gsGTZ2A9vlt+Lw0rBk7GZuUc5OdHf6RjhkFbccXIWhXE6wY+7orIIh3ihmBEjOM2LXvB3N/RrPu3dG83Gl8tjEJtK7g7TcX8UE6KkqHA8rGwWmDMO3g76jRrAN8X/NGuaun8fme3TglKX0eaBgQjXl6Wkv1W8q7h+6g7l/ewpvN6d1bF5G6dw+OpMsKnkeLYPRx+xjxZxuhY8fXKKH+Ir7csV0xwORk6bByizEo6jCeeIHaf6cFmjfxRvkr6ThwcDu2bTuGS7et+qAkUabQYCvUgU/btmjuXQ63Lh7Ctk9ScekPoEyjAMya8DYq07c++2Qltuz5GTdowzFsYuomYGDsMZRr9C7avl2f+Glu4efkTdj6/XXgiTr4e/QcDGzqjmtn05C8KQ6b9p/Db3fcUds3EjHD5IPH+HMNi9TkZKScY4KAYeWH1pnbcLRWdwzp8S68cr/ApkXrsednCgh3kCzL83TOPkFGn+/f0KTKLVxM3Ys9R2Qjya1aG4xfPB6tDB3Owd6P+iI2vSm6dm+Ocqc/w8akU7hTPwDRM17BTzPGY9ExD/jFLjF51OgsPhWPgaGbcP42M0Cb4k9P5eH00TSaIzYAHwT3uYOP439Go44d8Zr3LZz+PBmfpV2S1oKbdzt09jqAbT83Q0BoX7xeNhOfbY7DxkP0d7dqaDN+McYbO+rENmT0q8Mwdu15VGz0Dt6S5vIqtbsHu08pyoR3Zwz+yxEsIorWao35fF/FD9s/wa4zNN/wgu/MeRj8oidys35Eyvo4xBEeLPfeo2EvTIs1KVK2rzDNbxKOevsisN/7aEwcR2tiV0vKoHvtbohdYvY2amv1MTLOm/7pKSDzJL6V5p3Wo68fah1IwrXWwQju3hRVDWvfDRV8QhE/pa3FmnMMT87ej9A3Nh1Nu+rkwp36lL81A6/8NAPjFx2Dh18slgQaZUT+89sCfq0zse1oLXQf0gPveuXii02LsF7aV9bEB4X6HsX0pB/YjfUJOyivyup7ZFTHjkDU5Z6In27Gw5ECX7CcqPLWVDoo/6ojt7AhJ+PfSJgZS4f0DTzmXhbNhq+jXIRC3hbRQR87YgKSf6+FNrQfWjVvgQZVSWe4eBKpRw9i754jspHuYZ1Xx5T68OHLcFxPAqGbcuu97cSWsXyE3YoFQ46wisNaNW6zEIZRzl5M7DULZxt1RMfXaBd+sQVbj19mhxHmxgfpPPA0J+M+QMzXbqjj0xZt6dwgoYXk5BScY2N1rw2/GFJguPVy8zOE+81CKpNndt/KZ7wsXOqDufi5WXd0b14Opz/biCT5cDT1x/ob0tkacxyejVugfplMnPyWnQG0X7vNxdhyCzA24brp3GUCwwfh66bgTU+SS0sDMf5CH6zRE6dcJDbOfmvxW4uekoyvnLkRcXHymW2/zxWcjnuicYv6KMNlBiMCmTsW5RaMRcL1Zuiuk+GSzOJkLUS8sDRwPC70WYMpb+rWriPDiBM1nCegmVOp6Z/wVFng+rljsi5gnheC7dSSXhj+r0uSnmBNfKLbf+QIavRyHW0c0lk8FK8cXohk99akHzRBOf06YN/0a43MbYfwJDkCgrvXR+7RT7BqFcOLWmxI59U8f3VdFdwXV/eGq+9x3eoP1GLrvJWi29DnrqQfRerBbdgm6RVuqPZWBJaPfdVIsFMi8+HqWBzJB+X8XX0abs0+RMzUrqjnxtbdcCR5DUbEK0cQu9YDg9aPtQtZNPYkHfEBQ7DDrQ26dCYuwJNbZX0tX5IQ+Z3EvBbo6f8CspMSsIMlLDtiFJT2w3AkeoViN50f4nf/ESghw+gk5nWbAffJqzCI3/tm78ToPnPwze2mCEmMRUGRHxcTgtB/y1MYsmQS2htc3eQR2xmB/nOOSsZE4+ANmNtFr10rgv+7NxBpVhwJb/lQYe/Sr053xMf1Q23V05eH1Jl9EL6bqHDd3OHu0YzajzS1L0+a7dRifBCylXIH6qDX6uXoKznO5baH0yn+NGc0k77NhHAQNlcegI63VmDR/mw65DUDUesTten+BCk7GoOVpMBF/AdtB/wZXyxchx9hZO3JS1uMoJFbcZEdjHZGZ9GwSJtPY9lOGgn9yr44Ah/PbK9TgpXDkbJl3by7YeHqQC0mXFLQp+JsuxgsCjLdEJInZXHQSGy9SCdllXZ0MxSKZhz/k/PQc1ZZROiUlWzKZekRl4bqklJUVVZcMtoZY9BtlGvhH4akvKYIXjATXbgnh6+5XGkAGPEx0W/rlophLZj7os7lRdyxeLegrcu+HbjKA0Pmj8Ebpqsa26mlCByeSHPGvvI03omaj9GKV7Og+dYnKZtxv0R7pu+B1lihZ87jQpcaMyqWtColbE/h6c6zsXQQnydaM4s/QMhWed7rEHX5cnlxS7/s1FiMiPoatjuXcOmG1f7LDxmSCz1noWxEPIJUubAFw3vEIa26nFdQVdqfGWinz10q6vyamdtc/B4k5ZGo3N2tiBSysXP0B9jccBZWGyjirBR41+SEiqwtBVH/mIi9OUxXtzJ485uDHNpDPbAYwVge+RbcyQDyrO5puqGTDb0JSbT2zQqAYnzvv+GOGi0DENr3dXizWl9XTmBjXJyk4Ev3rfUCjOuwoA3j8O9FN4xOzuuGKXfCkRDaTBknl125qBewQr31ZGdOv39WxdDlJpnPbkdmDMWM/Zdxx7yW6FZh84QwrDz+G2qZ9oqjIbH+zHCfjFVEmCGLPrZ2+mDON7fRNKSAsEjbQUTSfs0N0c6I7J2j0WfON8h1c6MTsRE+XDsLXbnMyaMyA33CwY60Kr5zsIlxQEvrPwpuEzVK6K+mdcBMhCNRf4sjGXBEIX2jLBkXG1QD3HYwEp1n5yJEZY/j/adbX+oDGn2ItbO6qjfUeakz0Sd8N7mFNBpq2/FY+Ee5YaKeetrSMOJz9Qc5/yIQNZjffMvK/dzv3XDn0iXccKuHgBXE1qaKKnZztgjhkTtw3s1+v6qyr91UzAnlDkWj7HuaSE20OWLHu6LASoLbQvapeJFUN7ybf19c3houvciIL/wQ+VNrfMRJYiy+k0dz3C3yIOlJ5hDgkpkPl4YivWQtH3L2TkSvqBTc0ekt7HzstdFbJcG5uKY/Ih+fqrH/WXSCrXW/fzXBqrldVN1HkhOrz8DdEUkIrW2/sK/wKhEUkcgBcuiM60xnHLnfuy0nBtE6+oY0PYo2mTCMXF8IxfpmyRhGLOF4YXXE0WLS+zLZgTBix1UyZraSMZOPlzPnE4R2/RQvL9cLOv24dQLMzWRosbbH38BIvcJtgOwSEoJ6gda1naIoPcba9luAEyT7zIqkEXk58TmJHPstwnbToaG9e+alMKzSeY6ZEA5Mba94ky9S+/2o/bJoMzkR46XsU04RTf+pj69mB1ifufBQFEnGzuQ3aT9yTUqHejCahVhRsbDRwehLB6MjLLIVpfZOWbSK2IoIhXKLzfOEnGHGQ9YgCxQjmQwW9bCmv59a3BsfN2AHviHLXxYqZHwtJ+OrzsU16B+QiDqTtxN28kdzPgmF3+Kr6DxXp3Ar7bEDf9J+asgybl2Hu6VQ0oSuvp8F7sAcwq3XTjRfRYxtDqI41H41DsZWvk/o4F0cGA23sfI4JOUhLAnXTfOtGVb6wzkHW4b7IbW9PZsR/85VAzMac16MwL76xrUqjU2t5aRb2+zfmWEw+Ft0XDUTbc/Lfbvq0QaTnQ3lImdC748bSHtDm2HW786IS+OHhjwniXUmY7sywa7PbzZ9uwd9+46B6cr179lIgW1HCqwbfMJ3kbfbtBIYPv2P4W+b9Y4fC8NIkTGFlxOsPXaQBmJ97TB0PR8tMd7ZKXD5LVA2t32P4q+Dn8beuD3SjapbmXpo91E0hhlCjrS9oV/7TJkIWJflwAufh7TFQRi5lQwqGGVCgXvG4QNFNYyIzS8gCuVmmCiOJTmyDudob60jR0INWDjzDH3icpvuUu2MPuVveX6yjMp3sGw8C1E9zsTmSE6hbiN24KpeHlh9hxS+9jtaYHPs+7qzVd7LdLQa5Cl/XVrvC06Qg4f2qpITyMK7xt4YiURJc2Nn2Wx4RNsTqXDH1J06dGYu7yuVKtg7sT12tNhszGvj/TfX4JElND4J9cMCOlTLtuH7muEwFjdGKsoje8zCMJLPvIOoZHD6KQ6/H97H3Jnv48p8CnNMugq3piFINOBCtozyflPDfnVB9ilgSkYhGQy5DshUcmgMPcjxmmvWS+h96764vjNcepPpBCNOo4fJSWj/LS63jLKuZObDpZEoL1nJB74f9E5rWuWxfgg79iYWJAwi9wGzV4YjOGuI7hbavh+MPXHfG5tUXUN6QnJOROLgbbqF3UW3sObXaI++F5WNDzcvRFfp/OdYMp1P01uYLE+NDUPUgUv47QbpKMIwKspCKNZ3S8YwIuHgn97HnkKWhFQHUuxv05V6fixKzLIfeilY5+GzGDNfnLSe6tEBxzn/v5rWCYlN1+WbjJw87h2wemnWho/9RuN5RtvT81C9fgPpGj9XDR/QPFUSU9cyIHiDTiFmHtaAfXhDzzLDDxHdYaMqyrrNcTFhMKZjHBapbjB+wLgbDBG9YaUdPCDPUPFjYZwJrijShYx64NF4O23Gn/IxCtg3ZAXrHHtROazZtwKROcjkUTkXj4D+m3BRNWzIePAPwd6XY5RDXVasV1WxpnhlCkB+TEd8LTgSSmo/uWHmxPaT1u/lENk76+Cn9ssw30GItEVgqXpDI3v32VrVG57sZvJgZGdEHtQbfA4ULql9bsRXRDvuxZK8Wt+jg3rbqe+oVmxQNfrJeE8IGoxvO67CTOnajSvOzivANvJsB2YOohuVOrrGmOLaH5suap7JU4v9EbL3ZcQk0m0iKVVFmV/WZjvypmvrrGjf4/NmLTtsNF+++FfjNTovpL1hVBQ5wZwgA/e3wRJ2e8udOBQ0aZA5+a1RiTTjBMqS4hZMNyNt6dCWaJLv0E30BqIB1vmrJA8r8yA91VlRJmTZuOO5fOiUpULIdENBDiM3s5xXcg4Tvjwr5/GxfKo/vYOg0MF4w2G8flENI8Lf7yS6SmtJ/+N7gsa9m8ZN+6EbGe0rTIq1/o38lGL5b3SLwr6Vr4yg/vino4+inGmPktzsMAn7HSlbyoNs/S2sHmfnWJTlmG5/6/ugOjqUsbK/sbN4WQ0skAw5RxjRc6q3m1PzO5IzyjqvSFEAdlgzX4uylnTyjp15y2os0OSBhWEknYsU/WGILDA7/NQ+0llsV+NHllOfN9eFYRZa9unALIhlUtVLrJwnFn1x4jwpzkeYcRDl9lG+ZxNrT3WmmQy8EpkPPsDikg/S/MoORdnpwTcP6RJDEpFH4aL+z53Bxs3n0GZufjXgHDhV6PyVHWQOCHUkubwYdwfwaCaL89SWgS3hI7HzGZLnHvMQzmKFhWFUnEu9SN8qBsOIksf3UXjY2t1Ip3hk6Xf7JnLoFsGz7GPGzt3NRQ4r5OZeHhXLs3Ri+lWoiVadh2IgS/SW/oEpLgE413Es3DZ+hKQz9LwhuZR/UlPKtQXFDrvVqDm5Nb6ZrCS2utdAyyFRmKAQG7C3C2cY5areOI+GLHejFcVfs1j801JoQOOufdC1sXwtIClN33fWbgCYgCFh3+f7nlhvUJL5Ya9drdoryvRMwGI8s9AYdsi+50uasrtqiMh4nIsPQP9NF3U3IyWBhT2BqtpvLoSYUFpdE5Nbf4PJCvGGe42WGBJlSlak2wN/CkX8VfW8MUxWou5ao2LBx3tHJ+Sk+QO/dpaxPN0jiRR2++znohpGqheThTAWqPQ4v34LO990RWF0JihOhlxQiGAShQjmm/jNb2V0N0BMCVlTU/WeGTeqhSBnxvyMspimo9GVDBjKj3rKyTo6bMwr666Vb1fVbcxvJXVKjaQgQcG7aPNLm1Khy+bfL9r38jeMFAXw245IIsNFnhJ7w8h1OcE8ofNQKVYL3eUGsjnk0Tifuv9TlE+9YSdTr6fZ3+RzRVVd+2wsC+Bh8Hrat2R5S6uGGbHE7oZoVj0PP6RxA8kbfha3vfKXC2cYaU4s9TDCzRy6qfAsC+NpdBe5OawAL/WnIpFbmM6sMtWbo+OgfujSVE8EQrlK70UhhWw6zWGgjF9SzlPR3iQjbBn7sGLRWuzWDkfn+iN9tgJqtuqMoQMZOYyChtUeoj/tnfgeolKqO6CE52tQJ8PYvpgMTCqQFpsbkFwJtJbT1AMZGyUk1u6k4GtJp/yxfTAZkzSPvZ1hJM/9l6/pc8uYU8gPW5vpnZ9aFMiLI+zPAWYMzPaINrZTGNmnX+IFGUYO16v8Ebu+ONyoJfEHhlMorn8wArdXWelWmTi243N8yfNgH6sNXyIM0G6SS2g+2FCLUz4o68jOMUPN2LJOYNeWT3E0tx78enZBU32YOzPMlszH1oMXIEsPJiMoPJRIGxRtVZ0UiQiHpbyVrwhVlW3QQSWHSid9bMiWx9FZykn8guQmRd7Q2y3IYBtRYQUi534F7yAiUHmjOs5x560wjEpi0bv0zSIbRjzeEpTAPnHSh2hetxLK0MLsfZbijM0FTrhQUbz/ta6dRerKyZiSRDk56lU523xzcfqZK7jh3Q+D36+CkytjsDIlG7V18eBstKkzO1M+EAXaqwuKeeM+h809A2Xah+HDJlfxyaKFlPgGXdhaIQ2jt/Y4XYdEUnjO9zbEiTJBuLlJolEZpL5z44wfsHaKMjtog7MwxHxwmTBUDyB+qLjx690SwMKiYI2dYcRuCz+3wT2jDNqHfYgmVz/BooWUtA5TyFX2Zgzpuhw/5GsYaaFQesVPwi6D17qQhfX53ko4o2kb3HvDyLn1W+T5LvCA1gOhKQ6qQsfWy9raDuqF2BtGbB3H1VhkiMe2uvXKTwpZGUZWoTqyMZqhKHlFm19HhpGr66Ugw0hyUHzxig5XB4aRK3LCk7z8a+ogXucFVW/EzN5RRxMhhXmkkCzVbtm58W93C2ZpGK1F7QJqV9nJBB5KdaY+ek2LRV9OXqAvgOsoMbkwhlE2eWr9KQz6rjfaTZyED5vXRaUyhH/vs5R3Y66Lww0uWeF/bk17CpnZKYVH2nJ+wpaIMCw/AfJHrNMRBGhGmp1hJBnAVHxTbxjxnDQKQCtsf4JqXcPZ1JWYPCUJv9B5yUki2PqKhlkIegAAIABJREFUKjfDLi9CvpE5bx3iyW/d9bc5bG7/1djoUbdcM8pNVi43jBx50RUZc946vIg77ipS3qkcviefgf9qbL8OtbBnq73P+kMRCSwqw8Db4DgKxNIAK4TsM8BSoNx1ZMhrhq3BGHRJbXP1pYLOpv9HhtHXSDt9kOr3fUuEI2SaN+qByFmc5KeE5qO45UM+hhFDLu/aJVwj4qyq+txKNX+sLJr2jsCILi+gluc5S2ctX7sskkOWA3m49p9tiBy3HCfUHHDGNjsVExYfwZUn3HH3d5m50L38U6j9SncDw2Vhz1FXZ1+85zwCRTSM7MNgFIlnbRjxK05KiNM8qopHKoe8WVJFZ6twDSVm9KYWI61fnJqwlZWQLH0SLA83qa1dqxbqxqifTWYMoYRLj2dbot17zUEkc8CtW7hVrgoa/fV11esgHU5H3zXcGCWP88PJrro4amVuCjSMHORpqYqeKWdGVZDUkK8SwMLOMJJDh2IoCUmdA0koZekIKZQcIArfMShj6gGjD9Ew3hip5AimPBajYWQVvqRtgKIaRmoIiLOKp6LIGcON7NevnTB05MF1ZAjzf1cN4Rz8uP8HeLZ5mbjszD+LUDop1vwygi3rEJkNI1npSfu70fjkY7DyzFmJIDvDSPUSehgcF0bDqGjzax9KV7TvORNKF3NzgE4G2BtGrsqJAT8HYPwfxPhFSfvqL20+ug3fjqvO1n5R5OFPlAe5ga7uPNWwTOY80se/k4HAwxDVUDqmlC5CZaJa13fBPNf8JtEol2Nx044oh97kuT4OC+A6f2PElW/jDaYjw0gOyd36q3zj+niEP9L76MbFw7MM+57vI3OuAI3DwpHF+2PHpmdpqPFvG2+ApbyIpBxSwJTcQXZzO68SYpV8HxV7RR5cM0USsL/zG0Et3FkOxZ3nOUUxUuimYH8Onm/T0Mg+Jr+sJI5zOU3EXJRDOq9SrIGUhT0q741rdutIjgJheYQ63KSQs3nwnJJfjpGV3LEwQBUjiymqVvnLds7JQsk+0+ou0DDihqTFGqFPOXKUOq+yFeVJ53UrPdGEG+W9bZDIB0poPiSnQjHKB65nmvP1FDa9xF8omumJP5BbpRNmcaZWHoFheMdxeLqsvxnnmO8zYz4yGU2XPsHUXsvwLU2dvUOF7xsRSleUlV3c7xbRMDqC6E7jseeGKZyHlOP3KA5+hyHJWhPQxoPC6LkLaiAbW1+8or8+5zcs+phO/p5+ccrX+XdC9Qocf04LIyiUYcSMAVsOfvr3FuxMZuFz9Mv9FemnzuNXdpeqZyliG3LiLYTqlE2mJMz2mGk6RHifnkLnBfJhbKco24iggEIzOmyNgMJpIM29GlpmMC5ZyLhMMqBtyhLCQr8CVaIKjW2IYjrII30HoXrPKT9MdFfF9iFyxhANRgk8OiQOJ3Ltw2yMhhHLhaT4/o9rY4lZWVAPa8fV1PPPMeJ5NG4G9qr8N6Fz69feS0Tz1elLtE10MN8mIc+FsJZwzPAbj9wxGtMU76eaG+HGnQ/sL2xsA3G+j0aaoY3LbBhZeQo1o1if45cfNgbDiMVYjw5B3IlcezZFw41RUeZXS/rWH1ZFWS/cUNbn8pmV07IGdjIL8gUX5UTbL/QJ83KrfB2QRmhwyOQ7DyzMYxNRxL9MVN2VjiCJ6GfZrbueMIa9Lyvl13X5g7JC/XHtJXZKsdYe3zM6mSApPo5umqyTvLXvOW8Y8T1lXI/s+5/jNXO4KVf4FaOPrCSsrLNGF46rtHtN54zjuTqGfaT0lOa096c+WMsZYeifj0R3wvg9N2AM76L+vEc3S5ITUDdLvD8mA9feEGe36B8gpS3P9ePfUG7XT79kyhVTxpGlY22TbrJ24aWFnGyB9WkXfCzYYtUcS32/GOnOByloSyQsepZPormUGCZPq0a30jdF/mfpSCukSJNdL2Gh/ibPIseIjV8jiWDfY/P5LzQ25BLxNWKVY8WMspG4Fa4n3yiM7DPtpAIMI1XWWpLSWPWluFW6/L7n3NmkfoEbGCyHcat8Q1cy81HM8kElRzASc0l7acdzCiudTOA1p+Is+fbVItRTDuM1EYRI4HCnioaL9M/cSWUXEmcRmq6bJnFjdC/3gHNtFdEw4iE6xgRsaaK3VjfRclsdmNRJNVlXyzFgHqlRZ7spXgo2EM4yostDUAgMjIxdsiKUUDNaI27gyru7dsAV2jCyxPI8VnwQiI0X9CQOrJ/huD5Ep2yyfk64hH4qtamOMlwXPmK/OdhYumLL87Fa3Sf1uhdGWlfGgtaDxbDqE6hLGgsbKU4yG5Ban0LS1FjiYQJqRicQVaV88nNWJC0viiusemY+zTB6U2cUtZs6B6GmAn1mw4gp+UZiAJ1aVQTyBc72d9vJ+iK8VWfWb5HmWyU+MCZ/MuM46nqwkVad6NHn040nY133IG+yno5XYhiKq4zoVcTSY8hRshfk0rdvhCi3DDRSzkiIhghcswjd1AxXx4JHNYze1BlFBrpc5V2TYeTq/KoJxGoNF94319cLuctl9jADwx+LXd+HGUNnYP+tFkq9GN6WhWEkybPCy4k6LBdo07NaIjpjMfyAbj1+cSuY5tkwLUpR4YRUZOWVQa13QuwLAKtU93oDhz7ClOqh59B3k3VRWX7Ly3Li1ql1cthtyFRggv3NuXZjZJU4zzrtvGGkGq16Gl1Jkd2KqqbbKh4CXpFTWNNe6JTYFOs4+QIP9VVvyzTCmCoUDqZRf8vApi8NoPy5eAOjZn79qW6i5eYGiNHbbKNw8e4ULn7dQDAk5WMEroLHcFN9tXSWXL4J11RWVE4Lfw0vUV2+6W0pF1Ypl5BMBBqaLJDP8V1/NtJT27K2Y9yH8/ENFdfW05qz8fJyBMNNteik3IpNuvb4mXWNDDblDJRLTCTjuQjOyqrf9xIrkhaKKhlhJ/F31WEkr4e9L2pzwNlab1iFYzJm1UAKpVxtDKUsjOwzbJ38DCN1PzqoneSgL86pasXzlDNnk9qShWEkyf1inw9n5IMV1bVj+cD3N3Ng8XUuOXq+elUlB8nePAQjfhslk3/wserXkGJgpb1h3O8qW6yJBZHvYfsICmEYFc/qvXdfKaJhREqvQk95mwp2jowdhldytmNC6F5U8bmNbzNfQeiEAKnAa/LsKViUchllpQOzMS4cv4uaDWw4PG80Vc+mYnt6ClSl2Fxe61EY3aMKUhdPw3qqE6FShnJh+wsphqakXVlIHkU9ihMNaX6VaE1j8TkVhiurOywLZRh1vosTN55CQ5Y7pZuXvDMbMGbYSqTRoaGvPSHx588vi9EqhbHMUx/7Q3WpmKIXFUqVi6cZhaeV10CmZd4GWzMqTPgycGzbNhwjfl1jMUHOg8+cvlptC9bVYsdCF0qnCgc7o0GukzDpaD30jghB86tE6xr7ORVe1YxnVXkyeKnZgbcMFQZ7Yw+rPUF5Ap1nL8Ugi1Lw9oaRdFLTAbge1cKNhpTLoXQ8zMtUN8qprVnQ+pUUKYUtT3+L5tR8M92U1VE4b6iFJfVLafdyrTb2RQktC9LpaW+7QCMGsxfk8nwn4zEfYvR5IduFgs3ymJdVGAzvPZHYcf4uvA31k3TI2hlGLswvnz+LG0epJRfXi2ykMbr9O2CkIqyIJU5+ih0HqHAxrVnf6IUY1kxfisDKMCK56YqckAqVRuEEFfD1b1NWlQfE140FdsatUyvV4iEqIvtTEmZELAKJa8uC3Gz/huxqjqiZ+jWj1LiaYMyJ4Q2wuR9xuoepFprmXNHCdcxdct4wIlAlfFJYEd6hcRj3Rg52Uq7Q9kotUD7lJzw/fgoG/PlJ/LxvNqYsSsHlsvqacKwo4xh880ooRrW6ipVT2PgpfJorVtwRUN0Ka1afi8KAl5nq83GH1W0qEj0yFsNeycH2CaHYW8UHt7/NxCuhExDACrwm8/7IRVgbXziOuzUbwHZ4HkbP3o/LMNfoYev3IKJDZuFkA3+MGawlkWcnT0RgLBkXTbugo8cBbCSmiJZj5mPMG5WRq8zriWcGYIFp7uSz4hA86RaxIxVTv3X6cyR/JhfIdlS8NvtgNEJmnUQD/zEY3KWpUrdIKZwqdaEjPA5sJLKKlhjD6rlVzsVPSTMQsegEnhmwADO71DLWz7K4MZJUXzK2Iq4OwarRzaUzWM5L/BHVWlKB3HrELrbxEPXTuqYac8oNoHxnI/mRdDrKhW4lyu/8ZZ9zhpGuNpmDIvaO++LaXj2xYRISTwHVWg9CyFtOeKZ0Z4Qj3erxU7T26jbBk7/+G8smTkESpRCUpTNKDruVfyUxH8UvH3gB31uo6RuJmGFUqyqdGOiGboTNdxom/TkVs+LOo+MCurmVuLPkoqyMv8q7czQW9muA9BVDMO7HWmh27gRye05HRMf6wGkll+hGFWJ41Zy/pGxJxdX3k+zRyrDweXXBMDqxAZPkycWgkLc0Zj3Xlop4q5AIFNkwIhcU0taMQsSGU6Tss9bdUbsbq1xfA4ejQxC155KUdMYKolVo1BvT5rCK0FoYjvRGjbcQTtWyW+mLb6bOQ1gEKcjyy3Cr0Ai9p82Bf6Pf1erkPqHxmCKvat2PvKFbwjF82XGlP/bfL5Rh1OnfCKLQGCKtlcZWvqI7bl+XE+nYmKq1GY/F44mpTu2BLCBDD7fAzMWD0YQVPyRDLmHEeKxVih/SYNBswFxE6Q4GR9ep0uETJdcbkXpQ2xeRMcPAL1HOEd3qwITLqB8QjXn+vGAg70wxY8ENowsbMGjASmTWNVb41iBgVJTDsYwZswpuNd4Kx4KxrfCkUtz015rmwpSaAuTUGrbIqZCKo45KRv3w1QhvyYDXGSAOcjAsQ+lu/oT4EVQT43ILDLUrMOxU76gQqqP1K1/NOD3fpr1x8+QiDBq1Hb+3CEX8lLa6dSf3Ky9tDUZFbJAqsMs/tu+IpCQySF0zxhHIB8j8y+SljeuBWtIfrQS5eS1RgU9lTh2UarIDSh2zUxDaU6E6P78XsC4oEGsumZL9Te06/z3Ti5JSGoU9fFMSxmW8fDBoqol50YCleTyuyQnbqQSMGL9WnV+3Cj6FXqO2jJ2YNT0BRzKu4HdGm23xcyvjhWa9R2NyN1OBZulZeS2M3PYMxsSF4mVFxi3+YDj2VOIy3g5sytUchVOdPsacTlXoj1TDY14YInacV2RpwYvCLldHYnoy4mrGhxfArXHYKEe180R3VUrG8sTAWKQoe0eVtbQfpH+/o9166HvLwqf8972BhIhWpkK59vvRmf6oYcasEWJVfSt8AcbqD0e18Tyc2T6HbhAPI/MPd1R9tjHt3wwc/zFDYsySdn+1RvjrszYp9Du7TG207h2GESoDrGEUyNo3CyNitLOGnXc1Wg5B1IT2OqeJaZ44xfLhTPzhXhXPNiYJknEcP2bozshGf8WztnScOp+NMrVbo3fYCHTgNHv6zzkwjNTaXdXClWKs5rXjgYa9piG2r3mtsiiVj4CPOIujeY05K/t07zm4Mbq6ZyL6Rx9DZT+LoubS6wX1peD1b34ifz3G8ffyO5vU0Fx59ZjIF/g3lVpqxTkfkrPbJB+WTsDUxB+pyKxzP/sSCsr+WHsAZ29WQN3GtWFLZ6QSj6Fyg3cRHEllAvSsdCa5zmRraDzVKaIQWr3MlfZk2ByJUY5JD8aEOT+MWP7kiu2u//QheA73guufF286j0AxGEZKY3nXcOlaHh7zqIrqntphY8vJwpUbd4EylVCjkuHOhZLSrpFZVQaVahhvY9TuU25P1pUbRJpofIaxBn13vhpeUmiyLYer9Ic6ZGQfcR4bXTfYGLKQfvQMHef8Vxn1XmuO/zGMif+NvK5EEevpqR8v/VsWMe1JUNQgtqRCdCTfsdB3r+WibCVz9Xrd94sRC3WEOTm44+lpuEUzj0hif8mDaU3k4b9f/wjbC00dH7aFgMb8qM2Jfjn1ecLsGioVbp7sO2O5fgtsv4D5yrt2DajkYM9IH9fWmv2+s2o9j9arG63XfDm/5Rcd7PMCx1RMDzg9vyQ7ruWWRaUCxmT4HuU97VuxCGt3pxNdawU06DAAI/1fxO9JpHxuZGFnNIgKTfDhZGYA0a0P28+/7ETcrroYPKKN4jEvzEBdlRMsobcA2emwG7y45VDETeqAZwojh0zfzKO95kYygK+aAucmLw95ZcrkKzPsu50/y5f1MB3g4+A8MXyDP2M6N/LOfI30yi/BcOTQetk5NRwLDzHnnzsqN+mI0RFWDgilP+azKJ/+cNnp7FmhnrPSYB6DR9XqcM+R5a/0szt/HS0Qjp1Zbhe0rnUyR+oCO3fdkSOtU96FQp57hiazcYa8k/Xq6VyQim5h1jnYa9mpSxERtVVyIDAj32cQMYTpSnZony6E7MsXAsfnsPN9KQhj+78z42htbWM+tlNfcbj2nJ3/EpgPl+SDU6OVmeiUhZj/nuLrWN5D2vHBcTH/u3Ptu/RUvsyxLn1RvOQkAsVnGDnZoHhMICAQEAg8cAhIHstQ7K/eEV1e9wa+S8SKfRdRtkIFuD0fgIVkRFS/fRxrRk7ExvP1dQVVlZCc8z0RT+Emzt6e3bfxK9TNXhLN7H3rRSEadsUwKsTnXX5UDhmeeaUnpo95HVWvfIEZRNf7n3p005xPkViXmxMvOo8ACynuv5tCJyfBn7iT0hNYSZBbVOjZnpjG+Y+6+GQJ9uXEhhBMX/MT6oYqjIUudrHEXytBDEq87/erAQqlC5m+Bj/VDbUjMbtfXXqU2hWG0aM022KsAgGBgCUCLCl5wnWKMadwKPkShZPFmChWFXrpx/R1gOgeecvwQHzfdRPGv+rErdv9nAPGdtluDr4jL3qjl+ugojN9Ke449+xUrJmxGFu+YyFfrODrXxAk3cJZYfegGkaUU9BpB1okauxychgSVAYvZ6AVzxQ/Aoz0YlROmK6OokyF/tWrWg2l4m/V+osl2Zfkce9h6e8OQlfv1QCdaKckMXCi+dL5CGN2Xvq7kj7ygJ8ppRPhfHstDKOHcFLFkAQCAoHCIMDoV6cAE431ecy1xuQvyvlXJ0z1YljNH9/D72EXqxD6QP9yiFG/F6JSnI3cp8E4WyPJmXHbjmNen3E4UPVddH+3PspdPYmtW/bgZ6pEH7CCKJXpss74e1ANI1oHfifRNTEUcrlStjT0hYmdAUM8UxIIsFzGhdXjMFetAKusoVphhuLrJdG23ep9gPpyL8Zr1caDNB/3CwPRbulCQBhGpWu+RG8FAgKBYkeAFWWMQ7U5vK4L13NZET9zUT6FmMJcq6I0xYPbsnBi1xZ8ejQTt5zBsjhvjIiNr/0nLyJBKhgp/2ynFuODkK34g1NnG/r0oBpGjOI6iIoecybQbOwc3QdzvvfBZMuiyc4ALZ4pFgQY9fqyaoiOD5LKEPD1Vd5wy1ssLRX8kQepLwX3tmSeEBiUDK7iqyWGgDCMSgxa8WGBgECgdCDACi/6IbW9MVbf+sZILpycQrViduuSdFgNi37pPUrBjdH9nRH7sBrWHwfGptTVB9UwYgq3XE7hZt3a8Mw8j4ybT9iVTLi/aD+qrSslMr6riLq18pBx9gpsdOs5VzGU7i0qD1Jf7u3ItdYEBvcLedGuawgIw8g13MRbAgGBwEOEAKvj0o28zNN0ypO1YaQUtc5spVRQ5wryXrygK2r8EEFTvEOhArkBW15CvJ7aWsnbyvWzYtd6cA0jBowtYx9WJOxH5q0qaOzXE12ayhS+4ne/EchG2uaPsTntKsp5tULXgLdhxRB+b3r5IPXl3ozYvhWBwf1CXrRbeASEYVR4zMQbAgGBwEOHAGeX64olke0l6m1rw4gZQlQvK3QTLjz2JDzL3sHNnMfR2FSX7KGDp9gGREQVoWHIGrAEQSzOKS8Ni4NGYutFN9Ro0hz1K5gbuolzXx9HZi5LdXKBlrjY+i0+JBAQCAgEBAKPAgLCMHoUZlmMUSAgEHACASpWvT0ZaNsBjYmaLt9aMnn/xddfHkMmvPDnv76AWs7UgHKiB4/EI9lnqGB2PbCSNDk/7sf+H3OcGrZnwzZo09DTqWfFQwIBgYBAQCAgEHAFAWEYuYKaeEcgIBAQCAgEBAICAYGAQEAgIBB4qBAQhtFDNZ1iMAIBgYBAQCAgEBAICAQEAgIBgYArCAjDyBXUxDsCAYGAQEAgIBAQCAgEBAICAYHAQ4WAMIwequkUgxEICAQEAgIBgYBAQCAgEBAICARcQUAYRq6gJt4RCAgEBAICAYGAQEAgIBAQCAgEHioEhGH0UE2nGIxAQCAgEBAICAQEAgIBgYBAQCDgCgLCMHIFNfGOQEAgIBAQCAgEBAICAYGAQEAg8FAhIAyjh2o67+1gjsz1x8wv81D5valYHthIa/zcOoRsrIUFY1+/tx0SrQkEBAICAYGAQEAgIBAQCAgEXETggTCMbFknsGV9ItKu0ijKeaHF37rgvabVQXXRi/V3r9op1k4/wB/7aloHTNqfi6c6L0DCIM0wyt48BP0vBCIxtNkD3HvRNYHAA4aALQsntqxHIhOEJAdbdQ3A2/Wo0qz4CQTuBQL69Ydy8GrxN3R5rymqF/dBfC/GItoQCAgEBAIuInDfDaPs5IkIjE3BrTIV4X77Om7eZiNxg7ffXMQHNSo24+hetePiPJTK12wHI9E58iByPZqif2wUutZzQ87xBIz5aCu8Ridi/KviRC2VEys6fe8RyE7GxMBYpPx2R2vbzRvdFq5GYIN73x3R4iOGAF9/t8qgovttXJcPYrh5+2FufBAaCVH+iC0IMVyBwKOLwP01jC4mIGjoMbwVw5Rq5hnNQ9riIIzcehF3UAe9Vi9HX+9imJx71U4xdLV0fSIbB6cNwrT9l2m++M8N1dqMx+LxrVC5dA1G9FYgcJ8QOIfVgSNxtEUoJgS0RPXbPyFpRgQWpVyGZ7sYcfN6n2bl0Wn2IhKChuLYWzGI6loP0kmcthhBI7fiIgn2Or1WY3mxHMSPDqJipAIBgUDpReC+GkYXNgzH7MfCMKebzvqxJWOcbwyOkkBuEbYb09sWHdx71U7Re1oav2BDzk//RtLegziN+mj1Zjv89TnPYrvpK42IiD4LBAqLgM1mw+OP693yxxHrF4akhmHYXRxCsLAdEs8/Oghc2IDhsx9D2Jxu0E5iG5LH+SJGPojFGnx0VoMYqUDgkUfgvhpG1uinY2nvYCT+UnyG0f1t55FfYwIAgYBAoNAIyHLw6/fWYal/jUK/LV4QCBQVgfSlvREsH8TCMCoqmOJ9gYBAoNQgUHyGkZS4uQKLEw8gPVuOT4ZbGXj59MHoYV3R2CKu6ty6EIz63/8Cz3TCrAW9KHiO/UrAMPoiGn4LUunbzRGSOBYyV5qDdmx7MTX4DPyWB0LHs6ZOqETgsGgOEo5kKPlQbJheaNbBFy/jGJJ2focMJT4bcEf5Wi+gfc8BCHhbDlGw/tmQlZKA2XH/xPHMPDksjbCrWvc1+IeNQAdHCdiEeUrCbCzborRJ7zxZ5i5u3qmAuq/5I2xEB1i/mocz26MwNf6I2lc2Bp+gSQjvQP3MO4PtUZOxNCUTeXJnUMarGf4RPBL+PtWBjJ2YOmkpjmTchDTT7pXRpGMoxvXzcT1Rl7U5JwYJX57Fb26eKI+buJ73WL4YFPdc5KWtwdjJm3BSWb8GTKwmjuG/Yjrmbv8eV2SgCIom6Bg6Dv0YTlkpWDE9FttOZss40Xqo3KA1eitzmp26FJGztuP7K/Kc59eeLWsfZo2ajf18fTiBed6Zz7F62VpsP87nUe7fu8GhGPxGLYtbvS8Q7bcA0k4JSQQjFWTK0dA91dBxdASCmjsKjnzQ1hP15/MlWBC/W8WWY+/7Ny9kfroTX569oqxthntV2i9dMKhfFzTNL9NcWaNrD6SDizj38rXwQpcBGOnveO3brNZBk44IHdcP8naaigmLU5CprCG4l0eths/iVsbTCNk0HoVO1aN1uW/WKMzeL8+7W4VG6BweKc+fsmZjt52UxyCto9GICGouhb5mbAjGyDO9sX78q8b1YfqmhKc6BnMCig17pwbjjN9y6Mkq1S1EOH6+ZAHid2v7hvWjQWtf/M0rE5/u/BJnlT0hyZ6qdfFal0Ho1yV/IgCGc8LsOPxTXe/Ku/5hGMHkmoM9XOxYOZLyTG6GL8ShSxLwEn6jI4Jgv63k/TR5qbYm5DVqLdOTx72H+Rd9MGjqBLSv5TgZqLDyoPgNI1fli8ODs3B/YOtu9TKsp3X3y3Xl7FK+IO3j9j0xIOBtB2dm4ZqSnrbUO1z4jqNXrPaRpDc0R7OKP+Pwd5qOYj57gGykLo3ETC4H2IokDP4SOEHWAYqxm+JTAoHShkDxGEbZqZgXFoEd5xWDyIyCR0MERM+DvymDUxW8T/shbm0Q5BzjEjCMksfhnZij9O0WCNs9HXJ0noN2jsei2+YmSKDwFbvj/lQ8BoZuwvnb7qjR+F20fbs+quAqftj+CXaduU7f9ILvzHkY/KIncrN+RMr6OMQlnQLLp/ZoGIDoef4WSaxKns7B31GjWQf4vuaNcldP4/M9u3FKUoI90DAgGvP8zUQU6ZSXMBzby72D7u/Wx63Ujdh46DIqUn7P/AHu2PJRNLb+0hSh8VPQ1qDPZiN5YiBiU34DWTto9HIdlMk8iW/P/UZtMdKLoXjl8EIku7dGx45NUO5iKpKTU3BOSgr3QAu/1sjcdghPvhuM4O71kXv0E6xalYRT9HfHY8x/W9hOJWDY2NU47dYMH8ZMlUgcTi0NxPAkLwyOeAVHYtfCY9B6jNVpiLbinguWh9ZvLX5r0RNDeryLypkbERfHxgVU8AlF/JS2xpwp2ynEDwzFJlrz7pUboOmfnkLe6aNIk5QeD/gE98Gdj+Pxc6OO6Ehzeuv050j+LA3Snympvl1nLxzY9jOaBYSi7+tlkfnZZsRtPER/t8jRsn2FaX6TcNTbF4H93kdjHMWa2NWSguVeuxvyPOptAAAgAElEQVRil5ARb1isNmRsCcfwZceltWf/c5QHRmGs71AYK9spShjrqSW9MPxfl6R12CJsFYW2mo2jB2096fpToQ582rZFc+9yuHXxELZ9kopLfwCezYIQO9UPdXENZ9OSVSzhVg1txi/G+Fb2BiBfo2efaIDWvn9Dkyq3cDF1L/YckY0kt2ptMH7xeJhfVdfpXXISNXoZdSpex7ljp2QjyKMF/FpnYvvXddAntC9e9y6PK+kHsHvjRiTRwrvjXhvdYpeQcVGYzHca/7gPEHPcE41b1Nf2NiNymDsW5RaMRcL1ZujevTnKnf4MG7l88gnHuilvwpPW9dLA8bjQZw2mvOmpLB0bvprmh0lHveEb2A/vNwaOronF6kOXcNuyjxQG2G0zmiSQrDV3XSWZoH1Vxwdt2zaHdznC8tA2fJJ6CX/8f/beBK6rKv0ff/8jxo1yz31c2pxRJ3OZr2U6tlmaZjqMqLhQLoiKIa6I4i4kCu64oOJCKsPImKZFlppmTmJZymTmmmkZKVqIMH7o93/Ovffce+793M8CqIGez7xe83ol9557znOe85xnfT/wQ/PgOMz0bwhcPYPM9LWIS2LnwjWN2SSz983CsFn78GuN5uja5Rka8wpO7foQHxxXjUN72XQ7aOVC1uV8hMl95+KMIg/o1ti7BWlHfgYJXAu4gTanz33QoE1HdGxFyW2iDCZ6+8cuQXATrrrm4v0If8zNYASqA//5iQh24peiyYNbbxgVRb7cGpWK88f/6jGea4fWrZqCjhvowOFQxj5s3bpHueN8qj2PqJUT8DRn/eJ83lbvKM6AwrvCOSpTuzFefP4FPFylACffXYH3zhSgoICY3q8xAsaPxtM572Nd0lYc1u6mx4Im4JXMGCz+rjG69eqJjq3pfjr5PlISNil3SoVmIVg0pwfc2Ni3aBFyGEmBkkmBW2AYscLNgUg6TRdd404ICemFZlVpsbkXsJdfnmztFTpgWqrZ+1kSDaOcLWGYhJmY38MiGUkQTXydKY0cgU29mBTFJ+q/6DjkCexdvAEnmPG1hhQCTbdyZO1A1OB4HLrO7q0ALE4apBmAKkNcSA7G4C0PYcSyKehs8lZTFGlHFAbHH8J1MliahGykORkKW847pFAffBmJZMCp/+rAkTjyKO7MJQV2I2Y/9z0pOGHYXjscG+kZvppsWl/vhOOo2Wkm4sNVLzF79/jS1xGaRmkT9KtJ8NtrCH5b12kUZSkMqawS12Yu4LShNTq964nvFYUhGgcLnsSodXPQmU3oEhkpfTehTlQaotrRLC6sxeDp92Pm8kAoSUW3YS8Y9PgcRCBV9JTr6yqr0rSjoSiqtM5Hs5BFmNODR1+ysWNcf8R/kUeTLIsnR63DHGVB2k+gE8ik7hSbjPDmhuboOL4cg8JSqeDZ/O4l4pEBH7fHKlq/XgMg7ElN/wSsDzagyxwHZsF/yh5c962BtorhVYcicKQDHOXGnrqPjYJWUZqWiG7irLgw3sg6uAQR07fjnE87RKVFgW2JvqQSxU/Ex8ygpvSfmp2mInYkj+IwYykYKZWHoNuNVViyJxs1TaiXIugLGbURGwSjgB0PZpjOxBkCQlgS3MTsTc3PxNLg0UhjZ6NKJ8Qmh0PfUgcZCBSt2JnfGqNWTjfOd/YOjOsfD5VNLDR1nMeWcWH4509/QPYlAjWxjunhPClIkfPyEKrLIIMnfXx8gMZvYP3cnnpkNz9jDvpHfEDunSroEr8Zbzal5ZJzKDDaB5M3vwn6T/U8DvgY7Vcth8EunNYElGNybNHzOVsQNgmYOb+HLndUMaPJkR9rotPUWIykcJnCSkzJC05B5SHdcGPVEuzJrmlW8EUaV2iDiA0zoNts7H3m1Bi8BQ+NWIYpnc1tHkzyt0kINtKc+Im8LbRysT/HFgRgRkEEkqmFgXp8NAPoUJ7pHLL7YOA/q2KkyC8K7SgK+NZIvMWAbpzQCinClDIJY1eTI6ReXyStHCDUCjH2LZo8uBOGkSf54oHdvfqzsv7p36K9yHPWN/P3YXrAdOxjd5hFnnr1EbuHbpdhpJ+jyugwfiHGP6vyfDZ9L3Tr44iI64VyWyMQvvIorvs0QhA7tzWysCNqMOKZIsKkvx3aIPEYf6bQ93iRiSRflBQoeRQotmGkQjYfQFVbeG1RuXdGtymJhtGBWYNx5O8rIbTlUXaNXWyjdpYzX9hM8ek/HxWiVC8dv4DyGgWZlFjH8aV4PTQNP1qNipx3EN7zXbRcKSocIpMIBotPM0oDjMOrim7uIAX8dZwfsh6CPgyyjOA/didyyPv7Hnl/1b25gF4bmGBUVoEFAaOw++GxWKMbVNr3FGMkCWTf2oJe6NDcIKUlwfJdeieHhHJvisrlmebpmeEVum6/YkY+UtZxGM8tSlb3gSlaIVkYoUUVb/1esEL3eagQ47wu1ZDMREEDQeFg++a/FFe620DK0yXclYySPBd0urB2MII2nGVUFqKXBp30M1GlC+IVxTQHW8L8kdF5OxlmZve7osDSfl8xKdcXsHZwEDZkmQ10/QuikmlVymFnGKlvqry9D80i3iOjgY9WwvhJ2ZdFON3CzN9sDwdldNacCNyRUxYdpomQ8oJRazFGGL9NynnTbDSLrC0YOlW6xGMzsy4Y25Lzwn/pFXS38eLzHmCkhQnRcjUyk1A5hhwTNfBOWG8Q69kYsK7P1UeTO2N76xTEqYJC/R1bgIBR203Gj/HHHLwT7o9FRwtQtsM0bCPHgBpNn4Dro1PJcGfHLwz+RL/t1ig6N/yulEU77sRgAxOvDD7yd6y0CFGFHotOo4Up8phN/D2I+DtRjUYqkVuSQ2UtjjSRxmSgGgYGm39PvNtypcXIN1Yoyt9mlCLKaXM7aGW/M2eRGBSNcm9xOaw9xRw+QRtwlu6LDYrTh52nt+A7bQ3JPbsoIeddimxY7hg2omJUJeVTGjhBvDfgMym6PLgzhpE7+eKaz73/C+PlUTjV2+KkshkgfeKLBDZBRoN2f3r/DRdP3ibDyPYcZdMdOegLvLqWOw0c2De9O6bvy0OdgJWUXUIMoclHOupOxp+ShrpkLdK/OIeftFIAlgnRvp+bNNRiE0gOIClQMilQTMNIQ67J6u3kpTKWm42UET2x8hv6F4qYrKSICZfZRTOM1NzYuVpdB8u9/lPXMPf1LV6n0l2i6NcCVF/O0+34KlSEqP88LV7I7CIajtmYiCW6G5UrGb5mRYEMGS6kyALQacUiASMvhQiXvA2TOMiT1Z08WeRdbkSXqFqIfRxL+yWj8XoSguIrH03Gy9EHUcCLZR3kme4Uj/+FpKkRMMXg+BpdbWHQXSvFyidOLke/kFQy7uwNI7LCtHn6kMddVJ7dMb6GvHWNvFq68aZ8jBSJEUglT3ufwEdxelMKznaYT8KdRUVux17Q2v2PoWcqefut02VGWfcEZFICW0jafDAyMkWx+5oqTtETr+jk6bLkyhL5fAMUBYdd7ItRPUH9tvnH6VeRok+qEqvu03Y8KiqqlrccFCXoRVGCa2Som/fKHQ+oCtauVkJ0qoTxk7IvK4CQjUQrPSxA0Z6g3Xg2SYhWc0NBNHYZjXTai4o+vf9aCv60RhjThqV1g5cp9NvoW4pB2x1rqkQhLaqdU1qunexTjM+EyohZM0xJjdSdEdZ5ujxSrnhF29eKFNGy4XEmh/qykL9QZM8MtxU1FikKFZvr4uoJzlF0dhrj/Clyeg0VBVhxNt6C6sstiKIqPVbAErWhNQftfhZJQqTW1lmibI/mVBANeubQGXkJIWKkzok+gvzVjZDbQyv7rXElX/j51ZwkLI173SNYFfeqOdImDOrWQaXJ4LxQAc21GPLAk2FkqpFktS1/6oowpW7OVepnIeXLrdCZmIyi6OdUHv10NaZu5PtANJ7Vx7Ua4BVb8JVWV6vU4wSOxps9m7huS+FJ1hdpffbniO3VW2VjTLDqx5cGUhbIT4LeYJQPiFGx7Iw4jIo+hSdDwjCwQ0MciFLRCKt0CkfA98uxDv1lal2R9kq+VFopUEzDyDvkJP3itXjJC28Y8XSxK2pdR+1cZPIccrrUnaIgfFe8NoxICQo+ioDlvN5JH4BqL1agGlc+VQ0Yy4OWotZiHsXRRCh9qwu5nXx176s2BjdadBowAReEs90mwGfTVOw8TfVEPg+icfcITNcKoblQ3jGuE6Vn0X/pigtdMP3O4A29Lkt9ktPT7PkNwf5nNGWW0WFtXSxKJsXLiWOLaRgJNVvepyJo3/Sh9Jj3LEYeA/N4bwveZakm/n3QoxlPkWHv3Oq9cHd8ufJiGIQKnU/1xs45nZ0BDDwZkB4vSw/7YJqqekmyqIIObc/GX1RBU85drYv4vOsU7CFj27xX7r/NlOB5FWKMtL0Sxk/KvnzdHWlCCpeD5tj/6z54W4viaCdFQ760GuTMsz8Ymy8IdGGKVVJdTGv/BaYlZij1RL412mJEtKXQnaLCgRQV/kl3HKiy8VTvnZRO6awoOss+5lTpi4OEQqenbGqOjS9AaaY7Kc3UY6kR++ZqNFxvdexQuurLlK5aXYxOCbzBeVIwjNj8pmGKKUXTjpsUY1RlQB257MCsYBwNWG6OZmvy4evumpNGUzjTJ/bH133eVlL49B8/Q7oRo/3lbCKCBm/GBcE5w74fdLYbJvhswtSdp6meyIdSurtT6qcZ1MCxYxw6qUJUi9TePlqpIBArsO0kFSgqv5vIzaGInF9Z3Gci4m/Iy/mV5kwgPRXLU4PzXORQGq1fWfWpMtVboduwgYLsY/+q7aVtOwtVHmR0FgyjYsgDd4aRHq1moBnNaiM306ibE1PJzTxTSPkivpz/Az7ffxgXbwCV//wi2roCJLIwKdM9wq+9jlE319jyx8XD27Fr/y58+AGb/32o32U6Yt/kKeZsMCNllFBA0LDJ4yiTdQQnNAOpQqH1DmOCjpxv8Z8931BSZTnU/7+/uQd+MQ6HIlfM54g5dKOA6UZE0nF+C8aFJuAoxNRTG8Moh/Zk4C48s0xLY2cr5meFnb8lLfFvSqP/6C8x7h247q5Q+TdJgVJGgVtiGJ3r56HfEL94LQpw4Q0j9VI4KqTKGGkSlnQOcSO8NYxYdGC2H+Y79Q1hAn096ospZJb0LqdL3Zp3ryvMYiRgPk7VuozrdQZi+KtVcGx1LFYfzEZ9S+1Hxhy66D/IcW8Y2aa1aIKwnqa0MDqsry+k7piI5FR4b+JlTwr/rTaM2Mfzr+LSVSoGrVodfrpSeDv2wt2p5UaExTA6188ewtYTnW6pYcQuRIpAKs5+7Qy63WO+TuOC1NMslD+5V1yclOUSxk+KPLHsCzPmUpqmOvVD42kz1l5pTuk0tMbAXQ74ni+DzmPfQNMr72DJ4u1US2hN9UrBiJ4r8Y3FMHIlG51kH5Mnvb9GTyXaxH98P1xEaZ3Y1kXKFjQ+OWfjgKAxziYGYTBZg2LUh9HhX008Q4U7R5uYcj4bfvOtxpnKc2Z6MKcDgTSkWp/l67amm/J/NyKdjI7zT9XC5et1MHD4q6hybDViVx9Edn1zOjMoStqdoqQ5umF0m2iVTemcgYtw9DcCWJk8BW+0aohKZewdWQYAkLq/j67tjN3P7lBSVZnSvCVqLKhMxFLz5h6ciO3bng4Ww8ilzHeWB0ZWguFos4Pr/mjyy4g+2sKop6W6l6WvhxLgDyubs4+SFlq+8OkptZnzcbJWM9TOzSRQot9QN3AhOTGMukpXEtwTf/x/ZBh9nnkK+/Z9rAAQkVWN3tPnYgAHt1CiyztxX4fxWDj+WaM2T2+Aaxdh0mbjRtYr9aTh2/D/HmuC8heP4uQv5dB23FpMNRXP2a3K7hwJRr6ChPcpchXUvar426RFhC7KnYrOhhE7v8MpayVVSTfQftzJo+kwDVhK/qxL6Lt2CQJk54BSpuLL6RaFAsU0jNQL98tu9l5RPiGTB4IX0NMfC28YsYtxLery2hPlA4Zy6DJS4a1hREpt2Dv/h/mikFC+wZTjOJSboaUrsX9iCvDi6kiwFhhzxdhqGHFhoxuHqpDa/qh4iag1G9tzeTqOSkGurBmKi/WiFbxaptxzi2HE5jbqZ4SYlC+rEuaif5QnhV+hEYtCsNqNbVBKFTz+eDTGSFNTX6H1JA5FOBXRl/X7A/6XVwWvzeXoXLdjLy7i8J4cPN7hMecUFptUOhaF6PKvJlgr8LK+VE908mQY6bVePJqRgxPkVfTr0JIwD60/m1Q6VuO0pDKBANhFBfWbD0sDSYn5ybpXnj26JiOjhPGToqQfeskUMUqf6I9jPYVzq5HA3jBitXtqdFY3GJX9yqJUs5UYoOFUqDn+R8mBIRgO+r5zXlbTjP/VZK1tHyIn2cf2LaEa4k1RYL4f3Jni8UAptZALKsWZUmpUccV60ly1OZs86ijwgpKStQB+mrzLObEH3/h1QEtnBrRJpSOZE/YO/m++NS1VldOHXhIjRq5SzFwYRnoEzaCHsq7tj5rSWtVUvFzzWvm5E9IJbwetuJH5EAHYJOs1Vq4MIzImlHOoRgTvjwrEyf5aXSXbNC57TJEzfubt5CzbyxBkjRBqJQslD4SUXPF+tuljxM7P2rriGhlGh5aSab37dLYtpHzR7gJ2hnc9s0YDstHqbt+pLtTcuj4XXvOHEBkq8KEzrKXjKu9/9KQZVEWbl54e76rPk0tZz+7laSiI5LVkWn3juRe0ulJ359zuHAmGkeJMzCegnSTExe0iBF2GNMtrYZ0NIydDmn1aq1W+xvdRO3fXRHnnWRTJJyQFSi0FimkYqXnfQ8/1t82jV6liFPc2oOL+lVy7EAWv13Ddn2F+4Er4TRb7Y2jFpWcFZca6Hd4aRvRcvzOE2mRCNFDXwFIU3m8tKEJMWHTPQFcLSpeiNFMqXcGTo0ypVjzlxKdZKFKVHHI1bWfvU2ZEMVVhEz3EXJiJF6H5olVyhCftxIWy1oJ7i2FESShrBw/Fuf4a2puJTsVLpdNz323QB12fDp77f9Oc123Ji1eigvEVMVcxRG7HXtDaX34PbXRwC2PGel2DyKOK4rgO9ZcZyrL+RjENI/49o7ia7WEk8sariGHiT6e5D+37dg0a2d3c+Mu8xqYQ4AvqGRiNGxFiAXkJ4yd2oU++gXDB8Gd59vMqzLEYCvxMPYTuJicLVzoNhDYoKbAFCNdh/hXBpdbbCQqRfu4FJVbZn3X1scyCEsa2wckwsou+8e/odUte3DOsCPv1g+i4xkiNUd5i/947Aaco2i6iVPK1ZAkOFaWI/70WWKwZaWyukXnjdVAJfRZCXWHrsRwcxJURoNYjTb4RrgE8sFGYYUCgJ3Ms54iv+6Hu5rRfrrDpwCRatGvvU+YouCbvRUeZc5qxRpPbQCvWFFWMvKiREkpXsqZDcsNHWycRA6sbrBVSLzU+vSo4yrjjRDzz+oYQ//Z7F23WC1FHb+QBr60T6GriURvF/7P5gVjpNxkrhUZVuqy01BIbXOvujrGTL8osnNNDFf74AE+aUtvtz4ZiqHrBH+rb/PyDUGBVA94uCs2/pJ9hV+t1aRjZnBHl2Vy9jtXdSXc+R1pafpDZAaSnueryw94wWl/frIPouooOQqHu21FreYAX4kg+IilQGilQbMNIgbINWIsGC+2R1fRc5NsE162PL8DNOm1EsQ0jDWFq2xNYpSs5KhrSlsfjkBisQVvrEMqwFHBygWROiWEeyzFnAgQIWS1idEWofdCU2GumSJAhWKvqRlEzhCyagx6m5gNWw0hDFxMKvL27tARl0A58QU+jcNXrxs3RsEOhUhSgA3iaX3zZlKY06heM0YA7FI/9Ld0L1Qv33hNmmHJH1jZMfGMhwSo7Q1sz5XH4l92whuqMTF1vimMYceStm+Z+JKwQPvpaCNaJ3yJ0uYWsjxWlrlSgC0uEGWdzG3l2ADZbm3SqGjIZOK7QztwoLg762yCqa0sy199ZAQN+X35i5ycC10YIhj87P5MuYaAAoc9gbV8n58V1iyLIkRVZ6pBuPChITsmoG2NAq/OIkVFHyJ0/zkh3W8Jex8GO3NttUMfJMFLqZ/biKT1d16inrPD8LPx7wl+9vl/Y+gatqYAwS1+lk6Qkjth81UCF4/LqqpESla+kCKUTeIeA2MeiDtHXEMLh9JWZEMT5QoJGVxlQaMXg2jBS0PEirmGE4ExSEP8uDRTqQzmM9XWICH/MME+f2FtBDTNB57Mxx5xBgAC4wcEbDONEk6sM5MUEOa5CHN9KWvGoiSmdTJEJaahqabmgosidRkWOZEh0fi21GTZw8AUm91h6pmAgcuOjigmZT2MN+k7Q6oYK+qJYjuZJHih9r4iuVph6T+ALJobUU7kJtV5AZjQzbeHlC5m+5ECcBd9ZhvGsgsd8aaCWujsZXvEHH8DZMFKMBGqVINYtqk8bgB5GTa9lIi4NIyoJeG0/OqYarQ+yU0ag58ry3tUS2pwjJpP67n/BdB+pYxLqlR4ltU+l6/vPPxrnV7/LhdIEbsC7iox5LZnkg5ICpYMCxTeMmIigfNmhc69jaGy4qYs3b4p4Is++8VzhU+nMRBV7VFTgDQrt6F4IwyjwZH8hBUIcjCGljcShFw1YWLXvzFY4mlPTvpbA4a1qEzVrjwD1Ajxn6Z1CY2tNRfPbj8G43lWQsXQW3j5CjR05CpXQ98PcuI8pH8fxXNfzSGC9KyhSZOqTok/b2TDixaSR37yK+aYmbkWNGAm9Y2wh2z0fhOz0yRgUdxA36nbB9Ng3iYdY89qR2OTogllTnkDG3ASc67ZIaC566/dChaP+BH4tnRuy2vZ8UPqQDMLb1SKEflAeDEhGCpeXJVcImeJnaaSq8cnP9To4N92lJqHOxc5srFC81ypa6LGkGkX7Zg3DLOqFUta2aNg1D7CLdwhFU80gBqqCwHoHlRR+yqEIT9+FZTFO75mm0jXum+ro0K0bal/ciq17zlLjW4sRrzXR3WPpQ8bWpzY3bYR+UaFodYWgsJUUFUNx4IYWM6icAGBYfcSgt1EtIh7hrQwT2ln2aQbr2YfRJbATKmeyhs3UQNV2f704U/tiEDr3GB4JHI/hPZpptRFa81tSgpv16IYKH2+i/mFtMX7heDxbOQ/f7nwLUUuOotYQsTcX+5YKE73+53oKDZuWu4CM9HQcVJpCW50htN7Ak+hvm8qZQwG4vlhYdpxhyCv1I3H4pjrj7drUPHor9rBxLevmrRCcaazNLb89xozrjSoZSzHrbdbYuIGW/uhZPmXfSlrxvmzXiS4jEzDx2RzqDTMW2yq1RvmD3+LxyBkY8sQD+G73PMxYchA/m6L8TK6NxxdPhWNMuytYPWMJDv5MFOaODy3ql1mdImkacqHICccW9MHqhivMUO3KA67lQUbcKEzaSVijNrLba8NI6H8Duz5T+iSLIl9UGPKRB1ogfMxreOTGZ1jM6PIbpbx6QppTvuuBP+4/jiO/NUTTB37Cf1ZMxoyd1JeL7clGisAzFFAGTtB7PerGWiDU+V4UOPejM5Zr11helZkHZgVgUV4QJo/4K8qd/DfmkhPwVCOeTeLpfNucI0VXCEd69dcQ/vqLKKfV2v1MYCR1AhZriK524AtqH8FD5dooCLAX07bgw++oc6LQc5E7gvwE5ElPM5R/lxQozRS4JYaRInozFmDsnDN4Zd58dK9H/3BpM4YPSMQJ1kvS089TKp2uTHoayNPfxWJemyJW9p1/Pu4aely5xJfi5uAViH3lIfXKYZdq9IdKZ3b2863PlXv1v3M/m4uBUbuAdpFYGtnOCdpToVsUNc/U3veh4s9+s+IR2PhXtYM9dUBvE56IGbxjrDKqccF4WrHydydPj6ogLfyZUKoSeoNtl6fCWFdw3Vc+nIzBMYdR2d+m+aVXk1Mfyj+9DfGx6/HxmVw82LAJ6jtOKsWw9xH64Esh0zFca2KnD3nL94IgWXfPxahYYy9pN1Gj7QhET+ps3wWcLqPEoWOQ/nAEkiLaKk1UPcKa2xpGufg2cRTlzP9MypRzk0qFPplrMSZqI45Td3b1Z4++pdOHNQqNGI2ttcYjIbylMrfPYl5D5Idqgz9PPzMoAUuZmwpMtUkdVAYqSfykKsLhn7bGnKXD0ZQtnPYpeVQk1h9nijwj3YNoPmQ+ovXGvGeRGhqG5efrIChmAZ09C/ybQsswrGBOC2W9xBfPR2DRhHZ4QGvK+1PdAMQtG6TAbFt/ioMocivqhichoq3CJfb1lRQFXBseiQ0ntCaMuizwCEdnv535p7EtnloMfHoR//Otij82oZN+3kDUYjxUrfH/4Y901o6fy0aZ+u3Rb+wodLVD/GJzGxOFjZyGChkbE6DBdAQLBp8qR/6Jx21bAqh7wRS4T1vPwdLhTRW+ZPQZFble522fB5tjyPxoI/p9NhWhYctxvk4QYhYEOtM4OwMLxkZhuyFE0bjfLMQHNsavSnTwc+pNE47EGbwZtg25biGtrOvxra/yRo1PzXeFIevFjsnU7HZQHA5q51y/T4iuyr8XCIAH4jJYylwgwdInmxswu5MHSopy2IeopNHKymXOhlEh7x03Qqaw8mVfTCiiPyRHgcZ36h3p5blwwx/36zWk6mTZnpjAF5h0YzyU+BBmpIRRe3fiV0J8iwhbgSO6LPYoTZ171llkkm+N5xGxaALamdIP3Ixrc45ICTOfA0FOqcPaGEY25888F16q4ENqhHMvPU8rl3+XFCiNFLhlhhFbvCMnBwV+fubO8KWJKko6y1aU6RWDhQOFDvf5+cgvU0ZdV34Ocnz8BJQ09m9qwSPuq4Cq1f2cIJzzr14FKlVyTRdHDrIuX8dv9ESlGsZzDJnoq3PV0KKJt9KyMMTOR06OD/wMuLfCvCw860DO1TyUreS87iINyGnJXi5TCTUqKVS3/92OvaAUoauXrtL/s+2siuqe6EN7l1NA/OBmmt7Rgb6rsIm7gYjWWYRi+JsXtFE+Wvw9Zp9cEjYAACAASURBVL1KoqLTFKXVp0xttBk2E5M613OGKb8F31LpdCv4icYgeGQ/06YYtCtTqQYhhVl2hfbxKgGHVHKz3/lXL0E95iJf5OOHz0/A8Zdm9saz9hmvZCMp57uS1mD99oO4mFcBf2zxLF4LHmpvqHjHVPzrBt+wf1HklC9yND5Xj5oNTWy+4cjJIgQ4hQFNssp4VK2d3FqmF2IWDgQH92K8mJ9PMpTR3e7MuJCBfFxHzlXkla1klrum+bnYXxr326/OoVoLN/1mXIyj/HORacXliIVOHtapHgHtPrDcJ/mnP8fJyi1gvg4cOL9jJiIWf6I453wrN0W3cVEWY5Uv0CoP7M5JoRjLy4fpjHyyCQsSNisZFezHDSPv5QsjC+M9Xxd852kqrs8/P9eu7m8mk0gFIN710hDjU/EEtEPPKd++aa83eFqR7Tli8lO7I7y6v4wDpuogJp4zQJ0KnOpRPc5OPiApUGopcEsNo1JLBX3ihkfFp8wDWj8J6jVR7gXMXe8O5av0r1yuQFLAiQIshW/wB5T+MwWBhIx7MnkapZrcoH4wzkAQknrFpMBFqmUaRjDP/yuPiuV9gd/ykPMr9TajVLXHgmKwgKIfhVTLijmhor+uRxqo6ecDWu+e3/LK4YW566EDtRV9ePmmQAElxXDOZfSZPR5/q3oZe9+aiJX/beQVYtvtJ2Q+Tu9ahkUrPsB3FZ9BUEQTfBq8EJTJqRpGTe5y+eKFYXT796CoX6AawrXhiNxwApRYR2AiqwhdU4PlLOqQ8j1JgVJCAWkYWTbKcTwRQ8M366ltyp+bhNgUX5aSHZbTlBQoIgVYIfmYnLECSqNanHzg6Vhz34siji9f4xRQ6yD+WXUkVk7v7NwrBY9hUGnqIaKkmIZjM09tU4WoV4hbkicKR4EDs17D9tasT5dmNmupYURsBVXt9/lZDSKenmmuMXozq7TJFxadm4vZ6/bjzGUWQqqKP3UdgyhTQ3aB4qXFMKLzujvtMmq0fwRVcy/g2L50pG7/GCdZN2syiup0mmmuo/19mEp+VVLgjlFAGkZ2pOZdtq/cwI1yVfBwy2fQolaxc6Xu2KbKD0kK3AoKMM//4uoJgoJlB+ZxK750j4/BUnhDL2KgBfqfUYUjSz1JTSbndC4tMSM2c5ZiuB+HL17BjRvlUOXhlnimRa3Sm2ZdQlnUuU+Xanyc9zdDMN+R6bO0xZ2LMSfpY1yp0h5B40ag06NiirXZMHrjTOmSL9kEQBO47Cf8tVcvtKpyAxf2bkHaEQKysaCC6rQuJYZR7iexeGNWOi5rdc7q/H1QpnZz/CNkNALb8Aaxd4SL5EckBX53CkjD6HffAjkBSYESSgEGH7yiGmISg5WCd6VYOzQN5WWjv1u7YUcJcnpOWcwyNXfVPqHBv0ua31qS3y2jsahucObfdTTE7B3j0D/+a7Txusn2LaAEodId3bIEc9d9hpxadgYR/4YFlc6vNMkXVjs3Hr+EGbD9DHRmx7j+iP/qUfvUxVJiGKm7I9Sv0n8Vqj7pFrCQHEJSoCRRQBpGJWk35FwkBUoUBTSo668qomG9fJw/cxkOQpCcrxlKJWqqpXkyrGnnoLMYIDSm5ctRm/h+hWe9aGZZmkkg515ECmgtHbbmNkR9v4s4dz4Xf7CF4i/i+O5eo8yKTzYtQMLmwwrwg1+d5vhz/fJuauGycPzAt7hCY6rgC6VJvlC/xq7b0XobwXgLNFHr6QB/vf+Y8MdSZRjdBv6QQ0oKlFIKSMOolG6cnLakwJ2hQDYyU9YhJfMKytVuh55BL8AOzfnOzOVu/YraLPqjZ5IpbVFAoNSU3rQy/bBqeSBk6fPduv/FXBfBye9elYw9F2+gShN/9NH7VhVzXLevX0HmrgM4k1e0b9Rq0QUta7N3S4t8YWd0NLJHL8cA/SBqTV4PNMPY7WQwWTNdpWFUNOaQb0kK/M4UkIbR77wB8vOSApICkgLUEA2zQteiXFis1gg2F3un9kH00WYIT5wBUxszSS5JAUmBO04Bx5E4DE1pitjZrB8W9b3bEYXB8YdwvWIj/LVJTedIWdZxHPhWiY859zG647OXH5QUkBTwlgLSMPKWUvI5SQFJAUmB20kBaqJ68Ov6aNNcRRNznP8W3z30qIzQ3U6ay7ElBbymAKHSnf4BtRqxPm4XcXj75/jBq3droUWXllACZPInKSApUOIpIA2jEr9FcoKSApICkgKSApICkgKSApICkgKSArebAtIwut0UluNLCkgKSApICkgKSApICkgKSApICpR4CkjDqMRvkZygpICkgKSApICkgKSApICkgKSApMDtpoA0jG43heX4kgKSApICkgKSApICkgKSApICkgIlngLSMCrxWyQnKCkgKSApICkgKSApICkgKSApIClwuykgDaPbTWE5vqSApICkgKSApICkgKSApICkgKRAiaeANIxK/BbJCUoKSApICkgKSApICkgKSApICkgK3G4KSMPodlNYji8pICkgKSApICkgKSApIClQqilwKXUshm86AzQdjHVTX0J5fTV7ERN6Hr0W9UWDUr1COXlGAWkYST6QFHBBAUfWUWx5OxWZrHl5udpo/UoPvNysunOHc0nBe5oCkk/uvu3PP70LSSn7cPEGra3Kw+jYNQBtG5W5+xYqVyQpICngNQUuJQejb9Jp4MlR2Dmns64LODLmoNeGR5A0vwfU9tx37+9ekI3SMLp7+VeurBgUyE6fjEFxB3GjTEX43ryG3JtsMB/U8Z+PxODG0jgqBm3vplcln9xNu8nW4sDxxKEI3/w97nuA/MG5vyK/gP17BbQeuwazO1a+2xYs1yMpICngLQUurMXgoA0461MHnabGYmSb6ij44QPMDY/Hd11WYnlgHW9HKoXP3TuyURpGpZA95ZRvMwUuJCN45GE8HxuNnoqXOB+ZS4MxOu0CCihQ3jdpJQbczfLvNpP3rhle8slds5V8IY4DsxCwohzGxo5Em+r3k52UhR1RgxF/6DpQth2i0qLQjv5Z/iQFJAXuRQqQcZD8JiYknQBJBP1X4bEgxCwIROO7WDbcS7JRGkb34tmWa3ZLge83hmHefWMRHyBYP450TOwSi0PkPW499gPyHEsi3usUkHxy93HAJ7ED8GnbVRjztKDhnFyOfiGp+BE14Z+wHsGP3H3rliuSFJAU8J4C+T98jv0f7MPH2ZXRvt2LeKZFLdztibb3kmyUhpH3Z0E+eU9T4CSW9wtB6o/SMLqn2cDj4iWfeCRRqXuAnCIvklNEGkalbufkhCUFJAVuJwXuTtl4Gw0jB85vmYzRiRnIZvUZvpXRNGAKYgY08WBZE6FfXogLbYZh5qTOqOciNJl/ehviY5Ox/8xlLQecfaM86j32HF4e2Ac9hCL5k8v7YeSH1dBtXBSCWxUzR9yRg293LkZc8n6cuZxPqVXs54MytZvjHyGjEUg5p/fnn8a26GlYfvCiOje29m7hmDiwDVh2hvV3dkMoxvz7B6DWa5jrhGqSj9Pb4hG7/mOcVAiprfMvPTBkdKCa7mH7cyDr6BYsiU/GZ+dzob6pzrNrl5bA4Z3Y8dV5rXaG/lKmNpr/IxTjB7QCo5Aj6yBWzY7D1mPZ6rs+ZVC7eVd0+XM2Ptohrt0X5ev9BT2GaGv3+gwSf+yYiYjFn+AS549u4xAVrH7f9LPSk62jakM8EzgWo7o2MvMT8+6O/BDVXI3FB6YUmaNbVmFpqkBXtsY2/THuzZ5o4jSJ26Dw7o2B/6IMmlErhKZOwN/gHe97TWI3D6r7Ox/bvubnxxeVm3ZD+MSBxFMFxHPRmLb8IC6qBRbEwk3RLXwiBjL+Fsb9dvUbiDzWBfPm9HB5Vj3Pl/F4NGYmfobzajGXwo9tgqcggvbXx44X2wRjSkRXmOrhc3djSt+1qDgxHuF255z2fPfcMZi3RzuXENdsf44YnZLnJeCfR/g7jBaPoH0/G95TZl5IPsnOwPKoaKQd/4VkCTufbTBs5iR0dhJ8dJ4PrsLsuK045oUcSJ/4MhZecDWWmx2h+SyYMBU7TzPZxubTAaOJZs+6lDPWs5qJtROmYbMmN3xrtMWIaG09lnOs7PGwmZjUuR7xVC4+iX4Db/9xHpZY8vQdWbsxd8w87LmoyVsP8jQ/cy0mTNus0ckXNdqOQLR2l7B7I3rachxUxrLQO/cTRL/xNv44bwnMU3B/+at30Xp8fFKTldb7QCSRl/LJ/fmEDS9UxiPt+2HsKHYmspGxfDrmbvsal5Xzq64zeEoEuooHxsu5eDy/bF/jY5G8/wx+8fEjpK5cXMu/D1UbPoPAsaPM31QGY7J/LmYnGbJXkS9u72dC/fJfBEVahqZiwt/YOLk4OGcw4rL+jnnRdvKHUqDXTsC0zcdUHcQVHTwu0P0DVl3Et/wDuC8/Dz61Xd+LheVpRrPC3OeKLvSXzugzJAgvuAENcad7FFmGeENP4pldyxYh8QPOo4rQJ55pheYVv8Ongm5CEheVH2mPfjovqfw9Z6uwr1X/hK5hzveTOBXl7M9MNPQh5b7n94h6B4l3nqoThWB0IOltOI8dM6dg+WdcZ/J8d3hDhsI+szfGH6rKEIpU9RDoPwUEaNVSbKFzqJ577UfrfKB2U7zUZyACOzwKP9urLh8/fLIJC1bR/XKR11Wq7/uWfwj1n2yPv/e34yVpGBVqD7PTJ+L1+d+hea9eaFXuFN7ftBN093suXs99HxH+c5FBgsynjj/mJwZb8jaNHM//0aUbFD4Azz5WD9X9CnD10kWcPpSOlE1b8VXZlzA99k0w/ej4sr4I+9clugiLWUDLlIaxUXj/l/r46/PPoVWdcrhxIQMfffiZZrTQ+KMmoP6Wxfi+fQh6v0Q5FyffR0rCJnxC2r/9eugRMtxCWCiipj8S1gdDz9RwHEfymxOQdOYPdOl1wStNq5i/51MNHSKXIrKdVYvnRXLncNO3Bpq81BEvPFwFuPINtr3zHk5fo62s+jyi5r6Ox25ewKH0jUhOO4Kf6SxVaD0WK/t/h4jwVGTXaYOOHVuBlokrn2/C5n2X8D9UQZsxczHlpVrIyzqBg1vWIWnrYTJufPBg8yGYb3tBObNOzkeT0XfuGTTu1g3PVLmCvVvScORnG/7IpoP3eiw+92mANh07Es2BCxnpSD94Fr/QfH3r+yN2STCa8Dj28WXoG/YvXNLWsoZy3pxsHG0ft5/TDE3r9Co8hqCYBQg0JQwXUuH15rTQGXkx9hA92RpjP5iNjh5535tBPT/jOJ6IoeGbce4mu3Ca4U8P5ePUoUzVQK3QGv7tL2LroXroNaI3FBb++AO8nbwdJ67bnR+6pOJGIfrnPki0o7XH6WQjffIgxB0k4UAXUeOWDVDm4jF8eVY1FOp06o7aH+/EtWcHYeCrrVE5+xj2pSXi7YMKszjJB8f5LRgX9g4en5WIYNP+OXBglj+mHKqDLoMG4tUmwKG1cUj65BKdkfoIiFuGQZYEcQ6s8EsBUywbo2WDikDeT/j66ElStIjf24zEsimdLc6OwvDJSSQGjcRO3/bo1q0pcCwNWz78DtdpD8auIX7QGZfO8/JBCEv9CdWavISOLzyMKldOYVf6+8hkm+bzINqMXIYpnbnRmov3I/wxVxWi8J9vpYWLTSF5s3xQONIfeAm9XnoYNzI2YROjj9N83L0fhrRf6+GJprWRf+qQOr8KbRCxqCM+HReNz6tZxmZ7HLAYSYOI0dhZH/Q2Gr2VBPafys9xALP8p+BQnS4YNPBVNKG4zdq4JEWe+tYPQNyyQab7wXF8OQaFpeHXek+gaW2Dryu0icCijp9iXPTnqPZSL7z08A1kbFLlMqNRwGL1m+zeGvR2I7yVNMiQw8xhYRsxEuSsoryxs1QWuHYWh48zQ9oX9f1jsSRYcAZ6IZ/cn882COlfgHWJ36mys84NnNqVjvczaZ+IXD51OqF77Y+x9bvmyt34t7IX8X5KgrqP1vvCi7l4Or6O48l4c0ISTvk0xxuxM6km00fl1Z21MTzqKXwWtx4Vhr2NCXpqIuflC8Z5/+lrHGVGpVte5XtgidizGrBpQ7GqINhJ/lwgBLGB639B6z4j6C6ujIubEpCw8zh+AZ2X8ETMuAVAGjkfTcWAuJNo1lPQcwoepvvjLTz17VuIXHIYFfzjsGyQANhTSJ42AEHc3Oe1u2DOguF40i8PWScO4u2EBOxUnC0V8FhQDBYE2gMGudQ9yOgskgzxxDDs73TOJw+KgyryG+PF51/Aw1UKcPLdFXjvTAEKCujy9muMgPGj8XTO+1iXtBWH1cuJ1jIBr2TGYPF3jdGtV090bF0HN3Qd6zdU6xCJpZHtnO58XZaTG7V245ZoUOYijn2p6hBMLxv51KdYnO6L9nSmmpa7gIz0dBxU7iB2Jfqj/cWt+ITkYkhILzycdwjvrFmj0tdWV/CGCEV7Jn3ii1BVhrH4QM/nJ6N5xzQMXXgY5Rqz+6EpmjZpijoMS/zySRzK2Id3t6tOCJ9qHRC5NBImlZHpmaMikXzGD4+9+DxeaNUKrR+pSi/n4sKxTBw7tBVb9zBakTwLsPCyS9lYtPWVlLduU8ToGBYEvAXfaWswjCsb2Tswrn88vrjZjLzjcXjVHaYheRNSJo3F6iO/oF7fJKwUK921fO8sW6OJk5U8RZ8cRe22PPrAvK1LEDF9O875FLGAVlEaxuDQU2+ZLzrlk6TcTXydGFYtx3t8cAoW9xTUceXdMKReIDFFF/SGGc+ZIB3thZOqyM0808ms+CtfEMEAqqATRc7CmxtuAMUoZaenGXnTontqXnX1Eo/6b0cMeWIvFm84oRwubjioCkUqLpAS6Ot7Hx7qFmegrzFBFpyCykO64caqJdiTTbn2grLlyNqBqMHxYMtnhpWtMWLieMYfM1AQIcxbM4AO5TVC0Krlmsf2ApKDB+KfVUdi5XSzAso8bm+NfAt7yJrzqROAxYIiw7ytSyKmY/s5H7SLSkOUqVpaHZMhbj7YuJMi6JopMuAC9nJFmc21QgdMS42EUWpQGIXXy+NtNYyUrXXD+14O6/YxxxHEUaRtZ34zhCyagx48MsHPZx69XfZJjFo3B51Fi5IBDQxMwmlfu/OTjR3jXkfKY3NVBbcQv+wtYeidcBw1O81EfLhxXo8vfR2haeQsoF/N7ouwZph4sWtGzp7raGCVD/S84/hSvD7hB7y+YQae43LmEs1/wMdor/MWG9lQ0gosTgl+Hn6swBU+1fJWFMHI7bj2h2xcIt6r0GEaUiOfFqJo3vNJzjvh6PnRM0gmiFeV1MZ8ygrjsqJX/+nfouO85RimewA0ObA2HJF0lq+T0tAmYgNm6AsmD2jKJIxdfQS/1OuLpJUD4AkvhM2n7/4XsIZgaPX5aPtQpUs8Nr9Jxpub34W1gzFwdyvDWCW5t/T1ULBt9PHxQcXnZmLduFZahJdkcsoY9FuZiQIf405g/BC4/zmkxL2qyEgGjzvg4/ZYtTzQmL8gT2v6J2C9XvRzAWsHD8TuVgZypMILoWlUH+RDc6iI52auw7hWmheFlOqUMf2wMpNkSDPywCrfzMaWsEDsfy4FcfolZW8YcTn7v/pdEBU9XI/eZ++bhWHzv4ZPwSVcuu6DRkGrTGhVbuVTEc8nn4tyA1WhOyM5HMaVIPC55Wy7l5UeDnLOR5jcNxoHCwR5wc5Z302ow+UuQ/Gafj9m0v7VYMMdW4CAUduR3ywEi/QoszC/RkHYwJ81fd6FYaQ8o8qfrU8sEehMBnXXOUBEKiKFejGdTmXJ+bCRnA/Fwlame6zPXJSNEhwP2VsQ1jsBmdVVJ2dV5S4+j05CbVrheFo11gt7nysRph1RGBx/iGSD4HywbKlrw0iVL4WVIR5FPz+7P1ZGh/ELMf5Z1ZnD1hi69XFExPVCua0RCF95FNd9NF2ghgCAQs/aOph1kJQ8Z+e7tifHa3bCzPhwxVmuynIuG+g/anbHojXDBCeLwJPsm01CsFGX0yrP6Tqf07seqVDkB+wMI8eROAROPYXOs+LQq84vuOlX3TkqJMjiCs/Pwr8n/FWbQw4+mtwXC6/3p/P4Ch4g48mvup8T6q7yjbE7ccUpnVhGjLzfTGa8LK6OBAum+7EFARi1/QqahKRhfg9PEklTYPP9sZKU3gba188mBmHw5svoMG0bCTzvp6QcBKZgTNmHZhHvkQJRuHeZ92nk2QHYbFKChDFySCB2J4HoKg9dL+B1RjWzFU7sApmUgzdNyrk4Z3YZ9Ef8F6TJVumC+M1vQlVbmNFBGPvlzN50xtj951dAlBKB44plnnBpO7BvendM30fj+dClsZ0uDcXWYorCIGR0TlSharmCXNZsOBhCpizZWxvpWTf7ezYRQdHl8JblAmSKVdCGszSnDXTB0TXKaPCWL6aZBJZAAz4XMuasygf3NO9rFoH3hM127JuO7tMPoKot7LZ4mcCidHuv8HrNWXaGkfKyPe97Pa6bB5ny67/0CrrbRBEOzOqKKXto/62RS/UaIX7rRPzmQwq4zflhezH4MF5J8eD0MM1N5dXdD9sY04qCRYYYPW8LdkGXWiApvD+RUSzKB3V4lb8X+M3UlfkcUrj9MzpjO3nZTJkEXBG9UlYwojX6X2phjtxoEY1qEZSq9/BuVQEqqIIu8Zth2Aze88lHk1/Dp53+bZZjjn2Y3n069oHO1zYyzJGDd8L7Yv8LazDHZKlyQhpGorMxz44rec2T8uG/kiIiXIja8oeDLvpAHOu5mZwsolx7B+GUwnTUj5TtVFK2XfLWWYp+jcf1MSItAIXfFh01GT/GEOr+05VgnHkF5GQHWqXORw+/HJI9/iR7tpM8Med/6Be1iBTH5Mr46xijy0L2JUY/Sj85Kho/wiI0Rf0KSAnbQA4ZEjsOOpdddrRCqn5/2Vz+mtd/XyWLnGUOpshv8Or8OXj18kJVmRAMP/3L/H2LfCr6+WRGIRkVZ5UDI3iT+RcNvnQycl3MxZO84fe5yTlB94z/2MN4blEyOUUZ+eleDMnCCCUTQrtjMp+1GG7ac8r9qUXPnT7uzjBiIpMMsKHf4B/c2GHzmFcBMWIGhjImu896I4GMYTuniqc1m/5OMqjfukcUR6DBnYxnu9P4FIVUzpy6L6kNpmGborAUkqeLfJ+rclB3MPk0QchGOlOW9An3hpG6Wu9liGfqqfLgNFqI0PfMcBn0BV5dyx1Zhi5SJ2AlOdtIcOVocohCOGZniJr2n7xkLdK/OIefWCo2N6g0T5DCp7sftkTh2VwvkZOUnEbqJeN8ZrgsVq5E0QGjrTOHeLI31R7m+aAZpXcajhTPdCjqE86GEZNvPZH+p8Gou3clPlQi4GXQqNNUxLxpLkvg7/qQc17XiZRzcwrP9buBVOZEYxG0Bxuj36x4S8YMP38VyRGfKtwR0jDyfi/pYgk82R/JimQUfmSYdJ2yBzfFjXEzqqrE5iGUpRlpz/GDXLNrLBKGNXeRL+lqUFVI7Wplw+RuV0dedv9E1F25GGIgyPyKJwYxLib9sFvWJCqkB2a9hpQ/rSED0k1NFMfUR1nDUFQupv/gaVMUiRS94bOBiULuPBc0QgRAb14mKMbMmAza/SySBIPQ9kLklx4zrFx6/bQFE3/4H+uJVJMGRn9T5k5pU5qQOhIXgHWPrHIjcARjzkaZVwytXa2E9ESm/HVBbFZvNx70bKSM6ImV39B8TEq3J4XXnNfvU6Yq/tQ1zGVdmUIJl4YRCXsb3vf+ALp6Ur2011SJQlpUOyevkKdLUj97dpcE7T+j7b+arFWNWm9+yn5/ja628OceFCE9hO9CkWKOiFE/I0QxLtR01cXVE2wdMkfi/DF25zVU7BSr8qRilK1HuZCNwvnLofX1xY5Wxpnk77Hojqr0sJ8nPuGEYc8tRvUEZgCIxOKKlYaAVpOUhoHnMcik7FuIq8sBH7rfLUaEdrnnhXpCUmTzWYF6ayhSaLJBuPLAFT1XG0v75X8MPa3GE3cIkcc1zab5ITfGDcWDfW8Ajgcw49sVjdgcmEymyOc14aJ2IVc439o75FhkYQr25AmIc0p08TgC3iNFTT2ozql0yl32FZ41yVk230hcH80j4XwvBcNPIJ+zfCre+bRPszE+yB1PZrmm/t15Lp4OMKe/YVBy/k8MGoHU/NboE/goTm9KwdkO87VIsvrO110tWSCmc+OKzzzJA9Xg2P+cpqC6umPoW8xJ0j0hE+ShteVJTyvnf3fsGIdBF4epirv+Yw6Cwdh8weCn40sDEfpRS82xUEieLsZ9rkxJUO7tDEGdFrbOMG1RXssQT5RT+XsFzNEXdj7fKhtjygxSaJb2k+EwEeSqaKRkZ8RhVPQpPBkShoEdGuJAFN3vBB1rGP/ueI5dwXapaaKMVgGXbA0jQecxGRueyKDsSxYOJs/Dii1faXW1rFb7rwgc/SZ6Ohc46yM6z5eiti/H44gvGWchKzGdFOV0pb1AgdlBzTNyrpsd14yHO604gQoPPI0JceF40rET00IWUsKy6PgWovtOmTSe9F5viFHynrkFqXRUSLl7FZas/wAnKWdU+d3MRU5BWfiVvc+84t/ykPMrFb1SYWDF8r7q3x6si3bdR2KotYie/U2JwmSgs2AY8VA8ORntfzT2Q48/h0Hhw/GsDXIDU2bmVYgR0i+EYfJ/wOf7Dyvdziv/+UWj0znzTi+riZi/n0BE9IdKLYZv5VYYNG+GkYrkRa6lq0PorJCyw5yEutPa44tpichglaNUK9R2RLRWqMznTKkqgZSq8pNwcJmyvaKa2btLyknQ0lpYrKWnqG9rRgJl3OkRAK6o60KSPdMfX/d5W/CI06tc2bEaQFQ39HL0QcrLFZVVlsaYjHkrthWaP27m5qCgrB9UNiqD6q26YdjAHmgmFoLbflOjj5PXUFVaP39Zi0i5YCHdQDStw53C6yCbLpCU6ytKYX6z2rnIVGoMPKQWujGMbHlfQvu72wAAIABJREFUmK8j51v8Z8835P8sh/r/9zczTVzKGXUNp3rvpOiDcwVm8QwjNe2p75fdTB3Blam4Olds/WvrYlEypTA4zdmTIsT/7srDzBTeJahMiqvVP2P9lK4ccK8hm1cchKgpvcGMj/CreFM0UDRHT95DlIahr8EFn2gF6psysihBhf1+Q14OFWj7lafqFPPvZi5rKEx1TQ8Q74NkJnkk/XR5+Qhe7DMEQS+IoCNcGbO7wFVlJKOzxTDKzkTK8sXYWtj58LPYtCMGDBfBX2g/+p3BG1YPPYviDN6MC7ZRDKO+UlQ8mJzc08GTIWcYHXpEkfat35k3nGS7mmVwwQXMPt8vEYqb8dYedNDvHefLXzkr+58x1YQyZ4Z/WnNsEOSsLkuepCg+pSiaTp0L+VTU8+nJMHLniFGcUrYRFlfCRKOJD9WP6Qak9iwDtnlvC949RBkJ/iIQEntnLeryaJJpaLt9EB/wJA+YX80fk2+EC04KF3PnDjh3xoBLGWr8gfHA6obrza0b9LYOgsGoyHmSJ6IeYzu+PU8X7j73dcqm+Wjyy4g+qPSZcI6K8PvTLS1cyBAvaGR+RN3jr7uLGUPMERIFTFejtYpmwupEQxNwFMRbejq0IVd1WcEiNgN34ZllRtq3oujHfyE4Nd3xXHENIzf14e5oo6cCk1ZDIFJNHi+DrCMnNAPJfR288xnXzoW4fzx7STH82+DI8oVYptSBU42W/yTMFACu7JxG6r9lqXph43QsmLNOqWH8zW0k6e5qZVBsw0gNs1Iskoo+J095A60aVkIZFxeUrlBrm1jv6hlkrJ6GGTupQ4RtapP1glKOjYJmNmmpgZhly4NuQsfTMMXZMFIs6vk4WasZaudm4vjF31A3cCF5f6hmgtYTkO7AAz+WQcfwN9D6RjrmUjjxhOngeracOVObPcx2h4vGCtwFh+95lOk8Fm80vYJ3lizGdioL6jBNzJk2ohu6sGBCeH1904XNFL+QrBFOa3aKADgZRsxAS0HTVCNip9LahVKqpwsaXr9sCp0HUirNb4Xmj0extvNuPLuDeW0dyPl2C6LGrrQIS5qK/k0bBZn9bRowRVfWVOF6rp8HpYvTgaULahEH95EA5rWJxtEWYs0Wz18WU7QsnOrOMFJoLCpnxrtK/Uv4Nvy/x5qg/MWjZHCWQ9txazFVry9xJZXdr7+4hpGigO59ygwg4uFcWXnVmLknRciTYaTuSUG4JwVbM+iYDBMNI8sZYgru8EvkPRSjnLa8Z2MYUbregv4TsD2rLJX9zUZE58cILOYs8eJqNFxvPVvGZc0U/iHfBWEq/U/xSpOB+cmSCFVecsACjWBctth5Np0MDS11ag+BaRR2PrOfy6Hi7h2InsjOoggSQfR+7VN0+rcaoTN+WkSmql3KIyi/XVXajGgOo98o/BziKVXaSIPRDSNS8l77tBP+bc2x1gzYqjwtxzQ/lU8OFlCqUZoWvbNEG+0iRspZOdfPpGiy6FfKn1iUUQgBOslU4eOFlE+ezmexDCOnuXjSet0YRuzV/Ku4dPUmKlQV6x3YO+tR37YXVPENI4WXCsJt0ggta+EOjdtgGKk1k1Q310Co61N44LwXPbBseLo497m2bJ1v7NKO9ZRlgf9ttt47Z4UnnrG7f9i/aXJQQWn9FLnXGIpuVfxt0iJCH+SAMs6Gka1M5inW+t6647nfxzBSMm523meqsTLVjdul3lrkvGHkavKrvlibJxpLXXFt3T/xzuefK4Awjvtr03fnY4KGvsANSTFdnTsKlX9rehjr/vkOPj/EgHR+Q5lGnTA1RgU1M+uC0jASuN85bKzqzfaeOz1VyuQ900LyOWJdi/YJU36y9dCRspx1Gdd/K4NKNcgY0/6cf/UwVoVFIo2ADvRaFeFV5lVKaZpqadDJIiP+2PUMz+PXcnPfqa4CRRxggi0LfYWUH547X5/Xw3iMGPGD7ZyP6nzhqYydJRaW89Q30wEwhIWuWDChH1cOM4SUFldpRJ4NIxfpMa4MIy6UdC8i54+H0F30ErriD/6+wh/3IyrwJPoL0QR+YE37yr1/JiNG23D2t5SmSNXRW9SL58tu9hETzia618mUauEuYmTnlTIuOfswvHpOTKh0Iou75H02j2koiOTAJlqt2bkXhDozVxeU+3Q3T4qXN6l0sblDhPQUD+fqR3O6m3nWxTSMFKPlAzyp5UPnnNiDb/w6oGVtZ9o4pdKxM5RQDfFC9IOt3cmhwg2jimL9jQ2fcK+sSe4JCoFpSryWSz0zHff2w4p6TC7xWIMmL/NFo91dyhb7WwiyRgiNSbX5sMvVqLlyNR8+tvkM87No8LZaC3Wke6oF7IRHpuvrNTzGcm3SsZS0wC/QSTFScnCCoqJ+HVrCedtsUumYjOx7BN1To2DCW+FefJPsFGQES98Vot9KWtkXnQQ+dnZ6KZGgzL+blHBb5ZGfcbu0LSf5VLzz6ckw0qNXdqnOTnPxpORy+lsVag2pj/KPyvr9Af/Lq4LX5nLER/bOZNwgp45zfXBxDSO1Xu2LF7WalIuHsSfncXR4zLnW9Val0jlFjPR0pQpmB6bJMCokTxfnPte2kKel2ad7udZLDA6wkSGe2MP27+qdeOglMWIkyB3FmM7H5aNJiIvbRaipBBqhO8ydDSPb8+YUDXTvaCleKh2ollWty7U6u12TR13HR08SvD052cz1rlp9KVUjuGoib19jRDWU31I9rFZfp6bh72NedFP0VK/LFGuwLm3G8AGJ+O5pnl7PUsZ7UzpieUvtrAE2YQDVKMr+XdnjrZgRo88Q81okPrxOqDQ7hdx0EgQv7+ngVOjsfJkywroRiMTk/d5tg/WFRFlwzk/lbMoO+GjciDDCtupfbJQCUbHKZfnk1021TnqkQg9Pe2AQrkQ55WjaRYzsvN2cTkJkxC5sr4RR30drrZCYrY4p+t0zulrqSrjCUoAnR2mGgpN3k6XqzUOFOSshAgPqazelEBmed+Pg8Dlb8tDZd3Y945RawvnjIUIhI3uIvr0aDdYKfKXR8Kpw4Pll72NS8tRdZeONvhFhqnlhSs/Qc/1ta2zUt3jd0k1LQaU7w+gzzA9cCb/JKwnymfOaUQxtrSnThaY7w8gl79ukLCnj5BoebzeXliI019XHMhuUMk+GEae17SWg7U1ZE0qch3PVnNFoKM71tyIHigLX1SXBa0OsNQ7KzqvC/WhrRKWpSjJbW2TeeGdkNT0HX6jPUc4VBwDQJAS9P+rnEPNFQ3TvQuiPBZ4MaG2fnWuRppCBa0314wqnKlM7po/DgLNvmOo11ctRXLdNnYzOAzRev3fRZr0RybmyeTgCEk9APWecYVWDm8Kr0EHelDFcOK447wrpOcrFO6+sE1gKv5D/YKlNy6ExehP9fHQEPhVIIvr6MGwkZ4afIpcjkTfeDOignFLt8s8zAcWoKa3zyk5zQjFUU13/YPHacyXAx1BklWhaNK4PEwFkbGQ74/cJ1zFacECxfflXE3OaLj9Tev2acDbt5FNxzqd7JY/LIxugGhey0o0YcS0nFTmwHY9qqHQKKE98RczVgHaYIrnAL9oG4ZA7kqzF3XwW7h0l2XTH9Y8/hxc4EArTQd5royENiisx5LJLh5X7het/NRlGjvPYMi4UCUdtUNFMhlEhebo497l6C2pgEK4BAnjWjynKZaKBswzxkkROjzmnO7L5BeFskFjQL9SB6Q5Pe8NofX1zvTjXIUQj0N2dXyzDSL87LIawW+K4y9ow1uhKZ7Cd70lKVx6xGT9Va4lu7Srhs50f4jtTNJ9PyCi9MAwvoRVEy5forUN4//Al/MEOXZjLfFP6rDSMbLabCzNzupByGaRp0RbdYcMFkgXFyZGBOb0i8ME1ZwXn5PIgyuFlaGiCXf3ZZiz/7TmnRpP65Gxhn7W/MoVnEOXBJwm9gpQ/scjGLPjOMgwAR8Yc9Ir4UkXXqcsQUZJRN8aAl+YXswEk4Y5BOEQ0K3xbo6K7CT9nhVRFUkquG2N4FXSwBMNTzKNWIrQvR2Ha9sQqo5iRvdtzCx6PM2BFdXhuCPDpNmkfLOw76dJAAYLb8ByY0Y3sDFx3/FHVgpLDaVRR91QwAIrUZht08IXslBHoSagIhkJn8JQVslytoRqEM28kmRU9pvgErEWDhRwS3MzWOkxzTTMEuPdF9ep4BrylFbVM+J4bw8iW95VXWcrSfnQUvOIqXcqbnRMuhTOj83CKmjmjnHkyjPT6PhEJjK2VQ6ffaC3khHtxrkgnV5AiEyojxgl50FPEyEAbMxcVs6aODML6FCqJ6WbM8xp9DSEmGHJ6diH1XNlG1bUmh4WqYC+pGqefIQWpLC4XQ3RkJwP23YxIZGNA89QdMb1Gc2qc6mj2HKrImXuQx+GjWarLyJ8RymubdHlpOKN0WeQEKUt7wOoLVzdUerzoUtTdfDqZYbn1sXU4a5Wx+Fk0G3vqJRv51YuYtSBQgL5VIWGjD1UyYP55fzId1U1DhFx4Gf8QINWZIh19LQTrdAhx+nh+JhZS+wN12yxw6Ur+fiS+enGWuXeLBi19SECRU2GQP0cl7pXWIH8XXv6HGR7c1ivK0M1ex7G/GxEy5fx89KSBuKanLNrJABfySUGkLNr5dKfkqYbDF7jpojegraz0pP3aIZQqHvsDBP6jKbrZKRgx6heM4ciy7J3hX6IbA/mw4ApxcIiy7WzAYXSAEeomYPk7a+gbHrkBp2oEGfumpIi9hycWCS1DGIT1tol4Y+EXyLMgl3laqt3fdcPoOcEoMrUd0N6ypNIVjqdVOVek+5x9njtk3YIrcFh9H0ppFQFntPnbyZCiEIy9w1AgI65hhOawYv/k3CbAkC+EiCOAVpiBEBRH3T//aLTV0CGpLenryjlMQOUYkRfUBRTdMDIQ/7xrUcIJphqqH7e3QWYWnHS2yK9u5us4vwNzZycjIysfZeq9iFClUbuljlh3pFudjay5bTxiN2UgK78M6r0YagsapUdaTdk50jCyPQrc63eTGkeNjnsTT+Vsw6Twj1ClzU18efEphE8KUhq8phNQwRJqylhW6ePTBN8foRqeRxz4dME46kRPzRopvG/qVcFgKvtQ7ukKC/zvZ3Px96j3caNaE7zU8R948aUmeJhS6UD1Spnpm5GweQ/O/kK5/KFLSaE2J2CwAziEinPftunHocBxH2iB8DGv4ZEbn2HxjCU4+BvBEysKiVZc/3E1Evpj0O7GO1iymDW8FL0wrhgkG/tmDcOsPddQ16k5lkpSO4VUVZAOoVG/KIS2ukJ9PeKwixqS6pcCNwDtPAPMgzDyEF5cyZV/zSuw1YHm1MCsJQ5jq9aU1QhVK6dOTe0ShajynTh8U70DNaGsjYtbt2IPa3xmavrIvQ7OtWJKI1cCZGBNK0cmTMSzOdTzaOw2VGpdHge/fRyRM4bgiQe+w27OH6Kngq1j/Bd4KpxofmU1Ziw5SE1oDe8Mz+eu7tTnRpG2CB9CRvDbHMbcYF9m/Aydex1DY42eBuyvRtGntcGmsktKCJwh1LgKc/MvmPo62fSt0mfi0jBywfvKi8yrHoBFeUGYPOKvKHfy30q926lGvA+LFzeWCDttJAu7bjSsD8mNgQLCAmmLXr1a0UX3LrZ/TA1Pf6PGqTGL8WZzc+qK+3OlrkdRpr95FfP1vibKlaWF6F3TmxsR16nBaeNO1LSz9hXs374NRy7moywp8kupCN6QAOrc1/9cDx2cmvjZFLwyRXrAO2i2bC56sgtGg/VOdzRGp17tgY83qQ3+nHrG2PEJa+Q6gpCqqBSzOzUn7F8DX66IQOyPj+LPJw4hr89sRHX+I379MhkxrHYxT2zKyoyKAVgJ2u83qmDfXELOO0GdSbi85HDjuTa9pxQ9pA85l1ZYkB35HKkYt+9UvPV3ms/ScYj5uTGanToGn6DpGN+xFrIzjPkoDVAJTPlIzfpo8M2/6NxuUBr+mmsetf1MHoWorUDbIaMwlINEkNKSODQcmy/Wxgu9muH7rTtxvmZvzIobQE1bqXYqaSZi066j/UyCQhd4Um0PsB4/12PypynKUUPt9PSDJOMVZBMbCF7GUqxhYRS2oi2GjBqKFxrxHlRqY+OLtV9Ar2bfY+vO86jZexbiBlC33x8+QdLMWKRdb2/qdaKyvgvZzuRT1BWMWDMOSmskrV/KiWrsbDQiRDatsbedwepGPvFGtwosfCHOp0slz91dwZbnbi4exAlvnHmjbhetofpJqocbiU2OLpg15QlkzE3AuW6LTM7Ak1SLOHL/U4izNm/Xa/HuQ/0XwhH+Rhs8Vt0XOf9Nx7wZSbj+eH2cpv6E1wmupEbbXujVqhwu7N+ObUcI6Ib1JbI0RVYaOn/ih5ZOjXDFFC1tgUc3YkrqcaBaewwLfV7tueThx+7tFQ8OR50PWc+83+hsz8PyYUIzX/6+tcaosDxd1Puct304Z+47aLcsw1Eq9hFUn7SXIcDRjVOgkmwYQp/3hmIKs6l9c8qOM/q/8cbS1V9D+Osvotyx1Yhdze56sf+Sc8QI3NlRro2CgHgxbQs+/I5ko6WvoSKVBBh9vXcfO9lFRKUzHKjOTcY98Y2iM6+vi1iLM1CvT3O6U4wRPaXLuvp2vibf2N2hNNwWe/x5mrAjB+f/o90F7HWTM0oaRi7Ixzy0YxC1kTpKszbBJLTU7rg18GlMKKI/VDtyEzo6NdTsh1nxzJNopHEpb9R4njqjTzB142WeykCCiU62gRVmiFw7F8chef8ZXGbQX/qPdahvjn+EjscA8XJV/s6iC1OBqZa0MP1dMmCE+TphubNQeUQYVlDTWfWLJJyfp27qE3iXZXsGOUuesqHJ57R3PHCgyatDIBNbIhC2QsWWN9HpAa1h7E91ERDH87fNYyve0KU3MXhFLF55iP3NvD5ln7pMR6yIdW9nGClCJRmjItfjuDYRnwebY8j8aB2RL3fvVPSZeRDlbLtOk+JLilLk+sLwh7EWvWM15y1tzkifjEFxhIAnAB6IFGDeR1a0bmoOLDyQnbEAY+ecwSvz5qN7PZU+rC/U4ottnXhRfc1G4dUNGw/76vHPZuAId7yvDKV1ql6vdDa3Pz+ePuk4TkrimHQ8HJGEiLasRbaXCDvZ+xATGq32S1B+7My1wbCZk9DZBgXSynf2PRIoCjl5EBb+TE0RE3pD2Q4vDCPFqDLxFiNGZTTtNg5RAvKOTguKNKwdE4WNGt2U2RPSTndqBhzsJC+cL1NmOEeErcARfg7IGTR+4Xg8a/LMuTCgLXTzebANwhMJWIQ82+LZYuiTz0dQ0bHYmpwbFeQYUeesnb9aZHAxY+P7h0wNl/X1Mg9kIAGYJFtqbhgLUZRv7qhYfR+9mo8ONqFMAo37zUJ8oNh41+A6pbfIvBXY8vVl+PrVxsOPPIhfvsnEmcuESqo8VgF/bPEEHsgi8JAf/4eqf/kHQkaLKHfGWCwiMCZqoy5/1LukOzXsDhaKgK0cz9Ewt+Dry77wq/0wHnnwF3yTKdwZFf6IFk88gKyjJ/Hj/6riL/8IwejANrA6Wt3l0TM5O+jtaojQGkcqciWKGolrx6PCY31V448XwWrT9CSfinI+bZWm3G+ROIqcJj+TY2rZFHR2XpwC1e1OVnqSJfmntyE+dj0+PpOLBxs2QX3HSXxJzrP7CKHzpZDpGK418RR2FJnLh2P8nsaIWjUGf1XFj/rLzsDyqGikCWfUQGSthR8IeCli8ScKMqz6c8MLFAHcPXcUYnUdhB63RXelf3dx97lbu+7Q9EQg5e/m4vTC8nTh7/NcfDZ3IKJ2Ae0ilyJSlCcu5sujiqz2UE1lpZ8bGeIO8MUtSTRD6NPWc7B0eFMo20/7vmBsFBmYfGOt+pWNYcSmZ9FN7HRJnbWYzrDwZ8pQSEBv9ZIpmmF05UNMHhyDw5X9Ebsk2Olse2YHNesm8aEZSAlrxlZBgGLTMG4hMwY9v608ISIMkm66Y+5sJH92HpcZ6rOLIXzKPIDaTbthiEXOsmjTzCmr8dVPOfjVpE+LAxGceMWa1IJkGMYPEPsjScPI/Y5phXP3VahKiEtGCM+Rk4XL138jXMJKqFFJvB3ycfXSVYKuNYMnkNseO2ZGYPEnzKDyRWXayHFRri/A/KuXQPV6ys/6bf1AZCynzuRpysXqU6Y22gwjVLvO9Zz6uChyQJmvrwnQQVy4/j2n9XjJ0IV9TKMrLQ5VhY7E+T98jhOOv6CZrTKqfiQ/J4fggM1djPn8XdHK5fTIa5B1+TqBDFv2S3sh/+pVoJIBguE0Dl+HhW6u+cMYgT9jnjOFfz8/icotmsCUkSFerNTorHabYZg5qTPsyOQg+hQQfXSuzM9Bjo9fIXtjFXZD2caQh3zTAopuMghNRcqpUK5F4X2C4BT5ojCzcVq/1y9z4BN6wctz4OlcMVSenByCpRZkh9fT4byF+ywoWPYj6DzngpfFtxznT+OHWo0E/nEht7yaLKebdZ58THfzt/+ugwyLr/P+ZJEDKnInVyB9KzdFt3FRNsafPYAN2wtVNjvPx/4suls8H0t7hvGL301NlihS26s9Y8qDCrbjPc/ps9L5Q/2XMpVqwO+mdi8pUyj6GWKvZ58mRMNGjQw5xGWl3bjFkU9e8ZjNQ7T+q6gE0/WrTFwwQjzISq8+LdLZC7mQn0+3fxmLxah9yDijdvxh8JRX91gh5YNXa70lDxWOpwt/nxOdlGvZnsbKEnJOYM+eE3igRRcCpuHNb+sR0FQCnvvSGxlSRELQGckpoLvWNDWDHl7tK/+0u/NmmZ4dDYuyAkfOVeSVrVR0XcGRr+i+ZZy7ZhR6OryB7ciEKehay81e246s4gRkPj0Vc95si0K/XujZlo4Xigm+cKsXqRbfzrncB7PH/w1VL+/FWwQL+9/CpAlZp8TC1oM/wOORUxBIyNsnkxk8+A3Cuncu6L3Vq5Hj3WkKsHSpwfjg8UhMUTcb02bsxA1L3cSdnpX+Pepls2vZIqz44DtUfCYIEU0+RfBCSl1UDKPp8LvVvP+7LVR++PekgJJiOOcy+swej79VvYy9b03Eyv82UhE2nUG6fs+p3mPfLknyqSTN5R5jg997ubqTE8j9KBohq4+jNetZQ92MeRSs9jOtce2LPClDfu+98vh9Dfm3tk2PKo/v0gMW9FZvXrkXnilhhhEVyb22Ha1Z3xzNklYLvuAV4pbdhrECvTE5Y4UePirK0oGntS7398Iu3ytrZAW3Y3IwVoBZVqCYDzxtbnh7p+lhNYhGdYVS9mCqMeqCQ7eY9+/0MuX3SgYFGGjJ9tasJYEuRAmpUhGi5h47JWO6984sSpJ8KklzuXc4oASslNc7suyZB+BXthw1Tg/ExDFqVgU3jCrXK4dHem2RMqQE7Jj7KWjtHb6i7JjGLdGgYiEnnHsWn1ON3k3KpGrcsgG8er0QdXiFnE2JebyEGUY2fXOshYuFJJ1zDx8tV7VeES3sQn5fPn4HKcC8H4urI2F+DzU/WnGIsC7O9bzoOn7r56nWws1B0sdXUKV9EMaN6IRHxVQxk2HUAXv8j6GnAP+rGk7eNAa89XOXI5ZeCrCebMd6ivC3ah74eQtcduldYSmdeUmSTyVpLqV0O0vltHmd4OODkbK4pzkNXUFy7UKtAICGDf3QeJiUIaVhj3WAqzs12WI2Rr5T0yzOd0qYYcTgnYOR+XcOaa01r/y6DaZts3ZU93LZlFby2opqiNEQcJS+CqFpKK83ZvVyHPlYKaAAiziuQLUYDZacw3eWF7tC3/5lsLqPLUvmYt1nOahlZxDxKZgMozeRdat5//YvVX6hBFKARcmDqfnoGiqgZvV3alH112gzza6xZglcwF07pZIhn1TylqS53LUbXvIWxiGbH7EaRhpcfjyhZBKq2/QXD2G2lCElb/9sZ0R7d/Q9bHn3EC7euANTlhGjO0BkyydUGMStyG1YH34Xz+F87h9se/94PzMVASTuq4poWC8f589choMs3vlWqFDvB5RPlmAKKOg9cV+hYsN6yD9PCFQOz1Clt2o5DBJz04IEbKYGaTcpZlWn+Z9Rv7yb6sqs4zjw7RX6vAq+8Nwt5/1btTI5TqmigIL6FIatuQ1R3+8izp3PtW/YV6oWdXdM9veUT1YKlqS53B27WzpWkb0vBqHRe3CjTht07NgKdW6cwr59HxOS4A082DQAU2IIRdFHypDSsZtylreDAiUsYqQu0XF+N1Yl7yHrtwqa+PdBj2bVbRHkvCdINjJT1iEl8wrK1W6HnkEvqDUe8ndXUiA7MwXrUjJxpVxttOsZpPcxua2LvZKJXQfOIK9IH6mFFl1aKj13bj3vF2lC8qXSTgFCONy9Khl7yIVYpYk/+vRoZgNDXdoXWTrn/7vIJxekKklzKZ27WUpnTUh9/83Yj9PZ2vzprnzi//6CemKqt5QhpXRz5bSLS4ESaRgVd1HyfUkBSQFJAUkBSQFJAUkBSQFJAUkBSYHCUEAaRoWhlnxWUkBSQFJAUkBSQFJAUkBSQFJAUuCupIA0jO7KbZWLkhSQFJAUkBSQFJAUkBSQFJAUkBQoDAWkYVQYaslnJQUkBSQFJAUkBSQFJAUkBSQFJAXuSgpIw+iu3Fa5KEkBSQFJAUkBSQFJAUkBSQFJAUmBwlBAGkaFoZZ8VlJAUkBSQFJAUkBSQFJAUkBSQFLgrqSANIzuym2Vi5IUkBSQFJAUkBSQFJAUkBSQFJAUKAwFpGFUGGrJZyUFJAUkBSQFJAUkBSQFJAUkBSQF7koKSMPortxWuShJAUkBSQEXFDi7AaFj/o0f0AqhqRPwN+GxvTGhON9rEfo2kNSTFJAUkBSQFJAUuPcoUCIMI0fWUWx5OxWZV2gDqANz61d64OVm1XG/p/3I/wGfb03BVvYivdchcCCerefxLZej5p/ehaSUfaBm8UCVh9GxawDaNirjaRal+u/imqs08UefHs1QvegkLNW0+P0PPBweAAAgAElEQVQnn4/Tu5KQsu8iVBbsiK4BbXGXs+DvT/bizMCRhaNb3kaqKrxQu/Ur6PFy0c7QHZM/ZxMRNHgzLuBJjNo5B535eXdkYE6vDXgkaT56+BWHKPJdSQFJAUkBKwVK1v0mdR/Joa4o8LsbRtnpkzEo7iBulKkI35vXkHuTTdUHdfznIzG4sUvjyHF+CyLCVuDILwXG2nwaIWjVcgTWKeyGO3A8cSjCN3+P+x4oD+T+inxl2ApoPXYNZnesXNgBS8HzfM3noJBc+1VoE4ENM56D1Ivu8BY6jiNxaDg2f38fVBbMh8qCrTF2zWzclSx4h0l8yz+XnY7Jg+Jw8EYZVPS9iWuq8IJPHX/MTwxGY68dDHda/pzE8n4hSP2R5GynqYgd2QbVC37AtpkjkHClJ9YsCUCNW04sOaCkgKTAPUuBEnW/Sd3nnuVDLxf++xpGF5IRPPIwno+NRk/FLZ6PzKXBGJ12gZTCBuibtBIDbI2c41jSNxJnX52ByG5/ht/Nb7Fl2gSsPvILagasRNKgBl4uX33McWAWAlaUw9jYkWjDwiXkBd4RNRjxh64DZdshKi0K7bxWcgr16d/t4dy9U9FvWQGCpo9Hp0d9kfVJEmbGpuLE9SYISZMe4zu7MQ4cmBWAFeXGqkqqwoI7EDU4HioLRiEtqp3nCOqdnfQ9/rULSA4eicPPxyK6ZyMo0itzKYJHp+ECWbQN+iZhpb3wcqLb7yF/HMeT8eaEJDrvwnQqNEPo0ji8Wvse31q5fEkBSYFbSIGSdb9J3ecWbu1dOtTvahh9vzEM8+4bi/gAwfpxpGNil1gcIuWi9dgPKFpjT3mHw4H77xesFSUNJAL7npyGbZFPF2q7PokdgE/brsKYp4XxTi5Hv5BU/Iia8E9Yj+BHCjVkKXjYAYfjfqKhMdWcLWHonnD5Ll1vSd6STxA74FO0XTUGZhbsh5DUH4Ga/khYH4y7jgVL8pZ4mtv3GxE27z6M/f/Z+/K4qqr1/efTuQQImbOlkmNqP7RrpV26ltcpp6uZxhUVB1QcUHFAUREFJwRFwRlxJiXFSK9pYphDmuVNLEotU5wyKUJFCwfy4Pf3rr332tPZBw6Tae7TX8k5e6/1rne98/u8sT5QpJcVqVO7IloUXthrT3jpnv2nyR9WivzZXhw+lIOKrd7Am6+/jGf/2pXDhZ2q+XeTAiYFSp0CD5t+M22fUj/iv9gD/1THyJiWvMyjYMfI9renscJ3HDJ8khHzVmkUgpGD9iY5aH9Zx8iA+qlT8eZSN8zcGYqiuZZ/sVvxsGyHnUf0MdMxeljOw4F1ZMRLzmwRHCPjxz6G8scB+ppfMSlgUuAvQoGHSb+Zts9fhKlKZxul5hhZs49i7dxF2Pn9Nak/xwkVm3RH0NQhVJ6Wj/M7IzEz/igyheYdC5xrNMN/AidjYHN9/07BjhF7T+LCOLyfnim9B3Cq2ACtXnbF0VMNELV+pEFtPzX97YxFdOJnuHCN9W44odxTTyDvrgU1XuyJYRN8xRI6zadohon18m7MCVmGI1msz0Dc+6Sw4bDZHpULamlB1HCujLqv+yJ4fDfDRntr9gEsmLgQBzOlvhOnimjSPQhTh4hlV7Yfo3fUgNfwcIR0o7KfnDTEz5qPHSdzpP4iOo/KddHA7VfcabsE8UVv0hLKD4+unYtFO7/HNbFBi86lCboHTcUQr6rIP78TkTPjcbSwPZxdh8GhJ9F14Xz0LAGQhg1NDNZnca6BZv8JwARfYzrmnUrAlJlJOJkj9Y7Q92Ua6l9Azz+wYCIWHhT50lK+MXqEzMJwxgDSu2N2nITwKOH8JiFseHMw7r+8mdZwvj/eo0yn5jhLXXFcxKbAifjvz8Czby/A0iJBj7HG2ZVYumYvvhfuEPuIfNO82dP48YtvcVnqsRHPnu5k/2CMZ/xG/5+TFo9Z83fItIRTOXi86o9pIcY8XyTxZt2POQHn4b3aH40Nf2hF7tkULItJxGcXuHxi9059/vo7o5ZfBpdMRnZ7Fm8vUFDc7DpGjAcSF2LVNjWdJPq1eQcD/Nrr7n7R5I9m23mnkDBlJpKk+814sX9ELHztNT2dXIkh8e6YvrQfFTCX8EOyZfGUGUg5z3iEyfnWmED3ok1hiC4sQz9mH6qo7oWxXFPLcfEbTuU80LBtJwzp2xNN5fcQ/TotwRWvkZgzrQtKKkryfj6CLYvXYtu3l6U+WPEeN2jVX5LbVmQfXYu5MZzH2d69MDw8BN0M0VM+RZT3UqTRY5oHJmOKChpQ1HGr5HdZnJ+C8/3byC9fF6/7KndKQx+d/OE6SNS/DtaBF/fstMwn6tqNh5AhyU3hrtvVs+KP80g/xEZr76fwu4Zt0WlIX/R0BIzJUdZV3cXMfBe4P/kHcn+/D2ePF9Fz2AT4kr4qnGJWXN42HRPWpCky3SccUQM9BXnn2EeyS9S0sjijRrP/IMDQJuFPJV47sQ1rV2zTyDNBIhOv1GjSEX2H+KL18+7G+8g7j09WLsWavYquFnm5K/5dIxMf7eZ2knC7ULFBK/hNnYguwiWytS0EWd+1LSp+l4LdqvtRmF1D6fUCAn/sPiViYdz7SOc2A9Gmct3X4Rs83s6dEjjJwL4qY9vHscM2v/UIUaBUHCPr6TUYEZSES/fYJWqKF6rl4dyxUxB8BGoe926ViR3HPNB7dB90rHEXnyYtx3v7fsQtQ3AD+44RB2r4LZ8cG4+GaObxNHD3V3x/IkMQTsZNz7nYP2MgYjKaolfv5nA99zG2pJxGfn0/RM17DWfnhWL5cTd4x6yEv8ZwKIJhkrsf0/stwIXG3dH99Uq4/uk2bE+/CkKQ0DVh55AsGIToryyo49UBHZpTEc6VNKSmHsVFBiLhVBve0csx3FMlWq2fI8I7HMdqdoX/kLfgSTmshJgNggPmVNsHMSvJGNRIcXrHdH/EHP0NT5DAavpCNSDzJL65+JtgqNTs6g2PQym40SoAAb2bovK1DBw6vBM7dhyn87KgvFcQ1szuIBjsDn94Y+UlWpP0zrxzx3BKZAC08G6FzB3H4NF7NPp0pIKwjEPY+14idlGDgxtF1tdTyZH6fTlpMRgfeRV915QS6EDOYUSMjMDBqyqgDtXmLDU7Y05skNaJZf1vQzbitxZ9MbpPR1TM3IK4uBSc/g0GNJLONd0dni3qw5nT21ITPoumwHXpFCTebIbeKv5jxy0DXRD94v1D8dOABMxuq8p2lrpjpNytZ7zjsNHh+lCFp8jaQ+M326F9/UrIz/gIq/ZcQH5+PvGWOxr7TMaEf+bi43c3YMfxLMHpdmvohyn/PoWoZT+icffe6NWhBWreycDHW+Ow5Qh9h/paApaW0AlOj4HP1iZIJD6yNWhykLY4GGEf/4bar7ZDW7pzrneuIG3/PnyZIQYG3FqMx5Ta27Dsp1YIoLNuANX66Ay9F63BcL1TYafU1tAx4vyX44bGndm9a4761SvAkpuNaz+ewccfEr0OXUc9/0WI7Okh7aEI8kdzUVnv0xBsvNoUPQe9ijsp4j1Dpa6ITRqLJvpLLfDeOCTn9yh5uabwrCCkPtURvTvWx520LdIZOwAgcnol+o37AFnsXhjIBNCzE8dOwYYzf6B6Sz8EDWyDhh5V4Z5/A1mZ53EsdSu27PgWLh1nIXosBRxuf4wQ7wVIs6sXHJVuzAAOwbg138O94Zto174+SMLj3Cf7sPe0FAQhOT+j1yUs+6g6epOMblExB8c+XI/1pGd+y7cH4MPPV1cZkbEB/uN2wvXN3uhY/w7StmzBkatPo3XoEgxz2oYZUdvxS1O9jGY9HN4IP1YTXf2H4C1P4FhCDDaw+0U6xcdGtxnsvSRnJ9vr0hldeFI0sptUwh3Sb/v3fSk6SZYqtI8VCH1DLe2pET5xLKZsOIM/qreEX9BAtGnogaru+biRlYnzx1KxdcsOfOvSEbOixxoEGh09R+l7/C7erIWuYZEYRU7Q7yRnB8VkosP0obC8txjftorFcnV5v8ErcthvFv2IZr17o7nrOXy8RdQNhYFGyY9S6UzBKWn6Aqq5ADcvHsdp5ggY2QLsx6z/eeYILDnuisYdO6B9kybwbFIThNeDaxnHkHb4I+w6xOwhC6q0DsWK0De0upwDxjA9VscLHTo0R03XO7hyZAc+TMvCH+TWNfZbgGntK9LzPsaH67Zh348kPwQ5GI26iSMQw99NOgB3fkRq0nZ8fxN4ss47iIodgaZON3DhVCqS4pJwkNkdtJeus6IxVh8ltqvfcnA4YiQiDv+O6s26oevrJLOvn8Mn+/aKtCGboqFfFBb76sG5DGyfX7/HCUHOM6CZHqhxJBW/c9vn9hWcPPwh1m85Unzbp4jsZ3790aBAyR0jazpiKIqVkqczcHJ2Y9KAWHx9lwjhQrCw7xIsrEoeCoKFyoRuMeNxGSkDuYHC2DGyno4nhUE9P27NMDh6jgTWQHKCNRGH7sLNJ3OQRYavjVI9uRh9F7ggTIUSlUO9NH3iTqGqYBxWFp2Vy511hoHjhsnJxT6YnR+CxKBmklEjGcrH7qKe31o5A3MlcTiGvF8ZY1bPQhd1FI9F++aNwbyDV5Gvo0cW/WbgoVZYG++r9DJwY4a6vPUGrri303imx0LEj+TRK1I+KwYhcDv1q9BH3xguOiJfwZqfhaxbFngGbMaino66Rlakx1C2KyUPTQOWYr5s2OVg96QBiBUZAC+Nfxfz1QxAYMHMgNtw3glvhG1HmA7dImf3JAza2hALNviXsLcmA2v8RiPpiguea9cXo3z+hZqCFjmBLXFxSCFtJuQwPQOweVFPWYl8HtEN8xGCZHUWh5TK1EFUXnnLhVpINlP/m+jEWA/PQo+FdxEoo8cpe7dYLEDjwdi4oJec3ctLm48BIXvJvKqErrFJGEvWqpWMe99IC6arjdeHwjEi3on3xzjqdarYejKWTG4j7oPRInAHGoXEoLfrDoQErcYJ4h2R36sje3cYhsbS/WYEMnQuKCLIv/NMDyw1zPQ6JkRZb9w0zCGe1ZfQimufeOw1zFs+HOp4A3uyLIPY/zQaiq3LeqmMCL5vAoJx80LIptlQ+6xw2DHKJfnSh/qOLAUiXLIsQdq15vCSHTDH5Y+GSsRH3sGf49XILZjUnKF4kBzuTHIY1dBjaSJGalJq5DTGjMe0FNpjKfSx5X4YhH6ftcf6+V0kOipyp1LXWCQxRi/gw2iwnLKsuy5ZbGSC6HBmF2x4UqbsyIkaaMkNMIqMb50WLIDyeBQBDEO9RMYj/vEWDFkZrpXZ7N5LOomBbeDpNxG5ZRIYyfnHvo5j3zByjHLxITkGRzutUZBQuX69Tc7l5rlo+xPTg7tQI0iRP8iiIM7AQ2ilQWRV8a8DZ1vSsyNqCM7ZnAudEW1z19SgSpXQmTJDQc0kQkn3KLtAJEf6/ZETqNFSzLAX/8N1QVW6C+vpLrA1UOCxWzguektgKdbDmOV7CO2TCionP4nFPvPgNJM/gwkTyd65RwAmyQRgUmA1P7cP/kDtrmGIHMUrFkSHYNH3FuRnZZFtpEfZFXXtjHNdEBHTGzV/uwf3qrZZIevpFRgUSA40ORDtIv6LKa9KFON2wy/PoPOMaIzhmTHmLA3fiorDuuPO2uU4mEN91XIwiK+VJLmTE5yebIZxsp4T0d3CvuuAYX//FMs2nRF6K5VAp+rcjXSAHf3G7KSh26phtM2dU+kMcnT0dsqDt32Kz4nmLx9uCpTYMWIC1XvFdfQwiKoy4zL8IBnGhoI5B9vG9UHcqXwd6paRYyQZ0Vkva6GLmXHm/x6qhMQiqP4BjOsTh1MUoWs9MxmhUhf76RX98W4DBrmtQRnAuB703Zo+WE2Gd50rCRjql4w6M3fS7/iBOWqYXCTDOxKu8wgmXI1xKzxzEy7W88Mmcmqqw0CYaniDOwqU16HfiI5QLtHIG2lddmnXz5QyM6SDU3Bdg5rH3jEeB+rbZmEE5UnGwXn6rQbUgmVGRn2D7uvno8Ml6ZlurTEzmRRD4fUEQO6HCPJeges9DODVCe2vW/hB3LXTp2Ul56dz7NewEET4HoII134YPYbi+L+3lqhnTODPpefxsiHsOhmG88cgZC9zGF1Uxhg5+94L4RZlC7rBner8Ov2wYfVAwVndP70LdrXQrZMccp/xuzTOj7I/ZgB5Y+kJ4v3WHCyE8f0U3JqQTEaD9M2HwTESzncpzr+s5il2d/3x9VtKhktwDmcdxl1+p4h3+R5t7r9QyrIcCalf49Kvt8VyTk1ZUtGE5ucRQ5H+zmqd0U/PEFAvL2IgM3IMeZndL8qUnGIiyiiDpsgiG5Q5hx0jyiZ3isTR2lwOOLo3R+WP7nn7p6NT5EUCUeG8ayczISCAjkJYahZ+u2VPRju6VvY9Bjzhi5O9khT+Zf8s8c8JdzKYk4PAWdvuk6UM+eGmapnAZOxQJF0juVTk/kdJruZ5i7K+SFsio9knAXWW2B8BkR7jTUEhCpcb9pRxp/iuAbKkwbkwJ3bQZQzTAa2I78iFV8geyihbcXhWD8y60lvSK0RiCgx4p5EM0mdMuVN1XS3bjAhQCmfH5N20XIy1qzdUgTJV9vLiGj8MTbpGOlute4tySI5/V9QFJ+CkRvnM3SbYAk+OT6HAHRMSTPZvRZNkqlaw92h295dVRRwF0tT+DwuQjt91nQz27QZBGuVhDIXSO/wwKmhGkoiObOgPb2HR/LdwbQkLNl6HpWkgkmPeEt/D7lKvVLwwtBY+Xb1PqMixONcjJydKl43hvGWReEZ8t7EuFGV5WhfJGRcqJchOcFHZANyWoWeo5SSzQQYscpOCzlLWkuw9dTCYPEYlQKq3A430m7DHj/DKant3ThXktaid0D/B9nGc9cxvPmIUKKFjJBoW6ysZwwnLZSV2IlbcMCbrUKXwDBwjwajfCFdNJoMpnX7Y3Xy9nN3gSspCSkpUEla6lP7IHEkZKbVG5AMO5XUx4IZA7H8lGsmKVeog+AIJIe+T6GWj9JmApUzaTYr07SUhy8p93m2AtVzIGTCKbFzKjgSjxTJUjTOCz+bPf5oicJIxLUSLv0c3Q5hzIwOJGQ2j8E339VI25woShpIBd7EwRaosXkCyW1/JGNK8MGQ//nd7/EGCs+sHnkgQHEvpY9OrwcoqX4XvhLHo5amPJ2bR/vphS80C4K5ZhLDHLBwm21BxUuydKdMuoiI9RUWNIqy5vTOS6P20sUHIMoH9NpCbqjKoWCBhVfWlCtx8IY6R0NcWHo8vLzPnQqSD/zR7PQ2MfkUvpRPOdxUQsJn2ysnLzm2eC6Ikx1A4GYpS+lKU8lc5EEBv40AE6vOlPoaY8ZE491IAxg1pjbqfh6ErZY7zK3VGkM9PiH8XGFCk0jp2xotRNd7WkGHyYE2t1VjWy36cOXXqm5TNsecYqfYgO3wSHzrsGEl8QFnzkatmo4fDsG/2HCOp9n7VNnwrnLvYY/Oq7wSM7eWJilKg4v4wnvU1MsAvY1vIBGyrEIhxVVYhpFSQDxlvrYIHBVjkgbECqcQ7uOE8VQas1slhO8rySsJQ+H3SXJXB53z7DLpFx2FkMzu9E3aeJ8pVyugyOVwEBc143y+D5Mek5nZ7TgoD27AyGcb420JZxz2UdZTfb3AudIf6JzbGRl2QaP/0Tog8mi8HtES9+Yc8VoGtYVnVOENjnOvEpzurdZueCCU/u88j3sbWFxRdbEhm2cB2kR0hTr9nukUjbmQzuDsSjCvCGao0lRQEUd4tuQsU2OqHyBNUhujbGji0BYcqjEJCQbP86Ex9MwYgUZt+peSTGAi8ZxjoU1YiBIy/bUM9zxQo4Ptl8iT0Fibwf5P1DGWNNklBVxb0iE2HEzkEAVR10oGyjsJIh3wxmygVMCiZcBf1v4u22ipoKyOYk+Z3oA02qCojuIOnBIPErBqLcStBVbIdRs0Fpi5X5kbyIIiTbsSJwbkL1DDQb0wvjskKUFXfGBpKss6uR8FnVqFAqbQHbvsUiw3NHz0SFCihYyQqrHN9eLRFu+fCHCOlHEV1+VXGm3wJ2QWKAYJ30eXngoRdtqAbGKsuPeIZimpUmpNIIAzCs9ah7katQpSVlcqIEwwkqCF2jQ0T3hi7M4OKdIXPPdzOpci/uwue0Gz/Pu7mskGxZLA+XY6G195GLmv0dBG/5Vy1ObqPHKJrKpWiy4VAlXOBzqPdGjol1JL2ruc/A0XMonxk4EaoIpSnV/hSyd2vqNZjqa3gN2Bp4YzP9UEKlc/Y6LQSOkZilouyWSmSsSWXEBL9qOnfs5EzstPPSE3/RrX8Ij3zg+zDvrMtyZlNvfFreIW5Q8ph3I15jPJIYqagqh2oba4UVI4Ro+VMhCu9PwU5RjnkoLEMKdWE12jsiXKZJ6Q6fjs9McJeiu4YCef7fQ9sV0VHmfIKwyxRIbGPlQztSYGIOwGKUG6S+6Rs7z8LZgzBJ6+vVMoq5VIvJgOW45X/Utne/hcRpTYaChSlpLSHn4BPvB7OnAU7VuKZqHdwJiQS+1h4lbJSzf0XYrZc7sl0c8GOkay8IQU4+FocdoxUmTPDfVCT/lM10Ly35NjI3zGSP0p5FF0A1PVsBOfsdJyRHCReRnw7aRSGrr+F9kK5zNcIE9A1mVGTgvHl12LWos9RecAcTOvigYtGzqsjqivnFLbGL8OOtGzKPbEPk3d3YXEnWaf7/b3bbHA326c7RPHnjKpNOmDgKCPQG/ozM3IWuiFKJZe4sWZvaU7lqqFRW38EjWpjC7QgGJlp6GLHMbLmnsX/Dv5AsW1X1P7HvyQABxZU643TveagekIoNrKSW2r+rkcDcaNYD5O0kMIcI3sll4aldHTf+1+gsltN7x+/syqDXuC9z/C6A2MkxBEMlBJVZ7RK/eyYTNyAWjNb4euZa5DG+omcqqPl6EiBxxS9IAYgSb0omQc5s27nZAmAoVqjtvAPGoU2JULQ4HQ0ctCpYf9IEnamZlJmrxf82ouAMZJww+UDa7F8414oKl+ry+Wv3r9LIA6sP6gcni4n3YLytfBGjzEYIYHQcBn82evqDDXLAnpje7NNquoIHlAAlaFL9pWkD9RZG36+QpbKKx3xS1aK/Z1uDeE9bY4I/qOS/d/3UGezWKZwAL7v+55Qzi1/uGyT9aFBsJq+47fiWQK0kbJZoiKQxhU46TKAUsb3ii4AZaPfmPPmh4vdp8CyRQJwsZRH4x4hmCUBFfEz2T2pM5XpC0JNHIvAnvWAbR9HxKT5nUeTAqXiGF3qb2x4lqpjtLG2pgeIGWejKLKgZHjoAGRjhRsxRkarUsKnLo8RDKTLaiPWwDDJoTSv71KcuF8TnaeHY3DzuqjgTN/rfwGDbebMKFFONgfp+YQuONBmNxmNJD5IEW8LC8ZqnSGpNlwLmuEkspoiODWOkY5OClvaOkYsmhhXfbli4AokLBrcsPD9S/2NZ7aU1DESMnuf4jXJABCMo5Qn0HryEkxuw5GD1HXM+vputueNqF2IASHvWeUo27/OPHrGHSM7pZT8fC7pI8Xik8USkitQR3IZD37gKUXA2JcKcIyE3ydDUwsu93Spyvy0+yimY6Q7X0avdXU3UnmniKz1hWD4ApX/NQ1LCV6Lt8/Z3H/m6I7Kol4RdUkVN5YketZhGbwIZPVLoAZodW2qnRNhRu9cdyyymRlEZ++TCutTv8C5QxAGt7iD1AUUNacyeLXz5rBjpMlqq2WNds6ZMfiCHgXSeC+VKKqv9CkayB/BiEzBE+peL3qUMljWgqaEcBbzlgsu7ybHZ8WXuPakE+7/LmWWCLGqavNBCFchARYqo42WKpW7HbzlhqZD5yKkS0Nqlr9oGIQS2Vh0PgU51TYX2Wd2I3Iq9aQxZ1PuV1C9iMmNmUC4WqaS8717zjSsOKqgkRotTd8rKH6H0fIgWhs4RkKfUNBO/F9DKbjwmytaTkrAjLa/0H4W4tyzv+NWTT+M6l0D55bNxvKjOTREfBlldcWm2ELlpSwD1cE/vibusEr608AxMiyZlp7pUcCcP04bm8x0mZwd0df3E1idLsO5SzAGN7mOD5cvI9APaMraWVnV1tG9sPoHtYFM4BYCr3LEWjv33EIZenXW2r6AtvOXghwj+omV+PLaLThVqE46XXmE0BfMMvsE0DM9fDCa160AZ0MHViUTpAy5x40LSFs3E7NTaBqiXDYnrkNrMzGdshUvsP1psHd0QRuhTPYoavMsiUpHCM5St5t49/0P8dVXDMCB5jwSIuRkAv8RsS6M3muvbJDLHrUdRbYWVZxzW4M5ZAHZo20AfOQMoK40mcsATdm8jX5ja1xEd+4a3bkhGPVWJZxcF411dOdqq3q12W7S5vegEvhcrWP0gG2fIrOg+YNHhgIldIzECMEHngka45rvvjCl63ApHcsExVVBrEpR2kTXRS0lDmWVy5dsHSO5IVbXR+OIY8SNWW02xZ5jxA0+Ap6gjMffwnyRMUDV/MxT5RpjnGcjeHQwF2cokune+hXYDqM3KKVj+x9/FQGGdfh6x0h0rE69o3Vq+ZkZ9/3Y8rWQfdOXuykMUPCQXEdK6aJvY5hcshaA/S+pjUfpRapyOK1DKc62+nkIq823fyd5lkxxUjJx/GAuGrVuqKkhF55gU0oHMIdtcYUYrB6oGlQsG003DOrneW+LKgos7GEx3Gc71mNkmKmTe7p02Q1560V3jATD6lhHTcZIcYzyCDnqBvIIyGJDTAw+IVRCNTKkzf1nivBga50Trc/AsUg9RQNvOtiTQzw07sN/YJFcAss3K/J7trrpnpd6qPp9CnOM5PugrvVXyxpd/1yBhrKR8ZV3A9/tmIWpFCW5pXG+bB0j4dn7X9KW4AjblfpOWD2opteFYMqzt2NG31X4hr5lFGwpTEYb3hrJQGPvUvpa7GVOOa9rwR94pNuwt4tljAhlMNloQK5Ew/vOFVBdtmCJD4+vxbjQ7biSr3dApDsbkI3Rhk2Cw2wAACAASURBVMGrmcgP5U30Uj/EpfaE4PdvHCEDdtfz6jJcsY9h122l9Lswx0iuTrBBBTTI4OsNblWGXNO3oXOMcs8cxA/urfGKrZKg5JvYAyXLtjI5O8fumjrwZ9SHk3cjCzfuuaGyDChA/Hv5f1g1fTZSCOFCLpsqlnnF+VBVei49R0S7PQ4rZTtx9//w4pg1mN2BeRM806Eb8m7PMRLKuVJw86XxqgoKSb7lkkwWKl6M9K6x485lk0wrSX6dpX7PzXQ33OV7zxxQdY8WB0SiHiW5X1l877GO6oyRvZLxwh0je+Wbxo6RJNMpw1PTZ3UBpeKifirszon+oOg0ynz9J9g+xWJD80ePBAVK6BhJiFzv1sZKdb+BtPWCla5SYqJFLDJI21rponbdjebJSkSFPXv81QDsVNASICshQhgTS3+0ytp6eRsmBcbhxF3bciNHHCO+H62AZkLkE7zOy734sXMDWirrIwsd6+okSA2egmUlCIHkG6r+Kg6QYOFClH0nFHcni8hl6o/cjyR/l/2V9QiNwKUBtihvtqUbRhEkngovghISDPp3UXvlauj8AlUGT6dY+Eb4fvXReOHvEn1cOMiB0Xr5gxSe0Qhe+jNzWkJujsb2sDfs9AnwvioFIU6gVac98DJAFxL6HzZd1AKKsLK2QUfRgfVXaHDHxXK3c7Iiky+G4DBmy0qL4QRQZHLPy1imNt4KyBhlJQdj1Mn2eHdGRwGqlX0UnjDOUhWnlE4oa5p+B0EqZ1vovbjop83Wyg6jbf+ADL7A9qOP6vHfqXowhLt4wsFGe3tGioQ2dStQ7fhzPlEcx4IdI/59LaCLyJ5SEKYojpFdlSAZIpo+FDuOkZ3srCxrbcpBDQxw1TqK4xhdp1I9nzVndOW2jFZCmgdaFHi9YSi93KCUVBGd4zDhTohhsM2+VuWBKAPHiHi4/0de2KjSFeJzDIJawrpuU/9OCO5M6Ic9L2tBOUR+UeRZwY4RB1+4p2tIl94tlzgaZYwUxEAXPXy5zjFiawi9O9kW9U8OGDFERBHAp2zOzqhk2faukYImPU5ZMiPn1f7Bylk5vWwv4CeGf+KyW2NvSGvK7iOh0jF0uRFf420Ble5LRL0din23xOCm3DtHPNKJAjx6sAtjZ19bOcLuBjuvKbcm6PqZP4An7yVS679ftI5cBlUKjE76FVVe6Y43KnyJFBp7okWCk7bOez5VJcDMSZ5+J0hlM7E7QyBD83W6m8s2TUuCNmPEgto90rrp9KpiP8jlf8JyeJWFWsey66efYyQ6op++VvCdU/SYul/sT7B9isqA5vcfGQqU2DFixri2gV/Ze0FKVy4RsIHCNXCMKDLCYCqXV1ai8oITFEPZBDm9zlHdIJWTsJy04hi1VTlFnecQip0OU98Rx4iXJbioUW0EIbIdlXUQ1zwF/zSHqaVo/tvJTbGJ1+TmbMXoXqvxgyx8iJKS0a0uqWH9L5E3A/CuDIFL2yJY2iU0e2QnpbbdCNVMDSktIN7EVTQYdGtrIAnPvhUoRZ/ouXLfSkP4JyyHI5VM7LTZXkd9010F0yvxQGGldAJSH0Vg9ahJMnz5HbSQe1bEiN+hVgaIPyoDQERuUt0/tieCX22VqAIPUP+ZBPwACRlvk9xwK0bX9vx9KdZTgy2vkbdm78TUwUsIgp7DUisZIgHWd70bxq0IlUoXxJeIiuyGgorHo8A3FIRFsRQqFc+HKWiKot1W0AA8vYxRSkQ1SEaarxU9Y0SuJZ1RCG6OVjnbLHLZ7zO0VzuCnJ+hKHLDUrp+7+M5GTVSQRhS7hSP7NrLeun2bdcxEgMvibWilPI0zif3FMexIMeI32Ebw1Q42NJzjGSHVpM9tnWMBMOLoPvV/V4iNZSMkW2mt/QdI95kflddsikZmOcIGlwNy833dk+XccvZOhq9qKZKATzh58qMK39cGLxB42B9mRSP+23tDyvllQB3VcEG/sSMeD8q/WSoW/ouSDLo3/4MHZLDwKcFiOsqJxjCzy33wcQLPioYfx5EUfpUCnKMRPQxQuU0hKIuKGNUWYZRd2kagKXze2r7pvSldCxTHHkTAZqRGFRivIT69UQloaCM8qxyqZ6dwV2TG/GVAAdHhWNnrhmDUKC5pAAClRi5jpcR3lXBYEuBGfKERfAKaxrm++5A8yQGlMHL1bVgRMKZb6+qg+U2CrCxq0nP6x2CvTdVDrsQSDuJd2S+E+WyuhqC884tm0wjKz1cgLmJacjOc4bHm4GGg97lILG6N5KV4obcxOjtCr+zwOG0rCEqiG0FnltxIA1sMgE9bhsaxSgz3mT4emhL2nNJRvcRa2kVW8OOfmPr0d45biOo6Cf1pd3U3XXBplzogpk2ox9s7xoDNInNDyqx7fPIWPrmQotEgVJwjJhBTYzHYbNVDoddx4jPgzHI3Njts2FDVAd+iKYrF6AXa2KQoEhTrY3RuXcrAU1GmElD6FYK2gu70KtQflRN7Ju1C5eoN6jHwniM1A80EWxQB3qMhEGu1FBPtfUtxsRhaptc7KZeoZ0VWqDc0bNoFDqb8Pyfwo8HqMF7+VFcZagwcg09m6EwGV+/FoSJb1zHutnLcZTNXeJKgjslVXUzXaRBo1c9WqN79yZwVQ+EpeG5tjX6athPtUK1FQ6ic5qKJ7z6wvfFnKIPqZNZjQlTf7xXJQSxQapZE4U6RlKmhGq481mzLhuWR4b4R7vY1PT7NIw2CsvGElKR9B5BwG6shWid4JMhtDVnr9wDwWl5rzYiVLOs2F+F+U3TUvAL1YQv0v1NVExH4E6Rue40YO7OuU+Q+rE4tNh4kDA973AUAhecRAPfyRjVs6nUayMNnSO90LRnd7gRnx7Nb4nJSyajTcW7OJsyD2HLT+DZYeoZUNLaHXaMtPMitHPB1PKgOI4RVQ9S+U2/JS6YJEPxijwWlFoVbwcNwpuuJ7Euep3AzxbKWCyTZk/Z3n8atswQoI65wquvL57P3I5tbNCzenZXUeGdiUaGCFHMJhH4+xCqEDrkxDfuSH0PtzQQuPYco5zDERgZcRA3axkNUS4txygPPx/ZgDmEKnmGZIq690nJ8Kqyrbl0h/tsRK1o1fwUgZElII583YwY4ejLwDGSQTxo0GK/GZj3TnV8s2ISoq42RtNzJ2Hxm4XJHZ6l+5WIKLY3kvMCTxJUSPoztVHnhw8QOnuTsGf1aAVhuez8h1HP5nvaYbRfLniHhvTeQRXPjujwnzfR0bM+ldIBNy6cogGTcUg6eBG/uZBBtoJmyGhKysiw6ksAPKuMZsswiGEfLL3rh+mjX4Vrxn+xgNZ7rp4EkSzQdRWyWozC9ME1pX4HmjWnMlbtOUbCfL0pG3COsoBBa2ZDqMzSfOw4RqfbotvlOGH2kgsNHl49q4vcsyf/3KbHiA/19UDr7t3RxJUGGKem4qgw1FsPSqNkQUvz7ER5eQz1+ochsPl1bJVKa+WAB9f59vrKDMwW1oubMi+M+rrYsHRFrrCvntgcjuTTQJVWIxHYzoFeROn5fBj9T67NMGxRJHp63BUGwM9Pb4RRsf2AdXOxo9Y0rBwuBsS4UX+vSmtMiBmL13J3YlrQflTyuodvMl9D0DQ/YcBr6kLWf3YVLoRIt2m2J35Kv49aDaz4YvEkLKT5hJQy1MwiZAGzsOujsZ4QD1lLk6jDzqBKy97oXe88tkhDR4s2U5BtUi1TVEPExcslyN8lLpMUx1Q4lxj8UJXZFzVoEPsOcSirxrYwDlYL8+12WNGMeO4VHJeHxGuG3BZ07kb6TbJ38lpNxKQ+lZC2IgLv0V2Qx2OoZjHZDt7+M2wfA8Y1/+mRp0DpOEbMCDm9BiMmpqJ+yAaEtBSLe4wdo5+wabg/ErLqo19EDAbaOClGl1CksxCRCP0Bby2aTwKNwLgpCxQybhXSf2MT9thgbWo2ZAanPDxVeZZDJ6WBjTZofhbWkIjxoRtpyrX4TqfaouFU/QsyiiPF2QLCWso3Rv+IWPjKAxuZ9KNBav4xOCr/tqs4zZuMF+Hf83VzmqRF551KwMSwzfI76eko35iaD2cNtzMJXDTGl1wlcIW4PvAQnmNkIElT3Vel04R2YTeo3i6EGuh107IdIZ4wyXsiUuuHYENIS7G8ywHHiDXkHo4KROQ+QtKR3mNxrgGvkSJqljbGK0az1lSbja3jmrLToOjZTExaQk6oeBwFftiZ9AgOwxA22E5wrKfgSLX+iIj1hfqYxIcQLPKBBRgfrZypQJ+WoxE5rYst8hV/Mw2V3BlLfVBfZOIPp8p4zpOof1lBDmNnV6XxP/CcNQOnL+XAuXYr9A8ej271VB2//FmGzaliSUNJP8Zze+w9VXKEvmiB+TT7polwuFTqszgYYbsuyefmVL0dQpbyZl8795/4JHG8hPIlsFx1tAtZiilih7CcNVUg9wvZKaPR+43kmVLab+v5m71Ou0ZDx+giGfEjEnHJAZ6imkrK0CrlY7aGsnLv7O7EEMHLWP4ImZE11TB76ziKyzJAwN2YOWmJ4JSW6OPAEFD1863ZB7BgfLSI9kcfS3nRAWhL5bFq+ag5X1keCD9A4/4RiNVNr2dZ8xn0n75fj93H3LMphIKViM8uXCO0T9VqCC2uRrP/IHDyQBt5yDJWvgRHnGivlFbHj3r+yElbjOAwCqrZkevGjtGnmNFlDo5wgVbIwWjAc1hk3cGPpmeMqggSJoZhszSwWjwTknc0MFdBJhMfXDZnV8Bde+o04qnCIfnXWvCJWQl/lbCV6Wd3z8a6rrDewIJIKCLLxuH99GxYajREs/JXcexUFu6T3mnWfxJm+vDB6OwpFHRKmIiwzadlHVnbJwYr/avjC43eYuvkukQpKRNFnFbmiGvTBxP18pQFHSIQM1C9FvG+L5ibSCMaruF3zSVQ71hEumzSfRgm+PLhsdLfBcciCF+0mI8Vo5oIelpv01jKc6dRxhIXy/5V4At8D1rd7UQDa2chWkZtvEj9RCOQeLU+/KIWa20h9gA7gT/7d+53Qf9Hf0XzmYJ4H5j+pMUhufN+eqtQ2yf7wDyMmXdQsh1KYPs4eF/Nrz06FCg1x0gQuLm5yHd3V0Fd2iEENdDeuOuCCsUYWmC9fB4/P1tPZZhKDeD01goUQjQwL8vgNOy8kzcGF7QW/p0n1E2mJH7Pf4WMii/DZhSPvHrWSE1oLffpHzSNx/a2l4fcXAvcHaExNYBn3cjDE26VCV2qBIMkaG+5+e5wL8YhWHOzcU3cXMHnaM0jVeUM5xIsk1PMmkdAw87OdmeUiN/jZ40i0kd1Xuwxwnk7IZeBFUgLcNYhIJUBo3JtKBqV8zeI0UD616I5RsLtJn7KJ37SHq58bjp+LngvnDZPwK1yVXl2iVyKQbD2b4QZ9ckZPFVALtwB595RWDJEZUTQ2ebR2Qqrlfi7UN4quwOw82Tire+2YcbkjbjaMhixE9vYZgdsfmmFyLalcAFKvF9+jvo7y++M9nxFHSHecxtZQ/Ot4sMisV2Cxa7hNRJz7AYglDtJF0vDQ4q4ZCh2IVh2hAVcnFCxSXdMCrMXSGIsom/8VxFHlut23lViOpbeAxyWo+w+C/qkFM5OvXx+1/T67eevcMb6IpoWAXLbmnsZ/1sxFbP/VwF9Zi2wCaIy52hjbaPBzA7SUz5XLp8LmI9lR0fK9LbRyY7YJTk4T4B39eop6US790PYEh9iOgZx4d3g8Eg0PTmM9LQjtos9KcbuDskkQ/uhuLaenfWwLOK3l6rgZfuGkqCzC7d9KPB5Yhvei/sAu84SSEWVxmjdyRdD9I6kg6xkfu2vRYFSdYz+WqQxd2NS4FGngCj8ly94F2n5TfCf0W/j1vLp2E6Rv6I7RmVLC5YVDQpl5VUU6TboE7H/diUrbCE4anFOGM3UcW2PBRvZLLOH/yNGvy1o6O8gRPnDv6UirpCVgg3F3kahCPdl3emJmDk7BXd0/UqOP5SVyHlj/rW+mDv5X6h87VPMI3jw73iJnOMPMr/5Z1OAZxnd2iHiv1PwqrSeE5sDMTfhLOoGiaASj8VHGkxfwwGY9seCHsXeZC7SF4/GlF2/4G/SbDVx1ppYdRSq6xMu9mvMHz6yFDAdo0f26MyFmxSwRwG9QzQBvqx8sBgDXkufxlSWd2A7rlVvhQaVb+PKycNITd6FQxk5QkmeheaFzIkNslMiarwa3jfAy52Eb8nIlKW/g6I9MQNpR2jeT8tnjbPZedScPYCas6/T3qk/YU9BuPJFe/Gj822GTjkxF8EqREYBZvrzfyJaM/PK0S0RCtbbu9AiWRkILiKGgZrmtbNiHH2i+b2yoUBW+lH81qA5njesVCA5tnUi+q8+RVlu7WDW1KmdEP+7vTLoslnrn/5UaRj2t1Ty1/iVOgRz48CnSiuMDGwHx7uwHHjmI/4VoR9u1ll0UPebE+DT7rChiD12C27tIvDfKdwFf8Q3ay6/WBQwHaNikc38kUmBh5ECrPF2CxbHJeFbvAifgLHorTHIiwe+UKo7vX0E0YMjkHpN24DB+sqa/SfAtibe0Zfn/YyvPjuOzOt3cMe1Euq/8jpeLnatiaMvdeR7Uq+QUzl4NHwN/2jZBE08W6ABOanH0g5Tw/JBXBQa/PTgC448+y/yHZYVWFYVccKIBfEj9p54INhgKGvhuzaYzyL0M1zW9IMV/hzzG2VNAfGcs+FcuS48X3sNbzRpAs8mFZFzMg3H9u7AjuNi76ka1KWs1/TwPl8CrzlKaXVHP0XsHXT0sY/y9xgi3eYGa237GDmCoDMBYCU+GtUGj/I5PMxrNx2jh/l0zLWZFHCIAnk4/8lKLF31MX540sgh4g95CBwjaSlKLwT9Q5H6kxwiyEP0JTak8lsc3P0hPjr0LS5f+10LHEArdarYBN2DpoqgIA/Ryh/cUliGZxWqREnQv9QgvmJQILaXc3DIr81CGczycBpevZ7KrFj/hjS49XsvzDQcfv3gdmq+SUcBNuA47UPsff8gDl/4BTdZPZP6w4A1vIYjPKQbjPBpHjt6UmbjxJ5t+OhYJu44snkzY6Sj0m3sCOqO/3XSDrbnXyrSDD1H6G9+55GkgOkYPZLHZi7apABRgBpUz6Ysw/wNYtbhyUoN0bRxlQIASG7j4lfpyLz78PUYPT7nqQXlKDHgyV+EcALaXsy3eLquB/IuX8A1K6H9LVJmpBR1myKQxw7crlsb7pmXcPn2kzRGhTtKRX2a+f0HRgEZKIW98UECKj2wHZov+pMpwOY3JtRZYzBAWppF5RZgMCvuT160+foHSgHTMXqg5DZfZlKgtChwG5eOHsKJq9ZiPdC9YWu0bsgLl4r1CPNHJgVKlQI5p7bi3a2ncN21Bt7o5Yf2JUwRWC8fwNrEg8i8Uwme3n3Rs+njmpEr1WMyH2ZS4NGmABsQOzsfIYlBaKZK0YtDor9DC3kA+aO9TXP1xaeA6RgVn3bmL00KmBQwKWBSwKSASQGTAiYFHhkKEABQ4ljMOd4OkfN7iqNfhNl1WwFvNqNKHO5rfh5fCpiO0eN79ubOTQqYFDApYFLApIBJAZMCjxkFCPHwaDpuejUnIBz2oZlSZ6147nkzq/yYMYLhdk3HyOQCkwImBUwKmBQwKWBSwKSASQGTAiYFHnsKmI7RY88CJgFMCpgUMClgUsCkgEkBkwImBUwKmBQwHSOTB0wKmBQwKWBSwKSASQGTAiYFTAqYFHjsKWA6Ro89C5gEMClgUsCkgEkBkwImBUwKmBQwKWBSwHSMTB4wKWBSwKSASQGTAiYFTAqYFDApYFLgsaeA6Rg99ixgEsCkgEkBkwImBUwKmBQwKWBSwKSASQHTMTJ5wKSASQGTAiYFTAqYFDApYFLApIBJgceeAqZj9NizgEkAkwImBUwKmBQwKWBSwKSASQGTAiYFHgrHyJp9AtveS8ap63QgrjXQ4t890ampOWjLZM+yoIAVuWcPIvGDw8i8A1Ty7IUBvTxRsSxeZfBMk9cfEKEfstfknf8EG7aKPIdK9dGhmw9a1nN+yFZpLudhoUDZyok8nP9kA7YezsQdVIKnd1/0NPXtw3L0JV6HKWtKTELzAY85Bf50xygndTr8Y47ijvPTcLp3E7fvsROxoKb3IqwZ3hh/e8wPyNx+aVIgB2mLgxG26xIENpM+bq1nIjn0n2XOayavl+ZZPirPsuL0mhEISvoJTzxVDrj9O/Ly2drd0CJ4PeZ2eFAu+aNCL3OdZSon8k4hflQwki9pJCC8QjZhdlt3k/iPNAVMWfNIH5+5+IeGAn+uY3QlEcPHHEe76Ej0EqKneTi1YjgmbL+CfNRBvw2rMbDmQ0MrcyGPOAVufxSMXttrISR8CP7h4YTsIysxPWIXLt33Qsie2Whblvszeb0sqfvQPtv6eQR8VrkiOHoMvKpSmMeajd1hQxF77Bbg8gbCtofhDTP689Ce3wNfWJnKidvYP70/1ln8ED6xM553ysaRDXMQnXwGt14aj5T5Xco8OPTA6fkYvdCUNY/RYZtbLVMK/KmO0U+bx2HhE8GI9VF5P9ZUTO0ajWMUVW0RvJciqmW6f/PhjxUFrLBa/4a/qQzRnK2j0Wv1Pfhtiodv9bIjhsnrZUfbh/nJR6IH4ouWazHxnyqmy4hH/4Bk/IJn4B23EcMbPMw7MNf2IClQ5nLCSjKQBKDCjbnYNq4H4m74YPUGfwpHmp9HlQKmrHlUT85c98NGgT/VMTImRgbi+wcg+RfTMXrYmOWvuB7r7knonFATsUlj0eSBb9Dk9QdO8ofihRT8eZOCP6Zj9FCcxsO/iLKVE6lT38Ta6rFIGvvgJeDDT/tHfYWmrHnUT9Bc/4OnQOk5RlQicmLbWqxIPoSMHKl+2eKMGl4DMGlsL3galNJf3BSIif/9GXj2bSxY2k+KVhWsBFhj4cqla7D3+2tSrT7gVLEBWvlNxcQuHoalAMbvURObSvgSpmBm0kmIS7fAuYYXhoeHoJudBmlr9lEkLlyFbd9elvqi2M+cUbnu6/ANHm/ndxexKXAixC0vwNJ+tvE5a/YBLJi4EAcz86ickD5OFdGkexCmDvECq8Sx/VAj7c5IzFnzJS6LDVq0jBrwGh6OkG71YKF1rp0bgx0nc8S+GuFMhiM8pBs0W7t9AOH9EvD01FgENS/rvgfW6zMFM1LOC2fI1tt6wgJMbOMY4EbeqQRMmZmEkxKfqfdr3M7OaBSL6I063mz2Jp775QDyeq3H/C7F2TPtIz4MkdtP4zd2WE7V0S5kKaa8YedZuR9hut8JtE+egn8JJ1VEgycnDYunzEDKecYbjEdbY8KCiWhjzBilJ03obh9dOxeLdn6Pa2KDDLFlE3QPmoohXlWRf34nImfG42hhPHt2HQaHnkTXhfPR08OWmYvK+3n03tjoRHx2QZQFTuWewhN5d2Gp8SJ6DpsAX1qb8hYyEDotwRWvkZgzrQsMXl8CelmRfXQt5i7aie+vSfeW3bNm/0HABF+xhE7zKZqxYr28DdMnrEGawO9OqNjEB+FRA+FZatgNbP2JWLhqG77NzIeL+5P4I/d33Hf2wIs9h2GCr63sKRrt1Zs3plXBclP5vX1ZbvBcRq1y1VD7td4IHq+Td8IjP0WU91Kk4Vm8vWApDMSx5tRKfg60xhPbsHbFNpln+Qsszk+hRpOO6DvEF62fd9fpsYLkhOrsLt+WeiedUM7jRXTp/ApwPAUfn/wFfzxZDi5PAPfv5uL3vCfo7w3RtscYjOh8BfO8N6H+csqYF6NsXWj0X7URO9MzVfq4CToGBGFUGyN9zGkONA9MxhRREEqf4tJH9XvGx3HvI53LokJ1Mn81ybjEhYh7Px2ZkoxjurdBq/52eIf9jtZ7gPTWwoPibyzl0bhHCGYNb05gPhI/xuyQ9BS7t90xKWw4BPV6eTPJhvPo/14o1MlkvpOctMUIDvsYTv3jEdfHQ/pnI369jaORgxF9ewBWhncxsBGKImusuLxtOiasSRPtIGZ7+IQjaqAnSk3UlEDKmj81KfCgKFA6jhEz2ILDsEvT0KnagltD+EUthm9jrYGQEd8fASw19Iw34jYOh1hRYl8JCE2pi75DpVbd4fdWRzRwvYJjqZuRuD0dV/PtAzYYv0dZ35XE4Riy8Te06DsafTpWROaWOMSlkLGL8vAKWoPZugZp6+k1GBGUjJyardG9+xto3qIBKl/LwKG9W7CF/S7fDQ39orDYVw8eoeztGe84bNTX0Fg/R4R3OI7V7Ar/IW/Bk2LKCTEbcCTrHpxq+yBmpT+0JMxB6nR/xBz9DWQlo/ErdeCceRLfXPxNMJxrdu6BGodScLONP4a81QIVc07i8PY1eO/oVRC6BRatGa55HlP8k8Z9iEYRazBcd1alx5DUIBrvj6DUp9Cxd0fUv5OGLVuOIOueg83orAZ/yEb81qIvRvfpiIqZWxAXl4LTRILyXkFYM7uDFmHOehprRgQhiXjT4lwZdT0boZoLcPPicZwWlKeD77UhgBXpMb4ITnVFmyHeqHWKzv5IFu5Z6sFvrZGRYcXnEd4IP/j/ELx3LsQK0SI4RrSPeP8gpD7VEb071sedNOl9bi0QvJ6eVxy/zpFDVdGPBSCavlANeeeO4RTxpAAg4N0KmTuOwaM3uzt0gzMOYe97idh15hbcWgRjPdXCqpeWkxaD8ZFX0XeNbs1F5P3c/TMwMCYDTXv1RnPXc/h4C/FAfn2SM/Pw2tl5CF1+HG7eMVjpL93B2x8jxHsB0mjZFgPed4QUxt/JweGIkYg4eFUMZOg/lproPEcfbCiCsZJD3x20CD82643ezV1x7uMtSGHMXmp74Ou/iVpdyckfRU7Q7+ydMcjsMB1DLe9h8betELvcB9xuLjLtZZpQICFmPKalXkX1Zt3Q9fWacL1+Dp/s2yvfRWO5qRDVWJaLMmVcMvWmWqrAa3AwhnV5ER6EJZCbfQYHls9F/Im6GLNmtu6ePMBzYL1lM0dgyXFXAaottwAAIABJREFUNO7YAe2bNIFnk5ogOA5cyziGtMMfYdehDDJILajSOhQrQt9Q3Rt7coI32xOYDAVlPNlz61cCrv+AnR/uwfmbwJONB2NlbB9NICDvxndIXTQXcSSv4OSEyt2X2OqiQi8EM6JDMG5VuhgUsmV8g32wL3Ga6ypCSkQf9lyJjw//XnTeojs23T8GR2kjLMjG9OjTuItfvz8hBHkt5b0wZmU4uugCHDmpUzEoOh3uni1Q3zkTJ7+5SLQgveuzCFNcKUCWeBPNeqvkEyOUG/WzbqJ+VneRZ0N/GoCE2W2hhr3g4Bu3yC7S6mg7/Cr1La7CSBt5q9C78LJdYT+LftStmYkaEwir0OtgfuEvRYFScIyuIHH4EGw4T4Zp484ICOiNppWJRrev4NOEGGxgxiIjmVtrzEzWRkeK5BhlrIHfmM/wanQ8RupCpTlUDjUg9msSZWSUGvSKFOwYkTPSbT4QkoxQVehGFHrHcMuFDM/NZMRxySUYcLNwtrOxsLCeXoFBgdvxi6Uh/BOWw0fTt1KwY5RFDtrAQ62wNt5XNkIgGMTjkHwln/xHrTOVs20c+sSdxjOd5yA2iEWp2IcE7opBCNxODid9numxFOtHqh00bqDfQp1+G7Bah24hrH/KzxgkCO8y4PXcDxHU7zO0Xz8fPEkj06xS10JL2j6P6Ib5CNGiyAnGI5Um3XKhvrTN1JfGF06O49RBiD72B2pzo0/wzUUluuh7C/KzsnCLjFfvRUV1BvdjeqdI/NKH0/A0VvgGYvuvgGfAdizqqSWezE8gfiqGY5T7YRD6fdYe66lBWn/OlbqWVRmM5Pyl5KFpwFLM78kjwDnYPWkAYr++S7R0wUvj39Vl3LhMcMIbYdsRpkMXYPd10NaGWEA9Dby9pmi8fxKL+y6AS5jqzHK2YVyfOJyqKgZZKgv39zI6q3t48s5j67RgrEv/DR4GvF8cbs9Y44fRSVfg8lw79B3lg3/VFExdnODBFWY0WjwRsHkResoeouMG+cnFPpjnNFN1hznt76EpRdxj3irZJeXrr6qSE+yOhV/0xobVA0kOWXF4li8OtU8i+cgoVEza0y9ZAGrotmoYbWNkUnR9dxiGxpK8LSRQYSjLhWDJBpzPfwY9lq7HSJugjigTx2X8B8kxb6mM0Ad1DuI9mnGuCyJieqPmb/fgXlWfFSLJzXUH0aBdxH8x5VXOkcaOEZcpaDoUMZG9pAoA0VkK+64Dhv39UyzbdIZ5IAYGczY2B/TFugyW6PBCkI3TWPBtYI3+3uEHcYscspZ+QRj4L8nJO8EDVQLjo57fWsRrUlFGjlFJ6eMob1lINm8m2awK1XD9+osbmg2Oxpxe9cTsCP174thQ7Lr5JHKyKOiht1+shzGrx0LcDVSQJWU7xGKhnTfG4I0L0Is7U3lpmD8gBHtpJIksr63piPGNhGV6EngVo/V0PPzHJeMKhUW1MkPtVBo5OTnUK0b3tFWidn+yI1qYY0T32mcenGaq7k/ObkwaEIuv7zVFYHIMSihqiiNezd+YFPhTKFBix8h6eBZ6zPoclQ2jCmqFBxtD3HHHKBcfBnnj/UbLjCNbOVsxutdq/GCnZr9Axyg9Bt4L3RAlZ6z4OTBB0wdxpwgfT2VEXUkYiiFfd8bmRT2NZ99YSZh0JmFCj7EFjyjIMWJNsN5I67KLDHttZs1Ka/QNTsF1DYoVE2TjcaC+gdLLIkOB1ky+qjGABSlgX3Lefq1p1HArOk6L3eeUSc25lQxW35O9kBTUTMXw4vkuPeGOztHJ0PxJcy1IkXgvhFuUbcO66CSeQn6dfpJBR7pNUN6HUUHDm1Kk7oe3sGj+W7i2hLI+KddhqeendUgLu465ZIj3iEM5GSDE3tmKd2DEkq8omsiMheI4RlZy8HxxsleSljbMyaRSoBPunQlZKghqiha2fIf+Ljx/Ba73MAgCEG27kWF0186dE3q3KFhh8QrBHoqIaj/McRqK4//eKhn2ReR94t/+7zYQjD2bJvJTNeGzegP861xBwlA/JNeZiZ2iRS99JKctz7vkzeYS/c+/bGR4kvudNh9jQvYSyAIDoAvD9rA3pPU6apAznlqGqnHkVKn9n5OL4TN+F657BmA7yaFiu0acf5zU6HhSM/6TCkpZeow3tjZJFoFwikv7XNpzvw/gabdkSxXQsdg3xIxkOf83S9NAneOjFjGMlz/CKwlqkJUHdA6Mzr1S8cLQWvh09T7KjrPy4XroPCMKYzVly3w9FoLP3kPw2QU5RqL8T3HVZhWYrhiwyA1hQjUAD4JRyFDjoEgy8FIvBNfeihmUaXMiVLp35aBLYdJBvFubsu1kqwkSfMXwCdhOwTxb5EUDx6ik9BF+T2e72l45oH3eEqpFNmThZQ10Pguo+eO9KiEUcKyPA5IdoAlA7Z+OLrtaYKvG0RbPZJfa+dGwYBC8l55AvgsFiXdSkJj+xnh3yq0JSBaUXiEVJYU5OVcSMHTEJQzQIF06yOMMEGZZVcTp5AkLzIynDRkF+wrjEvPvJgUeVQqU0DFiBltXRGf3kY1RW0LkYOvoXlj9A/1FZ4g77BgJRughtNquMxCEl6kgvu1kHHLJaO5BRrO2ZE9aKRnq3mSoi4JJ+5F/JxsgWWTQDcSpd0TnxXp5N5YvTMbhn4Banh6Ufgfu8lI2w5IqyegQlqIvpbNjBAlLYg5BMFJuPq04DsyhC/4e3Qwhze2UK8jb439XG+mqvTMhOf4qAiThXZrMzc58lQfr6dE6fyxj0I/SjjV9VmODfx07r6R1e59ELyMnQHJUTrFIm8QnQuT72zaITiSngb+O7S30Fibwf5N/ZxtR0/dRCKV4rw/A1ImsR0U0Dna/EI1E4p2/GSo11rsWhMgv/4lp/z6FQIqIF88xYryxCh4sy6YhG+NHcgTPc2egNE+KypDYvVlfyRhSujBkNf53TZmssj7mIHf9wBMJlB2tLtDOwAGww/vM6fLPHKnjk4tY4zcUSVeUczy9wheB+1+xcRrFYM5dBMqZO74u234Np3IeeNV3AsYaDAEWeHZLzQIgt1m2pQdmHabMmsoYcry8hfjdNwMDEkdS/Fn9YVnucBy8VzKYeS7fXGiOl9p5zCWjr1/kCdTsSv0uOIQthypgVIKYQS4u7RmtxmQFSHfFDp8KUfhZYOSq57eJMg22MJG2OsNK2cvOlL1k6qUg2SE631+/pXY4HDQamUFaknMgenaKTYcTOXwBq2dRGW0qwobGEvKqthrBbpWCUcmtIP//h39Sj12QLNzI6R81F5i6XOkXMnB+hcxUBBC6nvjqb9yYr0S6Rf2sAmSJcLd34XmDbLB8kygo0JuCAjcpd6J18gx0UwnpU3zeEuXnRtcATaAzl2RTv93NsZ4HPwVaU0m6zqFZVjXOpjKAAVlEH1PpaTUZ5YClSu+yANOq6ljKEAFlmWpc+VK43NDaJ+KrHeRxFrDMGIBEqi7RihoxAHbPMMBVuvrGfJpJgYeFAiV0jMQIx1edjJUY3yQ3erVGoRgtcajHSC08hIdm4viuT/DZsa/wTfoZAXTAUr4Zhi2KNGzqpuEN6BR5FPl2jDS7h8EFovw7Vj6VhMYs6lhZ7Ac6SONI3BqyniCqCSenKO3YOVynaeLNB44wBGDYP70TIo/alsUVzBCKQyVnoUiQvZlQC0ttjCa1MLSH7FeIYwRmeC1HRVKUejlZNMbNwamt8Vi2Iw3ZeeIvWfPvXYs7yjnpnnTvNm6yc6QmZHfWJUwf56pN0GHgKF0Tvb0VcOeRG8Yib372utoBZYaqN7Y326QqQeLOBagkLEV22GQjxakcPBo2Q9W8H3BKavLnPSoNSJH5j0tBpcExiOx1HxskNEXm9K5583sCJEjEtX9OFJtx2XlRaaZDjlHOKWyNX4Ydadnk9gtUw91cAhVwL0et99rPvdtsKDIBMTzlLjRXE9VQtUkHDBxl1PRftNMT7ue5PsbzTUroGEEwEr5B9xS9s6dfoy3vs3Wtq7tRC+Uvw/yrjAqB5lCVLkrPFpzhNHTROEZKnwqkXjTn7HSckRrajfqlhLucH4S9Bc0UkDNraufV2FixXj6Atcs3Ym8G9RAJn3u4ncvAEFwg3gj+YfzABsVSk/3TnCfKo9YbPTBmhBHIgPG5c/lr5FDknT+CpJ2pyKQsdS+/9jJQS/Foz5yX3jjdeQosWyTwEE2jOl+f4uSw8i8jutrqDMf79FigZOsLrJSK59ge0DlId18dDONOqRCJ90pH/JKV2HGcys6pH9d72hwM12SSDPbInrmqitbppzvpt+JZLNNkMaTgJYke0UFh2fl+SO+RLJe4sioIv00XdVnNAmQFe/dSNznrYfxNyXknJ1cbBDRwjEpEHyYf/HCxe3F4i60lhgSEukqDBbyCcGOsUt4GQR+Srr9bjUo1RZ1oeA+IEKJ+r2oHht9A7zI5OhMIZxUrXEc8ba8CoHAnhzlmq6pEqwK9Rr+h/rADa7F8414oouY2cvNdZN2riJq7yP2denFJDz7NlXb5WniDAXcQuJMRKIM19yz+d/AHKlh3Re1//AtNyxocqGhqzfy2SYFCKVAqjtGl/oXMG+IX3qKNcDrsGLHfH2ytUpTMMfoKBO6GO1dO4sjhQ9QMDkJ98cWsaF8dQAF9SY7UKNmEQinDvsCNGtkxYkLmIFozg0o2DBth6NZl6OVg87vsJBapDEYx3jWO0cbaKtAK9Y5KmDGC2D+TH1SSOVJKL5Mb1cDPDemChlRXf9HIqGVL5zwiGERthabp3ZFTsfoEc+6UOm7758aVl9Yx0vIm+85WvMD6PVT1R2KUT6XAWdlPn2h8VbkHFsaPlNG/rNm7xUgvOcO8rIIj5H1/2wl/s94WUfZIiVRo1AWBk/zQ8llJdTjqGEkgBAdvuVHrwFyEdGmIqu4Xyclbh7obOWiDQgW+doEvyOjJPrMbkVNX4wQr2SshKINwPy/1Nzb8S+oYXaSewaGf4rVC5/jY8r6RUWJUSiny1GUDI0V1jzkphfK0FDzRejKWTG4jozvlnVqB4RO24wo1Vet7ehjtN9Y2AFFRM6lhFNjAWOF9MtTV03l6OAY3r4sKzvS9/heoV4ED0/AHc0NZ4nWPG7iQtg4zZ6fgF5uGbfs3piDHiPUq5mZfox6SCqheQTF/ikd7tt5FOPcsPa/mEIx6qxJOrovGuqM5qK3rQUmb3wMhe3OFvpiiOkZ/H7YJwa3s7/ciZYmXuc1UlWM/oHOQAnO11VkwtTPQ7Sbeff9DfPUVA4Sx4m+ENjl50RQo4JZ2HCOd/GfOVkD2aJtyc37OgoPy9v8w3P8iBqqrAXhptSarWYhjZFf36HlUn8mzkzGiwGXx6FMS3mJr2YjaahnEbIVRWRSwVZcm29L/IvUWRrrOs8lqivr9ki5LJtFEkHlJuKJ2fBgfUOZ8E8uccx1hN4DrmGMUY1GXL9v+RiwfpEL7mp0xPXwwmtetAGd6d/8Lg21bFXSZf48bF5C2biZmp9AUNoP2CaFHKmgn/q+hJ8plEnjFb65oOSkBM8qkYdkhK878kkmBIlOghI6RaLR8012JtButgPcbUH2EKACkLxXfMdK/RWkGd6OykGTqKdDh30mzkWyNG2Qex8HcRmjd0LZS37aUTmVQkQEb5TML+whpxu25lujcqTlqujJP7Q7uuFZCY3uREi5obOroc3GGoizurV9BDRsiGpTSFVjuVkLHSFjjXrxUYL9PYbwmOldHmYG+iwx66UDsRdo4ratRE7iczudlbrKiIIf4YC4atW5o21dhU0on8uapd9TOnYFBLPhkomMk11ELhkwOBhs4vDy6Cl1UL+/G/7B81DSkEPiCIeKgo46RZEQxw3CX3EPDFLORY8SzKUokk50Kp6XhOgo7NtXfteVuuh+W0DESnh19G8OEssei8b4ND8ngG25oPVMFomLPMWK8EpCN0SqHQ5BF+1/Sll0KW1aVw+mMdVaqN+7nIQY9VCpacaNTwy+2xgoztIYSiINNdN3QMeLy4CWMV2XcWC9QcEousY5tn6LRsXM+ebqzOsJM35RQuo5bKbNLXWT/9+IYGe2xeLQXDctdz6v7rKQSrttKvwVbI7+LGjmgWnxBGaNKz/8TjasWzOBVWo1EYDuugR7QOUjlbGepF20z3Wl3madA/LpTArUQeU1AurTpeTRwjFjQLsYVs1UGPKONUXmXxjF6PgGd9ryGXdRPJOvIvJ2Y2HUJvtH0PxZAR/bu5RXpruhLPNW/4WA0Lro9GuimEtGn6Lyl8DsLlMWhSqyqZ1WdwZG3w+mvKpFjgZTFFRAjAJRoGFQY3nxDV56qlstK6aooWxa7zxYzPHJ2WXuvlacX5hiJcuHbTuqSUv1vbEuOhefbc4x41Qz1oKXIPCPJn1ytbhd7pGYiP5QDOEh22aX2hYIqFUEtmV81KVDmFCihY0RoMJSGH3FpgKqxWL9m3livBTFg3yo9x0i82EKpkp1oC4+SqJvzuUDotMfLoGlXajC9qDZ0mZD5BK9zY4TNbvo0BfsPsfI5+tz9FRmnL+FXNk+IkM58llETuM1Ue47YpacHEyqhuDtZncIXaSn2RBymEjS1IGLrG4FLA2xRv+xCospHw7MrRrXMuUTKPog+0aKA3gkH+PJ6Ekb5rMGZaj005X7szGci3CYyZWzU6UsP6P877YGXAUKO7LCozl/b2CpIfzo/agDXIBcaKD3GS/YiooYOjsDN8mDikjhG15NGwWfNGWgNQ1HhUL0FtAjvdhSUJvsmAoMX6yP0fLyL2itXQwdeyC6vYABQ3NC4bIRnaQ2j0BKtXDhQRtF4X2OcWy9j26RAxJ24awsra88xImXf/yMvbFSBMhSUHZPllB6shBlHITcxWtPsrKU050stcqCtgfNl1NsI3XdLU84p8GsnylCrAgvC020CBuI7NQawfhSAEQOwZm3KYlzU9Gbq+0aZcTMCX78totIVj/aiMfbpa9rsmugEqfmHO3yV0DXWVg4a6wzHS+lsSfDgzkFE//sVVV7pjjcqfImUfT8ao8VxR7owkBaBBz5GC5UsYwHIHmnddLqYl9Lli7z1tzC8Sf0zGtAObvzaLeHSUa4gucC/ygFCNIBBXAaz4cbaMu/i08dR3uJ8onbURNrsbp6slFcaBRzlMl11xQkDZxqEox30M/Ak0KZzL2vRbLl+yFaNcxCyxHvw8jJJrsvvMQjgCnTl/Krv2xKJLqLiXUJ7zd3R8/iXiHo7FPtu6ZwvkpWdqCpHCcaJzzQOsuky1rKNY5DhFmTwbbnvt1h6yPyRSYEHTIESO0YE/YUInwTUWWKMCCMjqpUErpspiwgLZtqUlCjU4ugp+qyU/A2C31wxiOCUf9FBdgoG3B78XQPzSk3YO6di8BKCANeAKDCBEE4RkYJ6bxTYZnvNwAqktxaSk9XAR94M0KIDEcLPEoLr3knQVvpsmIC6FlcRUUITrZpzCssY2XNWRbCA0E3nUMFnGTW323h1RWBP7nzVodICblhLSvocNUsnjYU8Z503XethQTnaoGxci1mgPX/XQpBbs3di6uAl+PquDh6WQTgPOol3ksMgIkaLAn3/SxwwgSPXEeys2jgsIBsnl0LaOOCl4xjJUUMVuh4khXmO0A7V0+m5w3xPh8aVs3U0ehHaib6pvgiHJ3+VBRRGfdNdBRMu/akwx4jBOgsITS5ayG4KJhyYNwbzDt5Bi5BN1PMgZmqLwvuycd5W5RRpIOulNdpxjDLi/ahHaY0G/VEwAAgq3xblTckY2SLs2YPIld7P4W5ZCbEG/t7WIOd8pUGvE2i8HVV1sNzGzpYVafN7UxnaTbvABbbnb4RaJmUhwRHv2HN9saN5koCSVlzaM/k88YKPqsmd84cSnOHlkAUhpJWkx8h2/w/yHKivY/cCzE1k/ZbO8Hgz0HBot5hJPUYzsQpDrxRl+M6/r1VGLgjobNvQKEaBsVfgnyWkvwwCEpjyI/rK8PFKtUVRYP+ZXBhzcSCSbKozBBNdQnRlIBqOwHWz3xSfPo7wFiRH7aYOfVSwT5ZXVjI/gqyNwe1hCqy3XHqmRz1kmWr/9XAbtwKh6qHebLTI6CTckNEqef/iDQX9TkLuS6UsqlLhomQM4UZIkUmkt9RNPLLMpVJuyvKKoD/ih5f8/tJYCyRhC77AS5O1clm4V9ur6mC5eXBYF6iwEvR4b4Iev6kPrFKVyNufoYOsb4kTBF1UTpPZLo4eMn9jUuBBUqDkjhETaVRXOmLBLYyIDhKnOksf6+lEjJ2yAWfuGs+JcThjJEBgU+SUZ2oy0nDEranYv2HNxdltMzFlHQ2ao6R2QfNoFCWhHsIpGQdH3PFK9+54veYdnPskFR9T0xJBAeii0GJzcKoXNcy+nokTt6qhIavPVXaM3PRVGD2F9SToDELNqaoavdWCWhpeetWDDY5tAtcraUhNPYqLwmA4o54RNfR0T9UQv8IcI5VDwJqgO/dGxxrX8dmuncLEcBdSACuogVcu6cvah6UrDuEqYWN5z+yDpg5yKD9ft4b9MGPeO6j+zQpMiqKnND2HkxY/zJrcAc/ScODEKCrlOUMRf8EZA06lP4PadX7AB6GzsYkNClWVR4oQ3EfgTpHX7jQg8s65T5D68SkRAtdg6CWLRIZdH431k5oL5yQaX2dQpSUNzKx3Xhouq59vwRTCEHzd2XbmBXeubRV+KTlGcuaJhgT3m4F571THNysmIepqYzQ9dxIWv1mY3OFZgoJORBSVOrK7JWQmcQrpz9RGnR8+QOjsTThDPUqasrITmxGefBqo0gojA9vJ5ayFH6UaupbPyqJfFeoYibNFWC17Ppt1wgYdkrP00a5DNDTxPiGeRWHZ2GZKSWQReJ/x1aryo1Bz3ywaKk3Ponki8SMNprMbOkZsDg+VJa7SzeUQ+so2ola0bg4On4+Ubwe1SzCO3kNt/VBk4uuY8VRa+QtlRGxmZBmUxEh9bcfuVUHrCTEY+1oudk4Lwv5KXrj3TSZeC5oGPzbgNXUhZi8/iqsuorPl+VM67tdqAOsXizFp4UG6o/YGDNs5aT7A9ydXNBu2CJE0q+ouG547Px2NRsWiH9Zh7o5amLZSHAZdbNpL55vXaiIm9amEtBUReI/mSfEMfhXey8XmxhXQG1fWjhH+rHMgmJWfj2zAHHanGaAPoYBtkgd/2smKCbP9juFNGaZa0is7rGhGuuwVHMeOHcdJNqr1WAZl70YjOa8F+vo+T8OZd+AgGwjuQhmEd5XZco7JhUDsaR6pmm8mOkV84LGL4fykwnWT8bsLoE8hvFVTnlVkdBdzCTBhID5suhILelUlR4MP7rYKerEVQ2UUhrbbu/+HERW4ACcb+GLyqJ4y0IA4pJXyYk17orsbPYMAl1pOXoLJbSri7tkUzAtbjhPPDsPS+Wq9LRhT8txCSxUvjJo+AR3+nyvufJeKhbM34Faj2jh/5IQw7+u5dj3Ro4krrny2QwLuMLo7trKGoe71Ief7XpXWmBAzFq/l7sS0oP2o5HUP32S+hqBpfsLQ7NSFs7GchsG7CLzoiZ/S76NWAyu+WDwJC2mgNQtCa2YuEu0+j/DB0rt+mD76Vbhm/BcLiJ/P1SsARr9wRjO/YVLggVOgVBwjQRymLUbw/Av498JF6OFB/5BFpVQDqZTKcCq2bp+a6LuREmDp8kBkDpHKxqQmxl+cnfFEXp7gwDjX8MLw8BBDJDj12/gQNtbDIdZ7M2FEUewF4xG9TxpGy/6NGXOjIzGtCx9qKT5F6Cv4aSB2DfsR/qyRUvhXhg7lhHs3b4vDbOn/q7cLwdIp6unl+rPlkTpWUqAMJWXN/BPDNuO0PE7cQoNzqSF51nCN06k8jQzX6f5YcpUGW8bRhHPhD44oH1KiieMRupEJfelpThXRpPskhDEUNfVyZSPYDry3PbbV05WcMK+gNRR5pqjV+FBsPE0K2YZeyvmzAYHlG/dHRKwaUIOyeQcWYHy0OA9E/BC9W45G5DQGo21LZ2UmBdtXDtIWByNsF02LF77KHJAIxAzUGtaCEz3xNN5+NxZv0zB5ceDfFGxgVkuJPoVFghk7HsCC8dHYJ22QD2BsS9nN8aEbFd4gHm0XQhPWWbRSFU0kiEY07h+BWF/VYN9CG3sL2JRgPE9Eav0QbAhpSX0n9HHAMRKMpKhARKruFZss7zVyjs29Yo90lPdl49ihc9CW+rEsm++BNkiUZwqpbhLRaNCaapi9dZzg/DM4/pmTluDoVQeEmICyRnw1xIuAG0TjasqRaugfEQtfm4Gjxr0C+v071fZBzEp/VP8iCoGRCr9byjeWn6tkGNg1UPGDQ7SRvkT39GjiQsS9n45sSw00bFYeV49RsOG+M2o0649JM31kAJKS0F7QEWG7cEm6t/I+Kn7guK7g+5J1hlpeFGXT6u9qeaQszoHx0oK5ifjy8jX8zhBaDD8MXbIGyeBhmODL+Ih/yX65oICeueIehq6Kxr+rse/r75wTDbeeheixKpmew4z5SFm+wKk2vKOXY7hucHqh1GRlrCETsOPZyYgLekWQC7wktNDf0hfUc/5KRh/J/jDirca/i0O+v6LyM6Z7OhigJAnOSCh+eGuR6OQJ+xqHVcxxZxuxULBCcGqY42T0ycP5nbHUc/UFMv9wQuXnPEkPX0b6mcuEGCp+31KlMf7xnFUotc9xro1W/YMx3g6qG2gQ9c7IMMQd0doj7YJjMZEcq4xEkjOJJ5Gj0n8Vm3THpDAjG8FI1rDKkIkI28x1P/GITwxW+lfHFxp5rda/Skkm249T9XYIWaoGCOGyhPSkSrfb/Z4jDGJ+x6TAn0SBUnOM2PqtubnId3c3hHAs6f7ybtwAKvDsTB5uZN2QoIzpyc5a5CSbd+WewcGDZ/DUy13xSg2e5vdQlXhJv8i7gawbDCD5CbhVrgp3IylI37mBCoQYxfabjWu3spFx7DypI/6piHqvN8f/UyE5qdcxGtQNAAAgAElEQVSTe+YgDp55Ci93JZAFHo32UIaSit+VEKHuO7A34ft5yM21wN1wwYVQ3pE9s0cIhvAl9LeZ/VL4yYp0uk/HVF2gG//k3cgCI/cTbpUJeU1FbMoCZl+7hftPuKGywYR48fcKD9j83mZJOThPIDz16ilKka+poN/mkdPtTM73n/PhPOCMCtXVWUm+b1seLXRPBfVOFbZJOpPcfHe4F4McfF0MSly7F6OXFpX3C1u49HcydnbPCcEywdhwIgRLI0PCCjpyOnNj88fBN0lXOI841BlFf5R0vnre53fCgIb8HunvV5HWq5c7BcnAoj9Y+UUB+yjJY0v/t6V5DnwY9xjEhXcDB6osrTXnkd61kN5Vc61d2Sq/lN+zAnSdQwssge6Rn19K9LHDWww++ttLVfCyZwHQsSQfzv/8LOqpImvFuVeKrGObE2nrlCvqOeFTmK2ionmBclPeq4H+dOjcmAoV7R29DpTfa7NWrnsKl+MC7e4VpL8dXaT5PZMCD54CpeoYPfjlF/BGleC4vT8SAetOU0+DONyvYJja0t+FIuBuY39kANadboGQPTQwUS6bKpsBnaW2Eyqli566FKl/dLYDD15qbzIfVFYUoFK6wLkJOFs3yKbBtqxe+fA8VyyXXZw/ClHDX0S5a59iHkGaf2eWeDw8R/RXXolU4VCDQeqXAAvlL0sikz5/2aM1N2ZS4FGkwF/UMRLrqJOu5EsDQ11Rtbkvpk4US62KjN5UkpOVGjHZHBRhCKdrVTT3nYqJQomePXSXkrywDH7LskVjDsOTl22VwSvMR5YxBRjqUPzvdkq7yvjdf/rjxYHFT0UlYIwni6vn4EA4zdb6vJaJlvSnn81jsAChRzYW31IZaeNX6uBpR7Zc5F5ARx76kH7HpM9DejDmskwKPJ4U+Gs6Rrz/odFQbF3WS9svQ2VqDKKTIXs7Ou+jJKzBnbBGQ7dimX4K7P9v79zjqqyyPv77RCSKmZfQRobX65i9SuMUFk1pdrP0tUxjQMMLJkpe8IJi4gXvgqLgFUUxQMXEIc0wLU0jL43zSo2lTJSgOIwUQ3qsQYW3Q/Ou/VzOeZ5zngMHQTzhwv/wuez93Xs/rLXXXr+lynPa1Pqpzfv4XibABGwJ0Dn7QYfQ/NGr+Pw0HXp1a4GHOgEnTpU7qFDPBJlAXRIQCf7DEHOyBvmJDot81mW7XOVZzMdVRoLbwQSYANAwHSPV4ehs6xhR4v7+aIxJOIVyqkmyjiTQaiNI7cwEUpOjO9s6RpTwvD96DBLIOJPV2G51S5xpLV/DBBoiASFRG0bFflPoKJPIMxBKe5SQTbW6FmTNBpXn4R8mcGsJiJp3H+7GB6eKccOZN91JESPBg/k4Myv4GibABOqBQMN0jITpc0woOWXjhrc/+vb1g/eNAhw7dhRfFt5As+5BmBc70qK0dGs5KypBVLfF278v+voJieljOHb0SxTeaIbuQfMQa6OIdmvbw09nAnceAVmqfy+ud2iHpsUXUXT9HooYq47SnceDe8wEmAATYAJMgAnYE2iwjpHUVVJd+XvOcZxXJeMat8XvH38YPjej3lbL2VNx9e/IOW5Vr2vc9vd4/GEfY+W7Wr6Lb2cCTMCegLnoE2xJz0bxjZboFvA6Bvs6kt9lekyACTABJsAEmMCdSKBhO0Z34ohyn5kAE2ACTIAJMAEmwASYABOoMQF2jGqMjG9gAkyACTABJsAEmAATYAJMoKERYMeooY0o94cJMAEmwASYABNgAkyACTCBGhNgx6jGyPgGJsAEmAATYAJMgAkwASbABBoaAXaMGtqIcn+YABNgAkyACTABJsAEmAATqDEBdoxqjIxvYAJMgAkwASbABJgAE2ACTKChEWDHqKGNKPeHCTABJsAEmAATYAJMgAkwgRoTYMeoxsj4BibABJgAE2ACTIAJMAEmwAQaGgF2jBraiHJ/mAATYAJMgAkwASbABJgAE6gxAddwjAq3I3z6e/gOfgjPnImnLd0w48jiqSgethbD2te4b3wDE2ggBD5FbMBa5OA3eHWFfi0Ubg/HTp+1mGldNA2kz9wNJsAEmAATYAJMgAnULwEXcYySETImA5fQE5GHlqKvysB8DAsHvYvu76zC4Kb1C4bfxgRch8ARzH0pBicrH0DAhm0I66y2zIRdE8fgn6GZiOjhOq3llugJmMvOITv9XRwrvgG07IbAEYHo1oIpMQEmwASYABNgAq5GwDUcI+Qjafg4ZH7vBu9+8xE3yR9eld8ha8E4rC9/A5nxr4D9IlebOtye+iNQhoOzhiLuVDk8fccgPiYQHd3KcHrLFMw64ovlGZPRvf4aw2+qAQFTzmpERu/DxZ81N3n2wYLM2fjj3TV4EF/KBJgAE2ACTIAJ3HICLuIYAea8dEyemYpvr2kNCF+EJ8bjlba3nAO/gAm4NgHTMSwZvwTZP1Ra2+nmjYBVyQjryha2Sw7e9Q8QGbgHv42ah9GP+8C99AQ2zl2CfRd/gX/Uh1j0rEu2mhvFBJgAE2ACTOCOJeAyjpE0AhXf4Yvjh3DsqAktevfCC089gt80umPHhjvOBPQEzGU499cDOHKsAOjUC8/2exy/a8pOkStPE7PZjLvv1oyRaRcmBm7GzyHbkRTcxpWbzm1jAkyACTABJnDHEXAtx+iOw88dZgJM4I4iYN6PGf3S4J2Qgcl8/vGOGnruLBNgAkyACbg+gTpzjMylJ7Fl6SpkfX0ZFdJpH3e06D4QEbNGw9+rEuezYrAg6SSK5f+Ee4vuGBgxC6P9vaDd8z739huYfXYAVi4fDB/dZnghtodPx3vfAX7hmcYqXOZSnExfiU27v0LRdfVQvzua+DyG4GmTEWiQ8Wwu/QQrpq9EdnEF5Ga3QPeBEZg1mvKcjDbjxTu2LMWqrK9x2aAvleezELMgCSeV57k1aosefwrHWyP9YJRvXUHXJ8Sl4/gFmZt7k3txV0U53No+jMFjpyFYx+cgZr20Bpf8x2PxnP42fLSTrQLnP07Fph378VXRdWjTG9ybtEa7JwZizMiBeMRBOE4kix9YF4+df7mIf1k40vPdGuHetp3x9Euj8fpgX2M+MKP0zG5sSczE0XyT8m43NGrrjxEzjMcAFlVCe9U10SuZ0Tab5/XAn8bZ8qGL85MwfNJh3D9wBqLDjJnTE2k+JiAu/TguXBbjTnPk3rtQUe6Gtg8PxthpwTRn7Qe/IjcNMxdk4KxJJirG1j9sHqJe7ghHgc2K8x8jddMO7P+qCNYp2QQ+j4ViTtTL6NjIjKL9izEn0bo23Bq1QoenRmDWdBpjyPMtfu9ZyK+lddW5N0JmTUd//QKp/6+NZr0VV3qg6T3/h7J//4JGPkZz19q8iu9OYOfqLditY9ICnXsPR+RUmUnpyS1YGr9XYS3Pn7B5UXi5oxFpVbWvim+Dho65aD8WR63DiRIBVP5OzYgOg5/dAhXzRP/dkscmWGmnY+SO5uwL//U9PqkIRMry/obfgxoPoikHq2fOx4HzYh4LTn0wbcV0PGP48bI+PT9pOCYdvh8DZ0QjzL7j8oWG31N6R6sO8HvmNYwIeZ7GSnmmU+vO+d7d7jnifEv5SibABJgAE2hIBOrEMTLnJePNiAxKMBZGmy8eal2BglO5kOwOz54I6F2Mvad8MGTiULxIilr5Rw9hR/o+yifyRM/IFCztq7VITMiJn4qYH15H8tK+GuNBFWgA3XOI7rEZBnMekkKnIPOS8C7IyHrsOTzr543GuIKCjw/io9wydB23FssH+1gdMfNnWBIwD6e8ByB09CvohlNIi0+VDCb3dkGI3xgKXfoGvSP5zQhkUCa1e4vO8H2oNSoKTiFX7ih6BvRG8d5T8BkyEUNfbIvyTzOwfsdh/IPypjx7RiJF1x+g7Mh8jIzPh2/gEPg1LsBHOw8gr7ITQmKX4YlzyzB7/efwDIjHxtCucpuvf4SogBXIode5eQdgVXKYvn3imopcJE2IxB6TN/z79oVf927o2bmVuBmXzubg1KF9yDpdTE6YJ7qExGJ1sPJsBafpWCzCY47i/9o9huee7YWeft3h3YT+83I+TuWexfG9e/E59detmT8ikhdBN3SgsVsdieh9F3XOmHWkjN8pOTPjMvE9bFXXzMhLfhMRGeJ56tzyAH4sxOd5og/uaBcQh/Vh3ayOSd5GDJvyLkpoGhgxJ+o4Mn8k4vN9ETjED40LPsLOA3mo7BSC2GVP4Nyy2Vj/uScC4jciVDv4l9IRNnobfur5OiYOfREtindiwwYar5+AZv4RSF6knauSVYm89MmYue0i7uv6Ap57vhNaSnPxMA5JbZfHcNITf8G6g+7oPXAgurdU52qJxM/Nux8GtT2KAz8+I83Pnh4FeC9lC/ac/gGVtzu/SM15+vG3GBAdgwnkwP/74CyMii9G37lj4LZjNb7qnYD1Qd6ahUpO4O4oTEn+Gk27OGYyP/Ai1n3QBkNEn1uYcOr9FKTQGP1Ec9b+eyEeTxsGL8TR6nXwbdB+KspI4W/YClzoOhADn6IR+XS3xBN268lEghejEPeFG9r790Vf+pbgUg4OHjyJwp/EN6YdAuLWI6ybraOmmbO0kdCqQzc82Fo7Zx3Ny5v4syJ98yJw8N4XMeTFTriRsxM7T9DcoW9uZAqpe1ahfJe3cRimvFtCzpQDpur4mjzRtd84jKO10qlNc7iVleLyP77FR++nYu/RK+gYugox4pta7bpztn8uMEecbSpfxwSYABNgAg2OQO0dI/NpxAdH4kCFL8atXY7B6i62iY6MjEjA38qJmccfMHXrcvTX/qGWDM1UnHfvheg90eil26A3Yf+MUdjVZQVSQ1Vt4qocIzM+WxKAedmSB4Kpmxeiv82OaUVuIsIiv8QLm5MQrNhqJelhGHm0N7YkBcNivmkcrAcCNmCbRRvZjNPxtFN8oAK+OgdLtHUEEuSO4g9Tt2K5tqMmMtpGkdF2jRT3gtZp+nMWq19fAY9oTfK8aTemDN2AXK8AbNgWhlbC0IwrQj+tRHPFeeyaE4m3T/8En2Gp2DxSa3iasHtKMP7sFYk103sCN9zh1dx+h920fwZGJPwN5W5dEJq2HkFqqkM+yaZPOo6HFyZgUlczyty9YH+7eMdQbMil/Wly9vaRs6cO3SXiOTr1PHkKXdFv3DgM8VUcsk/TEJ96QnaUyRDrsyATs7WSXA4cI5PU/1PkpA1AdMwESxTHdGwJxq/6Gm6VJSghrh1DtlC+hpWDiF6uj1pISe5u6BW9B9HayXV2NV5f4YFojVNp2j0FQzfkwksa71ayQVzUTxoDdfZ9tuRlLEcUMmf/0epYW8bWgwz2d8hZt2oniraHpnhi4pq37HbvzXlJCJ2SCeHDw+MJzMpciGcsw0TRkqxZeGMNjY/A9cAgrE0Zr3GAyfBOCsWUzEuo9PRH1PZFeLbeJRvzkRwyERmXvDBobQrGSw4kbTK8PA+FAcqcFFL7wUfxfAapr6lOt2CS5IbRG+fZrU8dk/teQMzOGfDTpuYoc+EaOYRB61Jh+SxIz3beMTq7OgiLKqOQTvrm8uMVB4gU/7TzSJrLf26FSbbfEoqifLJsEpZly86pbVucnbPeAauQHKbflKjpX5ey9yMw7PjzmugTzY3EUQjf8z1aDkhARpVn9URUbj2iFpJinpvtN1hVQXRz4IjKLRXrLOeyH/yVDYQq152TnZPWzW2eI042lS9jAkyACTCBBkig1o6R+OMckHgFgwzUsYQxOS+bzLsHZEPfUn5F/rNKDkU/cijcjBWahOM05nP8zy5SpZMMv6ocI9koE69qb+csWEdNGEVRZZORRcatiBzsnhKAnP77yKDVH5syn45HcOQBXPHQGAxl7yMiIBFXBhkYNJ8twcvzssmQtY14yO9WDe9K7fPyEjF8a2cpimR9u2jTIHI6yODaTMZf+0tIGxOCzPYLlDarfbmE9LDRSK0IwObUULRXf01Gf9Ci63i1bzEy/yx22EXwzA+hKxdZHVYJpRqhUd8jj8exhYOwtflYdP9qAzkV8jGjNs9FYe3MXrpjP+IYzrjM74Fu47Bn1WBZSl2qObUQn7UyjmSZS/cjekwCOYh0bfthSN080uqMGjlGSjTvWHP98yQDevY3eGXVcrxyeY08Tm6kXpipzhMFhnq/bxQ+1Mh/5SUOx9bOIkqpGfMyckgHkUPqHSTzvJSGMSGZaL8gixw48Txy/gNWwjNWW0PIZmy1fSojQ33YfvilUP0tB7v2lrVBzuUhu/Cnda6TZWr//+pmxJWq5/ut+l5Ja37tGbj3isae6F7y/FUY3jP1AG0MiN8IZrvQPVOpSybGIygN7ddYNyZs23c6PoA2Hn4UYR8DJlbJcg/te6WHOOsYFZJDF4PGy6gNWt0Daby3o7BjCLbTJkkb0KZF0DK4L1CdPtuWKuvvPG0O0D2WjZUazdmOCNnimEX1Y2cmBz4YZwMz9DWspO/UWpxp2g9xmRGorryVmb5dAfOOwVenkqfUzWqn8qi+NZYrHKw7p57gEnPEqZbyRUyACTABJtBACdTSMZIN+ZSWGgNJA8piQBs6RsI+lw1sfWRGfYD4wz8A73ZLU9SbqnCMCtUCsa1pBzuddrAdjBY5PAGrmmGF5EyI562D1waj4rHCqKMo2I/3oV+cXDyzjKIKg1JaGkS36F0Oj4KpRrpIuKboGUWU+ijGtpmiNqHF4ymC1F7TWGG4jaGdeKuDlZcYjPAjj9oZOeZjCzFoYTnCNQVxC5NDMGbvZXi26oclSePROZ+iZNP24JISgZIdU03EQTcueUikyN9BisC0D4rHsj+1xtebJmIm7T6300ZkKnKwfEQUDl3RR2rMtNM7IK4UQ1M3QxfE0vTOtGsiAjd/Q7/ROmQO+EnO5ld4hvKvInqoTowYs9m4Nk39nepIgnb77VW+LqWNQcjHfhqnXDjjoSgeL5xOLXZl/lh4CBbhOPJoHDKlyqlkeAecRaCRoak6VXQQc9weeS6JSOSkH8Kr3LG3rA1DJ4DeOOsFqltEr3bw/9K82PMv0XHFmK+vL5TK3DqX5TfTEcW5wxBzxhsDgvsAR3fiaPMJSCOnVDjOYv2E5A/Dzhl+upxCbaurYyLPsVMUqaFI2YcUKbPc7Kxj5Ggc1fWuFJim70QQbVpsqaJ+mrz+juk3Q2o4Z42/e86Oo1gLm+CTQpF43b5OCW2a0MbDeZs15vCx8ubLx37a6LjCkyL94zctwqAaSoParzvn+uQac8S5tvJVTIAJMAEm0DAJ1NIxkp2VgqHqLrEeUu0cI9nAHPblQBygROW7q4oYVeeYqM0SilCjijDWLnplO7hWg1vNZ5L6UjBUaYvN9dW+3+rUqQa8eN7bHbbpc6XMZJAMoGN3lbSbvF3Z1SZjkNInEKlxgGQ7VEQ5ctBf83uZdynZ0tYomLwLD8nBG9tkN9aRo5FdSIkx9/tj0nI60mRJ4FeMofs0O81qex4QkZQhuJq+Aut3ixyLu+wiSdK7v3ipaiO9hKKAFNGjw3b6PDEDftLzjj+lizQKYzRgTw9s1xis0hwRx/f+MNV+bIQjvNITsZbxFuPwNjpsU6IYyjBaDG6NkyE5JjCKXNjOFdWoVp1ZMXdCUDhwJtx2Kknxbs3QdVAUFmrEIKpzAqpzjMhzonlBnpMHFQvNsh5Xu/WfKXUuGxneJFZwIgNZB4vh0SsQIc+rohTCIR2CvMDFaJM2G9soMauS8m86UjHn2MlWgYzqmDjegDB2jMTRrvSVm5CVT/Nd+vkZ18sq4dHUA3fpQP2C8rJ/SzlrTe5rAvefr6NMiEl4yFc18vLDwPGjMdhXKxSjRFUoKqv7RtR2zjoaQFMudiWtw96cUpIOET+izSTS0pTaa3PPz9d/JKEPEkm4tynkLjSCV/e+GDnBWFREfCNWesZqjg2X4f2IAKw9o6mZpXuHeHZb+A2ZhsmB3exFJOzWnfZmOqJ77q/I/sYENG6Hx59WRVxuzxyx/GkgwZm/Zn9DBysbo93jT8O3GvGKW7/O+A1MgAkwASZwOwjUiWN0cbiBGAL1praOkRQB+fQJxTiuImJUrWOioiUDavgFvFGtY6TuutoYPReHGxzxkTrqQDxAfa9zjpHlyJ32WJZkABchQJtnJD1WGIPZ6GMbMcq4bIlKiavUMRDG26z2B5C+OxunvzgDEowjNa5gLIwLVvJX5CjJnru0xx4Vo7+x+F0wfjmQjt3ZJODwZSF+uqsF/EJXYpEiZiG9xxEfy8xWDVib45OOHCOb54njZ7seegerRFjGMqSKg2AUlRTPXQDMq9IxsuZMaY9hSo5JkdERUNtlqh7jVB0jMdarUPCby7jmPRoTXmmJs2/H4e2TJl3krTon4NY4RhXITZqAyEwjcQzKgXMq76Uqx4jYUK2l0svX4N68jSY/Tdyzkpj8m5iEYMKQtihYtwjrickDmry76phY15lm48CyFmzEF0x0pCyYjpT94o1+c+fhDb8O1B5H61/tkzyGv0vrj0+e2S8VYBUKjbujI7H5DOjI73b6nTr37L9HRmugxnPW6K+Acjwtm8RqfMcsRVT/LvBqWmjo5EtfBiXaKDlsz9J4fLsfMbM24wyMRRlEuxdgnsYxooeQ2l3SwuXYe1ZVljT+89SyX5wmX0u5xm7dWdwPKT8uIus/6NKtCYrP5OOnxk9iRtp8ypO7DXNEaZZ0PDciC//p0g1Niunb+FNjPDkjDfPrP3nvdtgA/E4mwASYABPQEKilY2R73E3PtnaOkfzsuOtjlTyWunaMyvAt7RA27fMo2tpNCfujdFJU4d1uSJNyEGx+qnOMpNol+qN0dhEjSyK/jTiBI8dIRIzGlWKi1skTOUZT9+Eei2iEfExme6GtIWl1Bjz7LLAICvxv7KuYfdiLIjDKcTilX6W+4cjURGmsifItMUCpx6KP7jlYYxYONu0x4Cc9L/c1nSMqDL7sPjZOuBo50eY7qa8XO9e7uiPTksNjHzFSk+WveVLkJZMiL8qxJL1jVIzPs8vwYJ8ucj6V9sfuKJ08T/f9Tnu8VOSsTMW+69boTnVOQHWOkWGel1OfNtqxLyWn7Reji++iY5heqLpmrBpNtR4zVZ9kOjgXofGfw0xRDJT/Bw9PSsYiSRqtbphYInstByAhYzKsZYDsI0bSpkrGJbQetBbplrO1jhwjZVPgXyQSc2A57o4ORv4IzZFcdYx1xxbVb4T1SGGdzFmjYTkyFy/FnJSOVVrFToyjn3LupMhT1B8rlo4Ck8CI0fE9ETHa1T3TXulTtKXiKkquVuAuz1bkjCmLg5zfogNLEb7mFK4ZRSzt1p3WYarEbFVMRBHoufi8EIrwqJN1U5M5IrdKcFyAytlqPpkipnPxeZs55tTi4ouYABNgAkzgV06glo6RyLmns/Zb22GjNpne8ndQSdJ3kGOkHoPyIONcFkTQ/CjGsodFTKGuHSM5X6X8LftCi5b8ATfaYd1Hx66EPSCJC2xFu40GOTTVOEZqsnqlxqDTOUbmIuyeEY4NZ8rtd+0dOUZkfAz/wB/bdNyUPI9TlCfUh6S6L2eTFDHtyhtEAkSOUz9SptMJYyjO2Rdu7dGndycUHM1G4TXaRbcT1rCOhXfQZjlPSiSwv3kRI+wUBq1jauHgjPiCYDrzGqZp8nqEs/BuN30ukeog3Ec713I+kOZ9ZAxOuxGl5KipRpD1KJ25aDdmhG/AmXJvuz7qHSNRP+pD+NsKPNAjpXyK7YUajnKe2KdPaHM21F18a+5Y7RwjxdGiPC9fqukVL6uT1NuP2med8ply7LJ0qKJKJ4zeN/+GVyVVOjkC++EjtWGiii/8bKdCaCS+oPLV554JB+pjPEXOjy4vR3V8WpMCYPp4UOgUb7dPU0Qk1HkzDplXNccW1WOh2m9EHcxZo0G8kjEBQcnf2jh5skFP4VBYhDOlmxWHrUzz7RK/VjcQ7HLWhCM1DTeibAQpqptN6iaHgWMknDD9ulMeRm0YfuENXWRKWmfXhYjLk9hbz3NEbpWBsyyxum7JGawOBf8/E2ACTIAJNBwCtXaMyDQko2cCvhyYopepJkbVRYygRDh06m90nyi6umzSMmTf6KmRI65rx4gEhuloVsyP47BVW2yR6gCtoXpIWSS6po2miCEXEr4TKOfJrjhjVY6RRUHMU3cUx+IYPatxivotRkKETVFSB45RflII5Sgl2ynqCfnhnLRlSMyiYypohu4j5xgWIHU0Nrq8jGbdMXKOUVFNdbdcK3ogJNODkNZ+jU4627JUNByck+sWUa1ROPtapkVuW2rzkT9QYVZS25KcVbkOVfY1a+TKujRFxDEUF95I1RiO1l32ZzVOUb/FCYiwKXKpd4wUw/73a5FC0Qc1191cmoVZb6whSXq9EIVQP5x+IQjvkGKfLEqnOjLWSFltHCP1yCXpv2MdCYno1R7r4eOkci/XKKspzgVZk/JRRzOJdATvhV+GLJJgz0SNZlpzlapiIqunkfKjYf0u+4iRZdNFq2AnrdM9aDVOHMe0ygWqMvP3qRLX9K5XM32tuWymXZgYuBnfKI6T0HaxOIe6o2S1nbMOxk5VvdRuKCiOaAFForWy3Oqmzs82UV5V+MRuE0o8J5SOF6dqVUMLsS/5DP57uCi2a9Qmq4CLeJ5Owp7EXezXnfIMiny9erwvMlUlQ/pW7ZoYiM1N5PzAPLt1c2vniNwqyhV79Tj6ZlpLRsismkjRQ72wRT2sLX4FE2ACTIAJ3FYCdeAYUftFpCF0B+6P0huY1TpGklNFstMke+ve5kkMoSKCOPsB9h3Nh4lyAwbErsPkHo7P9FvIVXeUzXKhze6gUrTzB58+GDiwOxprCzgaFkkUNU9CseP+KL0D4/D91hoptvkbgs2mZhPgfVjU2/kF3oNWImm8plCp2mZDx0jUQKLIxyYbiWpnphIdgzl3YBmi15/ED5W2tZWqf0DF1b/jIMl/rz8p6rjYSGdPT9wAAAjmSURBVA6LGlBvrsC1N+P0jgb9Pn3yTKR+axARE690xE/UVYq+gokpVNNGGGhKnadv7xdzpSPO79wpFeN1o2N0VidE6YOQLR5LBt8O7ZErWcmr2QRvHBb1W2iODVqZhPF2RTqVCI8mx0g2zE+g6aOiMKg3bhR8jIMfyUWM7YrtKvOqovd0zBjaEjmJS7CD6k5Vagzbm3aM1FpXHtUX8ax+NG/+CrWo8z8b98DYVTEkB18uFc5dfvpBTEgYBry9FHt/Owcb1Vo9Urs3oaTnBMx9w1vJu6I5ZBNFlWTgbaIa5rx0TJ6ZigJSo7MvKiz6YCC+IBVyjcFJUUR60gbMeqYM+ylXKKt5TzQ5eQ4Pzl6Esb+/F//4hPLkxFrQ8RR1mt7C356IwPReV/D2ovU4+QOVQlWdAEu9MdsaU2Iu12LOOhwOdVOICiQPm49lr7XBl4kzEPtDV/gWnIVbyEK81fc3lBaUjlgSWfmWIqBSfSXk4vQD7dD+m3cxe9F2qaC27aaEiOKOpSjODl3NoxJkho9C0rnGUnHbga/0xeNdfODlUU75SiexeysVd/28BL9QYezYdZNh+USL9huuO6Vjkhz3WpSHzMXExxoj/70VpLZZgI5q1LO+54jULHlDZ215COZOfAyN89/DCmJY0FE9PlyCw2sTcZRqAHcNWIChvje/ZvhOJsAEmAATcH0CdeMYiT8vecl4c/pBdIpKRdSTlGMg2btVH6WTLqIK67HhMTgsV/+kH1I8auuP8YvnaBTTpKdJZ9CF3VSrH5tjfRW5aZge/Q7yRNEf5f3Nug6iwodhsAkiyP9NRn7ym9NxsFMUUqOehNRTB4b9P7eHUQHVEnQatgTxI/VOj4WNU53R10cSu8LBnzyDdMvOq/Uhppw0LEvMwtffC2UqRw8n9a3W7fDEkEhMfVlVDpMGAzlJC5Fw6DxMP14nDS/jH7dG96KVz2MInjXdZozEI3KwOnI5LvzPSqwa5EO/KEHGhJFI/taRwpX2HfZ1oKSCjzvuR1RChDQeppzViIwmp0ZpnGeXYVgSPxK2vo3Y0Z9P//QFcGs4h3RzhQpifrICU+MOK4VqRbupztOTExEzpz8s4n5Kd2zb6UZFb4cvSUCwUgzzphyj6ycQG7II2VSQc3bibPRyUCPJqSlVBxfJ0cUN+PPpUri17YIezX7AqVwymBu1RY/hM7AgSD/nb47Jp5jffzFOOJzL+o6oCnHyUk3H1NnbLGvbvV0Q4jeGos1fYhEeYx1H27GRnkibPXND43FS+S64U5HhhXGT4UdOmPT7ykcQmULHbA3G4GbnbFVDIqLoK6bGWb6Tbs1kJ/FZOtKn7SPtMOG5qLWYKSaH5btETxbKiMOXICFYW1RWRGTmA/ONJPYr8N2JnVi9ZTe+KrL5Fri3QOfeIZg13X7eG687a8/0Y2JfJ62+54j6TU+fqqglilXd5jlErZ2prK8qTirUwRriRzABJsAEmIBrEagzx0gyRMrKUNm0KYnD1vRHkxDeqDnaNK/5E2r6Rv31NXw/RV3KKpuiabXNpOdeLYdH86YOa7fUqN2Ui7R/cRTWnSghp8WdVOUGYka0xoFTi9C+Eot1Y3tUk0Rv/+YSymUYud0dI+MX40+/q0WbnebjXO9N50mOu2NHqyywonz2y12eaOVl006hphUdgz2KJHRb//FYbOC4OPdmo6sqcLXkqiSZrEtIN7pUbSetiOZtmt/EujB4aAXNPTeae/qaxDffnbq409JPCYr9mGjfYbnWGaGHumicOl42Y+DM2DiYZxXnv0B+i0fQrQrHtEZz1uluqt8p2/mk9tGeqbmsFJdJacN2rppykhAds0dyGt3IkfUfvxhz+vsYf6e04+toLtdo3cnt/Vkr6HBb54j88oqrJbj6czXz1+mx4guZABNgAkzg10igTh2jXyOAX0+bxZGPACy//DqWvvU0Wl3+FMtIgvfvliMf1BNJvaqQ1KdsE7Kd66U1EXqwvfqac4+4zVeJo5ljcOjB2ZgXTJk3+elYsOgAbtjkYdzmRvLrmcDtJSCOeo45RMcJ50FeJguw6MANEmOxF6JxrqG87pzjxFcxASbABJiAqxNgx8jVR8jSPjqf/+o+9MxUVPLo97IEL6zqSXmJCA7fA1OLzvB9qDU8ati30rzPcO4KRaI6++Kh1s7d7VLn7oVS2PQyRGokzKUCt5/9kXIZSLChhjz4cibQEAkIYYrpZZEadThZTOWzP9orOzrVf153TmHii5gAE2ACTMD1CbBj5PpjpLSQEswDziJQa+DbCTOIpPGJyLjkTD5P3XRcm9NRN0+sxVNETsU6L2wgNTiLZIeU5+aDSE0h3Fq8gW9lAr96AiK/bZ3XBk2hZCWPxifSuIB1dT3mdVcdIf5/JsAEmAAT+JUQYMfoVzJQQsQgPSwMua+lkES3SG5QChF+7Y8FWaJWjPJTcR4nMrJwsOBKvfTMpSJGEFG1Tbg/NhlhQuSAhDISR4VjTxMqcmtUmLdeCPFLmICLERBy5JvuR2xyGORlkohRFGluEqKvEeZ8q3ndOc+Kr2QCTIAJMAFXJsCOkSuPjk3bzHlJCJ2yF9c7tEPT4osoun4PKRurjtKvqCO3sKlCEWxU/Fe4r4MPKoou4LLZqEDtLWwAP5oJuDwBuYxA/Ff3oYNPBYouXIaZFBhXKY7SzTSf193NUON7mAATYAJMwNUIsGPkaiNSTXvMRZ9gS3o2im+0RLeA1zHY16tuFO9+ZRyqaq4pdxe27srFlcZt0SswBM8bV6lsQD3mrjCBmhIwIXfXVuzKvYLGbXshMOR5B8VcnX8urzvnWfGVTIAJMAEm4JoE2DFyzXHhVjEBJsAEmAATYAJMgAkwASZQjwTYMapH2PwqJsAEmAATYAJMgAkwASbABFyTADtGrjku3ComwASYABNgAkyACTABJsAE6pEAO0b1CJtfxQSYABNgAkyACTABJsAEmIBrEmDHyDXHhVvFBJgAE2ACTIAJMAEmwASYQD0SYMeoHmHzq5gAE2ACTIAJMAEmwASYABNwTQL/D7JUZ0/czMj3AAAAAElFTkSuQmCC" width="575" />&nbsp;</p><p>&nbsp;</p><p><img alt="" height="557" 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" width="586" />&nbsp;</p><p>&nbsp;</p><p><img alt="" height="344" 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" width="621" />&nbsp;</p><p>&nbsp;</p><p><img alt="" height="331" 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UiiqXjhYb43d7oLB7H9w2zk/49MqDaBiJ7rgya4itO5GYqNUsIdEd4qlxHrnBoVrzAnsrnnU1peIXABn6gYBKoE/PGVAzD+/Xz7fJRHOm58Gtw7q/Tfpep0h5dhhOs2vB2Zip89gxE/R62LWU+WD2YeboDuAcPQsxVwODEaCSSHbtsBOCjVHXVoR90BmX58JQaMfx/5TMWQDFxvsEUc8UcJfydwiHkj5+FgcRP87ZWX6U4wvlHJUHbnh78JbFqjujel4K0pyzClk1Zfn08OxLCkX9H2zdHo/1pNXNgch7j042TXkn4PjsccHTKIfF4PSHwGtd3bHT4Nye692gFBQf3gWfsy2XQHkCbZpszG1NtgZaGW804NXYxVZBim/FwTHVWbZwJyzPYnERrdD+7bQxG85iiuuzSF/1pWy6tqQmYOm5nxKzcq3zIKNoqyMoNjfLoH+s+LxmCNVSVuVzCMw0+hT8xsvPLLagROTMV5Un6tgt6lhiOKt04bQkpW6tJ9tDeWrydoWbUDQvuKHTKGjFpqdCS0mDR17us8QbIO34ZHRhuNM3WDpEurILxLL5PtggKqD+wfh+OPdsXcxcFiRFhYayyGjKHLzv7HsBZprynnUSwbXE4eKVvnsPfgMVREnTIt17edReKoQGw8RU4LXbYddNlkMshn64E2Q6Mwlz9DMETCsOPan1CQTw6XR0fMSlFFtCmStnV6CNYd+RUNCbp2zeBSpCRsRxBNma70Ik8ELV+APjzVU7ATkwctxtfU7wg3gsLdQFC4aoNL2CvB5LqaNbUXYOfkIdjaYqEGlabwQ1JKWa+rnB0bjkRTdib9Btle7+Kdl38UeHtH/WC8S3QRDVuW4h+GfV6KslXOzwUuLtXx8twNmOwlUZv4eOukgViTS/T1pCh1dE96TgG2jffDZy9vRXTPCuyUr3D+Mhf2ggGyqibeTqZmWI3Tfh7JgcOQQLz0aO/lWD+SK3YWAZ6M8cm3Uf+h73H8vFv5ENUM7G/i1NgOYHbvRbg1RkFuK6DSm0GLv8YtFzonApIemrQQfbkzXkRwyoNCsYswUGt1Xyyisgm8GAGXGVuggLTdAQXo1PXmcuFn1Ow4BcumdBKNd2b0jdmOJ0Oj0c99O0KD1+DodRfqEV6LVdREcXFnOIYvPgxB8pkGSiiDJX3nll4uS8Zh5nWWmfRH8OCX0IBF8y8fxea4OKQfF1GgXKghea0usmbu1IjGzNzT1FitN0RBkcDYQExMJbmHWugalYxgFbOJgQXq9/Jog6FRc9FXyhQIQZywHbj2pwLkEzJFqZG+ynSHiFUIaMNnZiauNx6AhDWDteh1gi6Zip+GbMQcFYRPwbbx6B93HI92navK5NC5xg7BGKZ4BHWgvkcSYzA4dP+NOENc7B36MT2TMwwZxoJe+x8adQ9HxCieySnAgXkjseSYC4rz80kPmzhfefHwH5uDnskEJ65xZCWDM/M6id0J2LCgm6zPCrKjMeHt/6Bmo0vIOWGip512anKw1HcOikNVZyw5L4dvSTaDoEJE+fJe7bFYM1vrrLJMzPyx85FJZ+7SwBcrVAGjfDLABu/voOVJrtvOk6zS1OtzHVCEthPWYLYcfGE6ZBAWiwoI7cNTES4jp0jy7b1f8KeCfAJEMfJryVdaucuPcjREQa4yRycQW2uOQK+baxGTWUBrVTt56jviQbyg5S/5naZOjbO8oqa/YK1QhjsGobMJcMJFr2sL8WHwYGS9Hq+gZXJ9foMcqnffwcs/snu7A/WDSb92kXQfg7gfvB8dmG0omwoqu0dfvlimO1qSHXVnZDrLYMWEzsaOsy46/nFK4Jt/SeDjMHzbaTaiB+uCCox/VHauW6vhiF3YV8qkl4e3KEjQYwEQmqLJSIpBRNItbuJZ8+OFfF69sWjVSDkIqrF79XKTskrREyLwla0Y+fnXYbCly0Ayp50aZhj6LD+FZ9Wwr2wTAV+jZyKHYbPhwOzeAgJHA981ZFg2pujPhwimkpGjpAW1QoUhp1D6MiYRGV9LJWPcGeIMn7MUvpO+xst2Mxd5iPefi/9NjafaUtHqEhVILorJ0UglR6OaYPTMBgMF0b+f04srYheKwH8saw52cfvio+fWkJFgbqyrjVxPKofhhmvOUl9M2NfMBOIyn4Q1KcNT9GZ9JFOQI5KhTwZXY6edBIaE0h9Jj0epjEtzTpAjxaQM1pAyoNMRPoI3npCvPVvhogRgU51QUsTNsG98f8SRwS4bgvIrJAO3yEfzTEe8KPBT7BX0Njnbz+f1wMxM4cC0M0+Eh9pI6XQlpaNX9PJmyBH9Ev/YGg3Rj2DfH4JzI3QN8Eei4ROSjkLpzG0HZqP37PPoxxtrz5Dyn3IdkzQ16YwnqLyGmFlxXFQ7Zfw6YQfNDCAFIT3HRgKg+04vpDBedEQUJ/9e8fxlJuyZARKKa6PVSl1aoDx/pRWCUpVZK4KwiwVGMmjXy1IphN4RdnKP5l8zcWrI8eq2oy22Ck4k/7C1T8AOteOieqAoy46i2I2c9DRy0ulv7G5MvT4RKcEcy+jOKECH5JDk56ln1VE/5iwH4OueibLxLPLvAdyS77bCq4Z7JJRixiAx42uc/YWVxnJnSJRz5xOHE/9etOOQqg0svdHHgkgmmRp2L6YXYpw6IKLZuMqQrNVd1QciyZb8Z7WylBnCAZtQJ3QxgpvtEwJIuWRgdl+sdkpLpmyZ7xDIcfGjINgvlJFdQ9FqLkSl1wlOz9JqmCvLDZEX9zUzidrK90ibeVRWzt+l/bvoWB1ADY3hK2Ucv+uJJQt64vIyFrS5onM8RZ5I++takwAUM2BmIvNWdXIsU8ixFFchOJXBh/B8NFUPPL5XhG2/rTOAnXVqmEyNcMd8HTKXyG9nyCHfKDjkYPwy3xWz9AFIThge2KLgpejEM74tpDvhg+xuO8iI1pZN2EjW+5Gsv6JGdxTuVSyu9NZliNg7iL49yHG9pesxFOgeVxORtK56H4p2BkMa0zv2djnP9C6LNktAdjcp6MYDRm7oOEttTKrvCAUHDIEmQYgZempKxStyME7ZAf+9p9qptlHgccg5jFDPI6OfiOAJhZIDLtmC5/vJfUeFtE8f2qcmoCowGbd7tPKkzHfUrh11B2W6FBg64Km2KR1Ke7tfYPopjPRTMl1M0yI9WZZo7y8L8I387FXEChkjpjeYHWfkLdkpqqXiLWYjLfJApO6cmRMuPqdYY6eW/rwYr4/CN72oTLbLWTHIfcVDx/elp5mTTg0TGL2xGtqMBCP0fDdqUFNF6I/H+lH06RdFQCEPqwYGUYZH61QI0Z+Ik3gmaDyGdWyCz8O7U+RJbTSLl2JDo5X2MwAkZN5I8cRGtUEjGavXKNqUTtGmBwVh15sOwNypUTIuLlA7JmBMMjYfQWbCQ6az4sQpMIp0Qakc51gP88yF3fIM6Zmcfk7DMjLUCJ/P8HIKN+LtMYHCiFrHRHS0kty1Z1tIimoAGePreQaK01VlCPI3iQbVLYxxGnFFPJP1tcwhQB2V6fC/mzupNjKsuuP9VomigmRGyMBktEzSQZvyYZHcuWSCuuti/I9DCtL+fXL6qoxccbf83ebQg9wwUKGICdGp4/CtMGjVyuAvE2HPznsuMN0MspQrT7XTyebUDNiERpG8dJI78C5kHBsNDUZLoc9jYZrYI8L68p7qgfFCL5W9OnWjU8POY0XdOAMMpHjPtAJevhmyAlCVaTBDZnU9LJedfQcKkMqNds6diVVSDwTrf/hbwHSxP8LOFXTE12Y/Y4ZA79VA0LuqyDqj/3w3RKozBZQF9qMs8C8qOFfT90mRsZPPBGH8sI5o8nk4ulPUrVh2JkR5veOJEuB5heGhlO26RtkaTSDI3Kn5fN4b2PrUejqjEmYgyVkJpnClZlHhnJLgLmTd+W9ZEGcAdnopzxONqWvGTLtdfVi+O8RluLoEUnkVo98EXAqS9iDIzWPokbAGxkS2eTklf5YcEXWhkuFEKhmWUMyEoM+3nbSGLeOJMDbkVsqqSmhCuWrDXPg3ipSrAhHKuvla1KVLbC+TcHagkgXlASeN7HXWqbEjU8kaFgJM1yRZfCTaFxuary0hu63Su7IMYmtdgbpxZgNtxfNOv6bIA+Fera9lDmFvhgYpGKlxqBnJmvMZljUPljbGANOzNTKf6V1mz/Xfh04JqgoIHhzTR7VVd0SbQZLeZeLUlI5XlGCcsnpx1tZuLxUqFcmagcktkaSkDoWv753xOiKyiuXSYAGsYvH/5MCXPVnNfsvvcPWuBO0reNTlu6PmdtSdlemCs77byyQwW1pDnXjkjRR4bizJxjPZG+OtgbvRIUk1poHziF3eUulre/eVli/wMjOqefKgDOfFgumjvumF9VJWmAc3ygsN76RTIyq6Y73VGNLMaAkHZiuQkawOe/KYOByFeoiOiVPDDKBhu/HiSqW0SLwAX1NxLc8iMKZOwOOzOuDrWawhjuquXeuh3egITO/WUPBWGeOufHSVYtAU5SI2cCKVkpFRqcoAcCXEBXHhiUyk78tCzrFj+FLojWF9AdMxV9WsyA7N/0wvTHXZjLfTT9F3qHa7ZW9Kx0oNxhJfyuuWYRQZcyXi8eXJJPyMzOvIqSGNLSLJmDgPpleBGWMfPI2l3p9jany20NzpWq8dRkeIDeviXjOl2vXf8HCbEVgSoW6mZ+uNBjSGJxNkwbg6Th355Ab7I+it35ugLLPRzWmnRuSJk/3TqZHVaMA6Mv5KdmpA/mggBtBlEZ1a2t/A01SCpJpyr3JOlJJDcU2fvSgJbzqHgaeHGuAFz8T7Y/iW85qeDq1Bwxx4NTQyo28mOhpowyaA/xuZ31Gnp3sj/P0lTyd7AiqDv4wCUdjnib4SDXWcZ+LUMIEUfHmUJpLEFcsjVFqTrLsMcvRUqPGujxu5x8Um/xKH+Jk7NeuaJMn9NXylooKtawei2sSAY3uaBcyU+aQkBcgDBGJvYauqF3A0r0DIeBh6A1Skc8TXZvdb+M2x3mLWWfoC4+9wzJacdvpHoZ9jDOKOQlOaYnwfcwiGYfeLK5UGcsmZ/5oKqcTMA9u3YxQae9lUo3xzLMfFbSlZCdlgZrJQEE2U+eNighl2wVcxTp1B5ZH1R6i8OJnKix3aDOW7QyU7NSzQ3wMxNaNEnmd7SHzczrqM/Hzhy/eQtisHx45JvTGk814Jpb4wuddIJ6eEvTIj3wepbTaqHAGlKuCZCZKcZYGctY9hiSmNjHeCBat83m+tBLbYm7ieloOG9I+mTg0rX0rGotVpyKMeXOFz+wYKi91Qze0B7Qn9dguFDPyHQCOqV3WlrxVSFrUaxK9VQV2vXkaAGx6Ucgq+WAlsckdUuBsn+5cs31QOIcvuDqAS5o1yeTKvGABk+jrgO7O7zDL5g469iU2a4cTcZtI7GWeoMmU4SP2YV50YnJpy8IpqL8zhWOQRqehCU93I16wKSgjr+QwvOjEmQDaS5QqW8t1RczvqDst0u5kOhwJK+wX2nITHMavD15hlYuOJXzburWTe0meaFXlhpq8NK+aBCDmoUNrzYhns+XCbp6qg4YE5p+W4OR1L5dScHag051LMmozAdWiSRArn00gq5ziEG9dYKUNtvDSdhPBLvOHI6NQwpTwqn4w/udSD6TQp0qgmkt9u2FzPoUq3EAxtfQUfxqzAjhOQ01MZ0/yQN4g5DyIq0qEb1wTktfqvzcPC8X+TjUQzpybzRCG9lJr+DxzAfmrgv/5gfeoVosZiSXkwAbTk5GO4fL0Bho3qiVo56xC1LgsFjXTp5uwF6B26i/JBPMLFDjcJjexc5Ap3akjA+O22wfVcFXQLGYrWVz5EzApqMIXY//L0qUxkfvMdcg7SPnNZQx4pyZDFmCQ3hJmsl0VIR1GWShOlV87RGKG0Z7jbu7zis7T8pHzXkfHnyKkRDPJPn5ciJCZOjWm6W9pfQ6nBmZTmG4e64gM9vqBkQNXm5ZWaLbL5ARHIKlaVZTHBPuESgqQyJ/HrYqlIcNr/oUWrqq5EuNsAACAASURBVLhADc+/urfD5MS3nZimWxn8ZRSIAo3PDtQ2e/O9GpwaJhBHIZ9m3aivtHyOJqWWgtNxVFVWpO5tszvEz2gEsrOOcJ+vGPjSGgXHNuGsrhdB+iMrgxm+Beerq4bnMcPs/VYqiNYSFKDw+xRQ5ERubpb7eKio017k1hFfm90Ws3Ng/yY6clq5V/ul6VhOiGM80WV4n+m95s4Ed8RL5i+FBSTQA10pq1G+0fMcyHHxmQXYOrov1nynMtjYmSQ10kQ6TXWHvQZpu7ZD+e6QI6dG4O3iYPHumOxBWZaZU7MDXxFAHq6cxIFDBwVnGfVeQcjiSegkHKyZ7GQBp614imXzVDWuer3n3FqUTA1zzrY+xbJkmoca4ZtNnJoCcgL8qMTzNwLFmTFzKLya1EAVO4EiuWxK0P1PILEbZS52ssw6C/xsQ3gI9YtpAqWMDCUhfekPXjHYNE6NI/kmOzXMKeqPY321cLMG+jqwVc3uMnMYtrZOMQRl7PGYeam89GI7To1WzzrJK6q9sHXPwswSnRrTEj9pPQ1VoC72SCTKa6rL1zg1FW1H3WGZbgiUOWAQe392YOOJAHzGvZWVt0xbI/Rr44EkjVNTivNiTlFcPcSoS1FLdaft09JJp0YUCodfU2dqVE5N0VXkXy2iPtIEREfvxllCpFEilkanhl3MzI5qB4kWaOr5ReGiureE9+eQY8Em5n4zzQc5fZkhVYSr+VdRdPkLrBBQWorhSogxawgxhlXbOhI+cm+MqqdHEEA7ntCkp4WawR03lPIIgZekzIpsIOnKD3S0d+TUlLr8THj/RY0hxXsGGvEaZWkNcjmDpiGXCbk41Fms8phNLyM/R5OSHpapCbqI0YbaS3uMpy8R037PkfHnTPlZ1I0RUnRb79QojYTaemidU8N4bcAR9E5RpW7ZMm30vO5UVy7xoGauHedhVQmQkFL9uqsm0i4o5FnFCOM14xI4wtlXpcb1EmVfZfCXnUyN7BjqFsT3KRu0bE1CmkMzuJOfk1JSoDLnSAYkPq7N4MiKze68C6MRKNTfL62BaH3TtiQgr+rBP2gJPCqoZOnEcpal1eY411MjPPsk+qdTpllONPJMpr3+CKV0sTTzPASaHH5Nwz+KU8Pl3lEkREdjN0PCUjX9G+4RkxWZHXWOKi/N4U4N20cMalLDvlmmmZ8gl1N6cBVTp4ZmIJUkx8U7pOgJubSTKc64OliskisGA0v4qWTgqp3USrxDjsvPgrDrGamMxjSowRdnws+addtwdm0QAjafYagWUq+RqItz/6nWn+ZBJb5OmZ4su7GgGMHqzBd/Hy9Xc6EqC6lU1lRPc30nl52odKB8b3lGQZfVt+fU8ICmkP15EOF+eRikyibx+yr33LA1G8qhC3Ei8ztU6/gc6hvO3lh+JvQ6UhAjUdffI7KifhixiY5U2RVy/3CJPCdVEOjucoZsw2h/bM5jSnbI9J0Go7AcvKJajsE41p+jDMbAWox4j5NCR+7UsKqR76p1xHPGAzIpP7szek7eZmXIdMajW1sjRY0C6YBHTP/slI1n1OGm91fFt/rgNOc5mbcufInMwifRsYWxG9hYfla68xL0Wu4/tbqI869KBpWFXE46NWLN44ybwSp0MBa98McZf210Vt6sXD5l7tQkNdJODuW/U2q0xah3cbA+O8TKe8RoUguK0s5znaftuZHrTpUSIEdOjbr0gR+0NtovkVYS6Op6Ym44qJU7M2TfOjsIqeHtDU1dJTs1vMFZ199T0skKaXhSVOryJs4chgi5koZXDE3RwdjplaJE5MwUMTfm1VkIvi66vAM/8kZSKaYmCX04Gxphpd4YFWRhydC33Pg1oNWpFJKb7AxrnRqhl2t6Os4z5A7W0C6X+eucGooSMoS0RW6zdAAMHDXnT7rSJhGwIeqwi9LoJtRhR+D6SBUCDFujiXIX+OKGBG7h4CZXPH+ZRLCEuu7P8XcdGhVbGqe/cldFgZY/QosUxPiK9cmZ9R99scQPa6rNwBqCROUfXlOrlKDqCWFmBLJSsCHI6qKfySGViJ2kbJAaoYUbzxdVzc5C4/HHeHaF2ikrIaqXn4KQUTl4dcPbeI3P+JBr7O0AWDjB16bHzhTjjJuU1RMBDdhHLI3112a65R4KpfzD1KnRZT7oYcIk51xZkTjRywgup5wBCnAsxwVkblm+qEpuhH/bCa8UJQPB9jThUpAGpVIwUFlfkNrQrrQ7JJaXMSATjZHNz4bW0j/qKNrKqFmslPctnB1kArghR1ftO8JGA9seqMX7aMVBToS1mAShpOb430aoe5SkhfPIqyrzxmTSe09qe0NNAxWGTI2d8in2vd0vGkq+uO4Xy15AQAzr0DhRFTAwCVDIMkhG8mTvDMOtKUawCBlEw4VkPnfohPu6AY1WmvQ6GZwas8yeSbmVIwvM5C6z4MAijwW6vmH+bH2pN3fO7IBimES62XkZAVCc4BV5L8xmmIiboUqbgVZ/iaMUpqefh5sewliXqWFrCbs1RUScVH9UslPdf3lH9BxfRyXIdMbXE2+GGqoIHLGJ4e9O2XjmgUmDfWwmF4QXmvAW3dfXP/aWkFzVqxL7rAjbQ1MGWZrzMstaynJcFRQuNa3oB047NUJENPQaRqcqkWuhzpSQFXijD1tAwdbR6MtqCDSZCy1QgCCQ3vuzAg8sl56olaSI1JL8eKRSp88zNa4SahFzYEZ9h3+pjVP5Yis1gw6dGgmKToOgIyCvnYavqkFXzNQQtpWcAZGU+zUdGoy+qVB1MiU5NRy5jRl1aqjKEg9WoEkyHo9UYDJ5psbVEKU2c2oY+Aihw8TUVqLdgjERjRsq5ScipFF62AQhJW+VP5XDMHjH0gwiUyFf6AbEOXJqBF5kKGNqNBtmF3G4z5ttEbqRI/IpTk1t2aHRwUirjQBefiYYWhKMYud5WOqnmkdQSIbagAgcrqHM5xGzYF8piEQSVPmyy/8youOw0rbPuiBFdnql0puqHNzCwVWucP4yM+BFFJ6kX9tr55jId1XteIuOcTRlx2Roc36n4IkxDkEsGK0V5D8jwh6nh53ItoCGtR4e43VzThh87egtuCojh/Es3VUF6U/qw8ugxvgUcsoVDi7BqTE5Hhl10cX+fh3ytemxm6DQCVnEz/DqehXcecFWjO67Bt/RdCmOXmVafjbgPfxZRlVSYIU1zZnMyRt7BoO36AeSiguU5ZRTkM5OyHF6JpdZLFChnIMYQIipHS0bfYLii76BEbJc5mhRTDQpCJQOlWEZ7xB7royep2u2ZYN6g8M24mQNrfxWo2Zpx485ytSwfnQJ1U4t69jdGpKDf8pZZNEI3kvZIY6OJENPa9DklDkh/pFL4ScvRkHWUt89gX/2PqMAEsh3VGdUG5waXu6ldXqF56XW1oJeSPDNCaeqy+h1DFgixVPpD+I2hVLrz40qLaQyczYjrgVp4KhpejKWsRllBFSkh/3WNyrLPGNwasT9fPysEoiVy608XsG8D6bibw4Zjn3B5C4LyID5GKayYeSKCs3ZEd8JDjP125LzoIweUL3YrHynzLwiPZfZAgHUk5qg6kmVg3K1FYfGMwjL9YOv9eVnzHGOuIYgzZgGQlNcRmM7xAPSjowo4x21b0fdSZnOdGIATg9N0FQvOMUm+i85ZePZCUw6yVtczmh4SwBq+Rh/XS6BYwjrol65tGkYuoyNTCiH3SvwwnWMkQOOSp9qi4BExHBUlDIQzHmnhrpG9s4YgGVukxWlIxh9wcio+waCh3SGu9R3coma6hv4rpBmhZgBBUhGobs33vR7AhdSt2HPD4RRrTPmRcF8GE0HhmOM1xWCbRVLLBQFLArp2TmeGEr9JG1p2Na6qHVC+Zka71rr1DyEI1nX8ZS3iFJU9NNBrJwxjzDFb+uGJUlGXVEHTJrcH7WyYzFv0xEausVr5lWY8/rBYYI9TFCYYd+h5xLVDBb6d3tODZ/HYMwgODpVrqiaYmD4GHhdoZkoQgmgpFCeO4Pc84/iyT/bcGL7bExjc4R0UJUMDnPvjMH40HMlFvZlvVBSNiLDhpZd+6ED9mMzG7hkistPgvpN6q1a7Qh9zcwSZAJTgmZVTS12bPwpc1IYKEK/fl6kLz7CDjYF+zca7BW5AuPa8JQpc2qO4+Ue5xC3js6PMjQT1sxWhogqmkxE6VM7NcIdplk9E8KxHe0wYsJb8kRtPjj0Qv1X0c/zR2xPpwnT/ecJGPIgnkqYG4XU6x00c4rkVzFh7bsct/xnYPTf3JH3wUJEpZxE01IYZRXLX3aEPZ8h8b96eI4Ny2ugDBk13FVhBtOHuNGyK/p1APZLQy5rEZqNXRhKThB5VhWbNKgGGdHzTAlGIA0mixyzEDnN/TBlVB94So0l4jAwMgQ8+6CXB/ExofO0E+Zs1cSt79MxPzwGRx8bYVTIJjXK9m5iUW6sPB9LkXvGbzvma/M3CPOClrlhsgyJLPVkZdTFG8FD0Nk9R5F7KhlqfJ8owyMOu8P7TT88cSEV2/b8IMwz4QNj+QqE+WMfeyFCZ6iIw4gzccmQ6RR/aSbfHMpxzmesL1GTPWUeBOmKwR/Cc6U0a0gyrDNsLdFVZDRxbo4aitSRyOT2WilltOb+0pDHTJoL9DDj99fq48pnO5B2hEBn3MipjSVZqCmxUcMt60FaqJSVHixUCHjlIPtyY7R5ohrJ4CISIwmYywbZ0rygFgFrSNErowXyqEoh/MporJ/sJegx0ZA7gTrt+qFf01PYvPkgDTHm89pUqHOqmWSNO/ZCr9buOPmJREP93ZPKYnOqMxnbFKekAcOGWRImPTUCz0Zk4ToBf4yNm4ZOhTupNyYNNdpWRdb3TyJszgj89aEfsG/RHMRkXdJG+VkwYsrXeD54EtpfWYc5MTTwlMB8OMQxN1rr6mf7CBnXJFxq2BG9erWGOw0mzMjIwhlh2K4Jb2nGFngpc+YMTg2n7xk06+6HrjVzJfraH3BqjwWNd1mcMRL9XV10JBlb/8J2abin7tl8dpTZHeEvs9OTUGZeYdePAtcjCDBHA2TAnJrjL6PHuThhRp1b2wmGeULCkgw9NZJNdamhsNfW7ueRnZGBLGEIrTkt74ieMzmscst05oiMIGdw0zho8lL5e7A8dj8N8G0Jn1n9KeTnzMeBjSfMUTLT4eXlLem9B6vJ+v/k7gx8wnqz7YDiOH1eXI4/wHyAp1EgySDqWynTIHc1FUvh1IgGHnNiDrVdgNhRrSFUXhBE6NKQcMEpED80sO0Vmrg+tb0kJEycGuFRyZgQliRO92a/ombI0OVTdZOt2bCrUIxfzZwJ6en675FBtG/hBETtESdoE8ioAaVMn6kRkZEegKvrbdxmPyIEpta9ggmRjQ8xk7ai35vLw2g5cB4WU9T+v1Jk3sVbPzVXIa9gUC27RGVKcejfUPx3U6fmxkHMHfg2PvtTR0xZNkVqCHWG2aXvMPSj0PFYTQJGoqbqDHhakR+PHiiAP0PMSnzXcwkW9CF0Of0z2TRjk4mzzMP329cJySalds7sQHAOJmWgWWgCQtuJtTxOGX+CERuBPcL0Z/Hcq9T3xsi5Iuqb8lEMYWfWY94kx5F8thH8sCuq1W+G5g//iu9yT+MyQ+xiH48/49m/PoSL1PT/8/9q4+l/BWGin46fVAvQ8r/+zji1UnHSeoXwl/0IFst+LZy0CJnClHJ+v/oTFPNgebiWuFr9XTWb9F7KsyiBDOZwukU4lbaYIsuHcOF/rqj951ZoiHM4cuKcACAirL5OS/ydHPy842dRUKUROgwMwQRTGGYjTWS+dO547H/Lbs+QvZ9ITsyhtlgQOwqtRcGL7KUhCN9xVpJ7Rhlqeo8EJz0MSdIATYYoqUXX4msQz3Pi9scwJS4Yz7F3fhGJN8L2iAM9HX00pa8lyPGHpKHOvzwO3+iVCNCmMkTO0jkfDGUzdPxqHJGUgkudMspNRkVn75Buv3r9xfRezda9MDlci46p/EycJL/sEjXDx/UnvmQfvZMuyeobVVDltyJC3CR+panzXUe/g1G6Sd/CwEZ5jhgzyPX8QIieA8QgiwFinLIXiVNnYUsOQ+wTP0z/KmAEqlVnL0VIOA1glL7o2sjHOEDVxKkRwFCSJyAsiQXDhDegkW80VgbUw6HIMYjQ6OuBmLfYTzMUW55Mzn/bfTaixlHwSghSZKFYM7dJWS/Llk0Kf1e2K8zsAc1R0n2If2sSMpqFIiG0nWjTmDg1hvumsgVKU58gg8So77L+TtKz24xYggimh4XFnkHKmPFYda4BtBk2HVPabbQuK6+wjNjbwNu6Ej1+3o5kgPR3jaxmvDcpHO9y+UPfcXm4JYEtzUagKrCpfrTTd9ShHXXnZDorxXqb/jMMJC9rM3yJNp5alqiRVwXhqZX3Br79BR+FECJubh1z+WuwrwVhoUEh1rOBs+ell+PmPoCTTKb6WumcGvZDWyHBMlZDNY2kJJSSi5dx/TfgAY/aqFvNyWtOz7p4+Tp+e8ADteuy6JSdjwREQA+3+z1b4UVCKqMFVKmBejXsTYqQns/fK/zvA/CoXRf2l6zsrUqNepAfTc/4/tuzqPNsKyXCY7L8osJCuFQrYW/8N7THq6ihPL/0Z4miq/kgvAbDGci0IfVWox6h0Nh7Nl2cUz89hqYqp4A/U7N3gQ/YnI5QrDjInElHCr3kzdiIRsVEIwenZvIQ5WycOvcy0NTwE86L0h8YXardlnhPYCcHvKx5oNjofbs0d0a3oDvFX5wPHNKZ08eZe1gR52HnGQrPK3fctVC8H8LnDq7PVvg90lcsQELmGdHAK7VTI1w4FBYWo5pW8JI4lnivVHzH740j2UeZbGfllzNnaUeOF/30FU7YnoanJhihfaDt3Cn89FhTaUo2+5sEkuBIpjmxrrLvka/BWb1XRGfoQmdoXz9q+NbhmRbgFFUEN22qZGL4753Rw07zjrN62ozWduSBM/rafC8UuPgqDzVL1Lul1AumNo054/A1GfShE3ymfMXsLtuxM/iPaI1Xb7mhhrO2lWE9peMVNkMsPCJVcA5dqtSH98i58iiNUm3VoXx2YJNIv3f6jlaAHeXM/uzKdAqErwqPQCpz2mj2Wn3vkZg7vZtKbjnzdPvfsWfjlfzUCuAt2e5xrDME6ey03pBkqENZ5zzdSu/UOP9s65v3LQXEtOSCy2/inSkvofblTzF/2hr8p+kYk6ay+5YI1sYsCpRIAdvFo9gWsxAbsovR+l+j8cb1GMxIFaYQV8BANov4FgUsClgUqAQKsDK+4bvwZNhM+DWnxFXyLMxJv0lzBI0gDJXw9rv6kSXL9O74d+Bw7HoyDDNFwmHWnHTcpKHeBnCEu3qX9/biLKfm3j6/32n1bMLtDrRNUYbiiQg2NPncdFr177RM67UWBX4HCugVHy9DdKqs8ndYr/VKiwIWBSwKcAowIKdJhSGqwdNiWeTnL0gw5X9AUjkl0xdWQ9SkQoSoIOgZanDI5y9Qz2ww2vwB6fZ7bNlyan4Pqt/z76TaVJ8c9FVfVKHO9pydCe73/IatDVgUcEgBBjqyeWkctnwLPO0bhHH92uExVU2l5dQ4JKH1BYsCFgV+ZwowObWibpxq6Kp+3MHvvMA7+PpSyfSZwKwVdRG3pA84TJEo8xsKI0gE6HrrU+kUsJyaSifx/fgCBnEZSAPg1hOMM6vnliBBj3ljlmqexv24c2tPFgX0FCg6tRsrl6/GJ9/9ydSZ4d+3nBqLdywKWBS46ylAqLNvrK6DyPhAAbyBDyevqhvmfdfvoxwLLJtM98SWN1ajTmQ8AkXCIXbIGKRWFYfFawZ1l2Nt1k9LpoDl1FgcUiYKiBDU23GjSSNUu3AW5278iYDDuJNTpkdaP7IocA9RgJovCRJ6xYIEZDJI0j/VQgvPlqhTAtrFjTNf4ciFW1ZPzT10ytZSLQr88SggQQF/Wx1NGhbh3OnLsFEf4BLJybl/6VF+mV6boeJGf4vqTRqi6Byho9oIjWyJ5OTcv4S7q3ZmOTV31XHcW4uxnduHtcmZuHCzFlr5vIk+nmzGjfWxKHD/U+DG2SzsP3qJMMnK8KnWAh07tpBLFMrwBOsnFgUsClgUqEQKFCB36wZszb0C9/rt0df/VTQtPTxpJa6v4h9dUTK9IHcrNmzNxRX3+mjf11+ebVfxK7aeaEYBy6mx+MKigEUBiwIWBSwKWBSwKGBRwKKARYF7mgKWU3NPH5+1eIsCFgUsClgUsChgUcCigEUBiwIWBSynxuIBiwIWBSwKWBSwKGBRwKKARQGLAhYF7mkKWE7NPX181uItClgUsChgUcCigEUBiwIWBSwKWBSwnBqLBywKWBSwKGBRwKKARQGLAhYFLApYFLinKWA5Nff08VmLtyhgUcCigEUBiwIWBSwKWBSwKGBRwHJqLB6wKGBRwKKARQGLAhYFLApYFLAoYFHgnqaA5dTc08dnLd6igEUBiwIWBSwKWBSwKGBRwKKARQHLqbF4wKKARQGLAhYFLApYFLAoYFHAooBFgXuaApZTc08fH1v8GWwcMwkf/AR4jUnB1JeUDdn2zsWECwOwfEDje36X1gYsClgUsChgUcCigEUBiwJ/JAp8GumD5dnAY28s1NpyZzZizOaGWK42+v5IhLGzV8upKYEJbBePYtumFOReoS+510fbf/TB65518eBdxThnEO8/HFvOA21DduGdLnxxNhyY3RtpXqlY0O3uWvGdJV8RfvpqO7Zuz8UVuKN+Rz8M69TwLjvDO0uR3+Vttos4um0TUsTLhPpt/4E+r3ui7h+ZNX+Xg7j3X3pvyOXy07no1G4kbD2ACzfpWbWaoUsPX7RrWqWMDy7Cqd0J2HrgAsTHdUEP33Yo8+PKuArrZxYFLAqUjgJ7Z7yOiKxiPOoTh6TA5vKPC7aOxvAfA5AS3KZ0D7zPv205NXYOuCBjBgKis3CzSnW43r6GG7fZF13QwGcJ4gNb3lVGcd6qgQhK+RkuDbri7aix8K5bjJ/SZiEo5haGpkSjZ7X7nIvtbc92DttCx2P1kV9RLH/HBU3912KVX4M/KFF+h20XZGBGQDSyblZBddfbuCZeJuJXHyyJD0RLy7H5HQ7l3nzlvSSXy05hG47Hv4XgLT/igYeqAjf+iyJBgHlQ4Go9Ba5qlu7RtuOIfysYW358AOLjikR56NEWIevfQWkfV7qXW9+2KGBRoDwUKMyYhv5Rh3HLwxPDoyPQt6kLCo+sxfhpe+G5YAvGtS7P0++/31pOjdmZnk9G4Ngv8UoUYyAWGStCbmwgJqaeJ2XQGAMS1mDw3WQTk9JKHjcVCSeuq3bjAc8xsYjuWf/+41ond3Q8ZgDCzvTEnLBe+Eu12/h+2yxMXXcEvz7qizUJAXSS1qfyKXAeyYFj8eUrUYjo2xTCbcqNReDEVJwny6rxgASsuasuU+VTxHpDGSlwr8nlMm7T9vk8+K52R4gQoCKPn7KcO8OHY/Fhku9u7RGeGo72TgcCbPh8ni9Wu4cgaqy3kBm1XdyJ8OGLIT4uHKnh7e+qIF0ZyWb9zKLAfUqBAhyYNxLzMi9pgrN3Y4D9bjgAy6kxOYUf3x2PRQ+EYLGvynOxZWBa9ygcJkNMW+Z1NxwjWwMrs/oMuw7sR0HNDmjf+UU8+1hZSxXulj2Vcx02G2wPPqhS2DZkL+iH0APPYFZaGF4o5+OtnztBgR/fxfhFDyBksS+U22RDxrTuiBIvE3YpNZNOPND6yh+VAvemXC79aR2MGoxD7dZi0gsqzyVvFQYGpeBnPAqfuCSoqlAcvOAgogYfQru1k6B9nJjdp5oWxCUFQilqKf16rV9YFLAoUNkUsKHw+38jfe8BnEQztH+5K/7+RDUrGGFCdsupcZoX87BqYBCYHrg7nRqnN/KH/uLxWD+Mz/NFSnRP/FGr8u4GBuAlk5ZTczecxr28hj+KXKagWmcKqpXaqbFztlTS0plKWiyn5l7mfWvtFgUsCugpUAFOjQ3nts3AxPhsFLBSedeaaO07E5GDWwmlJs59qIkxbTGikvYjT3gIfVyqoH6bfyFoop+Ygld9mEE0dk8d9JocjkAv+/XFQkNpzGIkf3FO6olhj62PNj264zl8ifSd3+KcVN9PC0fVhk+j25sj4P+qWCaj/dhTnjZc3LcQkxZl4gIrfHZ5GC17h2J2oBdqgv6WtRbvRG9Hjkgc1GzdC5PDAyEs+9y7tL9TGLiJsgYm5QQVu37nToJlfE7tXonl8btw7LJUe029RFVqN4FXm+r44ZCaZuy4m6PDwBBM6CHSrCB7FWYv4Ptl9K6Np3qMx7RhYumD6afoFHYnrEZS2hGRhuzD+Oi1IASP6oSGJr/jiCAE+YYUPfoHlWtkJS9C3Hva5zXv8Czcs3LRPHI9Rt6RRg46/6PbsDZ2Gz47fVmqi2d7q4qGT3fDwFHD0MlscxKRbBezkLwoDu8duSD9VjyHF/0UepvRs2L5hvF3DKatSMeZX+ls6Fy8AhZhTp/H8NPOuQhdcRD5jLU1fO+Y1+w7NUwWRGBu/Bequ0n7fqg+WvcagYl+JnzEUGAmfYCf4IUxKVPxEsgAfH0ZznuPxNzp3Uz5x/EKK+8bdnlX4tvV29R3TLp7nf6JQf6v2m3sFprKV2/Czm8VWSfw2d8CMD20B/2O5DSd1/TYLPmOsbvZ5MVBmDaJaAS6M2vfQfT2HFGOM1nVvAP8p01CNzs8Wio+k+T5mCmDRdnH9qp5H+2zfhv06P4XFOzdqbkvrlUb4uk+ds4eJTg1JFfSIuYiXiX/mV55qH5r9BoxEX7eRtCXMxvHYJIIJamRK7aL+7Bw0iJkXpBkIpNPvYLtyLXK0AklOzVFp9KwOCoJ+/MKIHWsCfT8V5D5PilVWgqnRuQd+a4Le5+McEHH6T4CzWdhVZYzMuvO3dNS8apDW4Cxb2n4gbSqcD7JMl+7Vn0IDxTdgkv9p9HHDi8KlJXuUAqXHgAAIABJREFUyZK0Y7gs6UbXmsS/wdMwjPi3mJ4bMWsVshzx5ffrMDQsB90XLUCfEnRO5Um9knX/JrUtRne09lM9qGdkmMH2Uz+F6ce17yxB2jGuW0X7Klj4HXS2l2hTNO8wECETmDwsQPaq2Vgo05XJH28EzgxFDxP0jKLcREydtUWy40Q70jtwJkIlu6cku0azN4G3/oaA6eJ7bOd2ko6KVc6P7b3JixgkyF3jHgR7y38aJtEfna5AveOH+vu+sNxOTQEJxyFLfkCbfv3g5X4Sn2xOx/Ff4XxDPW9iPEuimDGd51N4xA24duZLHGcX1bURfKJiENhKcTOOrxyA8e/nU32h/cZJ2/F4vBW8BWdvu6Jeq9fQ5dVmqEX4V9+lfYiPT10jqtdH9wVLMeqZarh18QSyNsUhLv04mN3m0cIfkUv9dA3M5spT2H/UEVRr1RbNqlxAzjdn6BkEKOC7BFPdl2Nq8jUdbdgLvBG6cQ5erkYNoasCEPbjICTOeVmTOaj49TvDaAXImBGA6Cw6QLq0LTu/gleb1UJx3kdY/fFpFBcXE82roaXvFEx8oRCfbEjA9i/zBSXKaDb1H7mIXPEDWvbqh75d2qLBzTx8sjUOmw/m47c6HREWG4b2Oi1oO7cNoeNX4wgjvMnHxc7vMqZ1pvIl+oG+fIk3pdPzmDHUok1DVMct/HLsqOgwuzSAz5J4BFa6U8Obfc+CGBCvdXkVREpcObkbe3YdlxzgOugYFoswPVFoWwUH5mHkvAP4bz1m6L2IBu5XcHL3Huw6LhoL5jxKOrCC+b5w7wwMiMjCddd6aMfuOP6N5E0/o/3AR5GRlIcnevfBS7Wu4LPt2/EleTceHWchJewFhwLX3Kkh/ps2hM6Viv09WqD76FEY3P4vqFGlCFdPZ2NLdDTSbnbFwpUB2rspl+ZQ4/Muany+8QlCfRYiWzjuuw+MwJR3Cw5g3sh5yCzwQMuuQQjq54Vm9WrApfAiLv9wAp98SHdt/xU0DViCiD5qhUZ8ljwOU5POonrLznhFknNqXmE0GPv8IazIcEWHXr3Qms7r5O4MfJIr3l0GMNK7/n6kX+uEgGE90dbtJD5YvxapR6iG2859ccxntfFK+EIMaXEb5w9n4N3kVBy5xBiXzmjNIPwQGoyUggbw7tIFXg3c6WJ8hc1bDiD/f4TM5T0JC2e+hsduXcSJrG3YkCDylsvDbTBiSYTOKLPj1JAcmDaEMhsCK3XH6FGD0f4vNVCl6CpOZ29BdHQabnZdiJUBWtAXU760fY55PjNxuEF3gT6tKF+SGJ2Ag7Qm10a+iNbxY+XoBHtOjSJnaDXkiHriKVGB4ktBVriikU8UYgJ1QcZSODWCDFh4muR6L7xIvPPpNnaWJjpeovlXLo2lcwXOZ2cgI4vpRFLvjXwQFRMIWZXfoXvqmFdLaQuUkh8K976NwdF58OyrspGKm8E/cj6e/34+wmK+hIdPtIEXSZiLAA9kGzFj1vOpR1B08jByhSgS2T4+HXBh+2E07Dca/V+jAsK8/di1KRk7qLfWg/TieirrVavbguxoTIi4hDfj7xJwCK6rr3ugsXcXdPFqAPcrOfhohxTcpkCZd3A85pggWajPVOT5Ipw8nCsG2Mi+ChpUjA3xzBYhnm1w01Tebf+hDfyDB+MltwuynXLbxUQns16+YUn4te2bGN3/NdS8sBlxcaKd+7B3MOLnaOks+KLHkzFuahLOVm+Jzq+Y6X6yQ8Y+j0MrMuDaoRd6tSbrlGyDjE+kPZDc7dq7PvanX0OngGHo2dYNJz9Yj7WpR3CJ2Zd3IWCVMxbmnfhOOZ2aHCz1nQ/XWarId8FOTB60GF/f9qSoqSPkLW7E/A+NuocjYhSPwoqNUUuOuaA4Px/XXZrCf+0qKIBVLAMSg9DZO3DWxaRxkis0cLQI0SESLkL4f9BlxF/x6YqNOAEt+ou6gdKlgS9WUDO5UmtsojxtBzC79yLcGqMg0hTsnIxBi7/GLRcXym+0xNCkhejLUxRF2VgwKBS7CNW2VvfF2MJgK2xHEO0XAZcZKhSLSlm/I3YSHazxVF9Xs+MULJvSScyssLWM2Y4nQ6PRz307QoPX4Oh1jiBWDxd3hmP44sMQIApMDSA6K+k7t/QGpqQcMq+T49nOH8GDX0IDQufB5aPYHBeHdJIazNVxaeqPtav8VD0ZIOPXxKkhJbAqYDyVCHqgzdAozJUa05lySB4Xhh3X/oSCfDLU7gDqj2jY/AcNBsxDtD5rqW789eiIWSm6TB0TosO34ZHRKzGzmzaarOHRVkF4d0kfRXFVON9wuPDq6ByxGZO9xNiQaPj9Fx1npSCMpxgFPg5B+hXngDTMjEfWIO0zMxPX3Z7BhA0L0M0QBi7AzskUAGgQId4d/tE7NezfKWK8dXoI1hHyXcO7DIzAyLuFxM/9yZlzKRHdikUmsy97wVvlkDM+C1jvgdHLpqCTLhVqO74KAeNTBEAGuD2PaSmz0UmODdG9TJuGoctIVjF6Pdoby9ePVDmLXB4QOIochJEIXhY+43eTFuPi6ooHHumFaBn5jgVTArG15gj0urkWMZkFVBWlQpnU3Bc9YpeZU8Oa430wM/M63J6ZgA0LuhkzCoKeSkSDCC16kBlf5icHYvD+DloZpNqPBmq1snQCyz6alJ+JcuYw/teoO8IjRsmRbSEosuQYXIrzkS/La1WPqNNODdPxc1AcmozgNlJsmJ//LbVeZoAgw/Be7bFYM7ubJivPshrzx85HJjm1Br1a2fe0LLzKbAUVmIJ+zaXiBxD93lwIt3BVIK1gG8b3j0NuXbGfqbZwhufQVdMrZcORaD+EpBfBM2g5FsiBDFEGLv6a3Vo3PDNhA41sUAtK8RwSTrmifXgqwnWIEsw+GbK1BRZqbBtHtkEl/F26P6lF7THFILsoixI9AdPTSfaY2RRc1xR5Imi5KvPEbU+BNEYdwu+KYKvU6oqo5GBwlqYTl+wfeqfut5/P64EFCNUG6+SgiRvJ7HcJkVBVzM7+FrAeHqOXYUonXTZYJTfY+T0/LQWzFaFMfJeGaUOXQTheKjXtvVxbVaLIdA94h27EnJetIno9d5bPqWHGxIq6iCPDSk3anKW+mLDjCloFpWJJH/tEF42YA6ih8Tql7MV3PbFkQU9cXsYu9hW4eFI5gK4Pgv/eM/RjOlxla8L70921EXl2EQYtgYckXLgBdUtnMNuOx2LImFRqyHSh9b9L6+cCw0R5UgSr24622KpZF1MCE0DbVxwXFdULPwyGz/KjdHHImJWa1ZkinXp9oow3XjnrdyCYCj9EsM9ynHpWHeEpwLbxAfi6Z6J8eWwHZqP37AO4RU6fiCBWiA+DaTjUUbKc9E2nQjlNDBIzvsbZX25QVFgLp3w+cTj8N160Y8ipEefcDALazKk5T8bHsIR8PKuBPWWOcwA21QnF4uBm2De+P+JyKcfnZEahTOJcMGzm4VR30TA7I0Fua+gj0fsoRV28NfzL6NkXHz23xi7stJpHPWngarSE2V3xfMN5XteczAyi955EwprBGkdTPM8zBjx9MxoajUcFPEB2+M1+mLMUvqGFGKcGejBzaoTfSgq+yOeuQrsz8u5ezHg9AlmN/LGRnPd6zjJdISnPATvhtX4JZDGl+y1TyDMzSUOaAjIoMs3077KjqkWpKyufybKD5EDbkB1kCIhGcsG28QjI7oZ4IbLMjTI3ndN8HLFDxiCVehrdaC/v0ndFzWIWbOKgLrXQfbF9yFO2j9DCcUijzCL/GPmykGSgD7K7Kevl37UdiYZfSDquqBHJKkknUBjH6NRIQaEDNbTZSMHwCfsOPZcsQM/Ly8Q1uuiCjM46NWfi4R/hjvk6vuR3van/RpJTxLHsXs53xSyNY6xiRiHanYBTJO+MkPqVd0/Lyqts5ea2QCn5geyJgRuaC1kTpVyIPaM36aEG8F2TgIDG55E43B8pjWcpvCjoh1hc6W0yQoLsph4U/Lllp7/KRo5LVwqsuniH4mO1YSTLxOH48h9bZb3hrLipyO8J/JNaV4IU57yt7ldWOW86u0KwoWKvoLdJxYUs70wBMEQ6k4pyKA8VHUR2o88ieEQawTmY3Oofl4vixgNUupAFqAZgp9d6le1oEMrS+UmVBbo/yzKIBd1Z5YHm79zZJQNT896KPJ17+1nlc2pIMPrlDULyyJZaKkiX7rbppVK+KjDgt520HjMzUMKuYyL3ogspqtGbohqgqNBGytZoNL7IpLu91EOJGBOG4N8vRCGZhhJxQXI+eRTewTTEyOkebozrIxri0MrZB8gQ0DCNUXky5ltRN87guIlGS3V0jUqh6JaOQfJJuFPk+JSaYRm9VtfDcsFJqKz1l8yohXRBe68Ggt5VGUjsLOa7IVJtvJKQ9iOn7xdyBrkBJl9CtSApyEb0hAicfCYI44d1RJPPw9GdIorFtbpj8ZZxaC0ZIzueKAFS1EaZrX6U2aJqQb2ANhqG+RShGoAkd232gmG8D9jphfU8o0GGiA8p+WsuJDB2kMBwtjDV0O8g1sb6TRyHvq20KQVB6CY/jkiJh03pozLGNJFexh9j8xGkiSLpz07Fo/I5VA7f5MX7YzSb7CrPQCKCMYMos6MRtYzzBkXH0yk6XhJpjcYjGa1+ZLT+onfy9Htn+1yChxcyY0D6m12nhgwTwQm/hTEG5VABgrsUPKF+m5F3JaVOEcKRq+egt5OohSxiPPbSGG3Wyp6CtIMyZ7eMU3oOA9YYk/oLyBKV7ns5+EyWfSonmRnm/vvQKUGVrWQG8oQduKJT2opTpNYFJk4N50MXKvP9mMp87R01kwVLHhai1gorSahgMr3Y81egbhzJRUN8TqRF+jVF1leOTmAbMHFqBD37LTpRr4acRRHkShiuT+T/xg1odoSSAyI8zsmeGvqeT05f44A/LkclOh2J9sWG5mtLMJRVMsvE4Kyce1oOXhV4xswWKB0/MAcj4MJIJMjCij2XZ8CVeyDcs73PISqFsgf0DUEfr69lDt/tCAmP/90Osp2NzrT7+62QWJoAihPiUt83JPTTdg406Ytlgd9JOO3Lg8ZmTg298HwihhPPnqGMhpJ1Evl5fS1zu8Fc1yqLdyTvuLNO/QNSIIzW5pODvtK5aMgg26atEJQqyQdBf1/CGMHGsfMpQV8Jv+B309Spob9z+WZqEztxUPf5V0rh1FCz4D4qDUjahTyqJRQ+t2+gsNgN1dwe0JLpt1soZAO+qFG1elVX8W8PP472vcfiLbmxSlRGn72odkiYEPFBapuNKuEoGqsJp0Cp1nRKtWpNpSPRPljkEamatMouyGrU0TgU9C7/WDy2QlsOJ1xuMrRdKWqvjtaBom2vUx9BsYapzJ2adU2SKOKo3b44AbauHehNfoFVXjhj8lnATAFas7LWXzInC8LgWG+kqrJuzGgKx2wxEifIeBpmOXkM4o5Ck/o0ChIWrRiG3S+uVFLjNir36EpliRTbF6NTbJ/L4TErjUqY7K/NXuTF3DCMBnkqcgSYReoThwfj6jh1tJaMqB4zkXnrEUrtJhNggBM3XE4ZU6sRNeq3erIKLh45ITWy6/u6xIzDe0+uleevOHJqGviukZUeU2b+Z3phqstmvJ1+imriXfBwy95UaimBS0jL5dE4CjlJ0ZzK4psi/Cd+LCZvobXQu12rVkdV3MA16lWT7zYnIb/3rBm7mhsEqVClLrz6GYENjE6Ns+hOTB6MQj7B28oBg5KUhKB4stHNjlNjK/we/878DgVwR6O/vwRPu2gWOj4pFU9of2tWfiZnO03ZUQRK8Oo3EeP6tpJKqZhy98eZXlPhsvltpJ8ieWsC1uAIZc6RkpcVrJxZLj2fkbCQIsbGM2YyeNCxN7FJM0GOy1p9IEvKaGlg9U2cGmcNdmaAjKIAgspgcUQv7fEoDgNHxGS/r3idIFg6hkyNsNbPXtRAMjPnwCe1DTaqqgeYHB8gKlAl2GBKI1bWnYxFq9NKreNv3yik6oNqEE2BKqjr1Qsjh/XR3idTvSpRtFLuael51TlbwJ7OcJIf5PEQKv4WzoPUlySnhLM92d88OFROpwZCcOEb9EqnEl+NOSWOhfjywk2g5l/QuZ0ZYJL53uXSLgZO0qIN6hZ9h1wJHMfQ18jWPyEfI+R5S3acGqoCETNaFNQk53mHkO0S7/vJ/kZbkK2svE6NQ4dCs30e1FCcU6f0d3mdGlkWsGx2yfaTE9bNffcVp50asbSHBCNFbGfMHAqvJtR0SRdx4OmhKodCoo8uUtDw6mlkr5uFOemEsi+XmonMeXbgLpVTwAzOrXiKZQtUUTGueDURbflVAzELM3VOTRIaqetTmcAMuojRejx+exENmem4AS5cFwOk8xmKYke4z1eMfmlNohI5qysrkv7I0vnDt+B8darp5MqUCTSKnIiZD3bBK2P9JfOuIAzODtRE3xUF/SkiqTTt0I1rAopc7ZemYzkhjnH7zyBITIwFCi9IkXguAEz2abJE+dly5ET8krlTo6Ob6TpKDwErljA8gI5T1DWyqvI4TWkHE3RxqBejZBXNBK1S2qAtkWHfXXLyMVy+3gDDRvVErZx1iFqXhQIqTdL0FWUvQO/QXST21U5NxfMNBwq41aATJk0eKTZbO3nvGxeew79XzxDuvccr4dgyVQEQsO/UPIKuc6msp7F9ft0fNQBfd1HJjRKVBOOzTHQ0cWqEMp3gNPxfi1aoeoGAJH51R7vJiXjbiTrl0vGEI6eG/k6ZzVWzF2B7DkevMt9/ra48A834eAlOPnYZ1xsMw6ietZCzLgrrsgrQyH+tXLroyEgvm1NTVj4zGuYsKLW1dYohMMTXpYXPV+6uEggowal5pCvmUl+CfVbaj6gBX6OLijcc0Ut7KkrAja+zcnRCCU6NTmazINDWp1gEXKNAjUhnJk5NAWWY/ag0+rdS6/gnkNiNsm07WVaMzdPYhvAQ6r0EB8TR2QWmEejKuKd3Wpca+cHMyTUtWxLO45wcCDXTxzLvldepEWyQT/G8podH7G9ekvcYPOvfQC6BTPz2uB+WkY3jcIYRL11vNgDzogfLQBDqviR1STEz/Psf66sKJNtzaiinRe8fzioFHqGev2Tq+ZPsMK3dqNzKO+vU8ACp4tQ4pb8tp6ZSHSknnRpjulSyLM2dGp6a1pShSF5tIS/7EQVA7j/VTo25YOMKzqxHx6gUGaNFw32OLpJr0vtDbr040EyfpjUtXzBRnqxMYmkNROt6C/hzr+ozQEQ0Ia1MoQc3+W9iintptTlSir+y1l8yHwmO2OHXNJkaRSAT+lT+VRRRA38CIVDtJjQWdfTFIEhMy5P0UQ22zxjUpNKJkrIlvPxFoZc9p4Y9Lw51FqtqXzUZML5/fo52ygMNZBK/v/cZbTmj8DWhd2Y2WKWibHyxjFS/43jTLPrL+CyuE37ctg1J2/bgB2rgrdM9AknjnpFLtQRa7nhCU3Yg9qjd0EZluFEiO8eVwTdcSetoRe/ucbi7Nrsp+P3SfdI4oOZRd/tOjRtBuT+LxgwwooRPS59Z6O/phLFkL6AhKMdZKA7jjZhSDffZV6XyyJLeXkqe0D2qREfCVoiLl6/DtUY9Qn2TfkiIXf/ZPhvT1hwlEAXeiyeuQVu+KfXz3dD26wlDFstYfiafE4FSiFnc8vCZ0anJmOaDnL7GMl1zp8asRLEEp8aN4PufbUyZxRI5CT6z+hOkjPgx8mUhTlAmr1rH5wgvU/8xlp8JvSUVrhPYe420E2R27j81gShGt8yOap3KfiqVmslnqPo3WfdxHa/LYNsLYGhKTR9EuF8eBglGp/jhek5T8sbtAlU/qUzRSrmn5eFVaWUGW6B0/GBwauQGcw9tz5jOqSmxRKycTo1YoXKDMiVK8Jj9m8/uF7FeAtUQg24foq6qZ9PuLWJrj76hLV2XviyXc6lsLKbTVz66SuV423dqjJkTsRLi/VaJhmCy5v7aKb1zFMSRs5pyue0FfJlZiCc7tjDOtTMpP3NKf5fXqZF/ryp7K1ld/qH+6qRT8wUi3wjDnuuEKKFOWRIzv0619WJaUPlwgabNrBibjhkDqBvkRcH9PlppemdKMkJZenIiboaqe23ElOUnbVX1w8zQpBKUHnK6U1wrLz8r1vUA8PVrwQnMIvyskX4Isrqs1yGQsH+nhvSTzyLkXerbkINm0jMuqlBjhAbKj/HsCm6MV9b6HfA1UzgzbiJY1YAtplKpgVHdGCRfZCX1aerUJDXSTqrmv5Pr3EVnbkOjlXKZlnGFHHTBGaAAUdjt9EpRhKWQ5r6EIHVTuZz6d1YgmGUU+UpNIsfsnXNdMMesTp8J2jkeWDppG04X/pfKuWgWk26WihCZ+vR5Le0ko0R9nzjNFWevMvjGeGeFnbP1UJ+SulRRfZ/0JRyiItGmystefmbCxyUpCeLrgR95I8lQ40iyZuBpQidUTVMX6EzKWaXszW9NKXlC9xBHitX8nZLil++PaIR++ry6fJdnMLWRw7I7Nfz+uUABpCgPnxkNc2bgLPJYoJMBnO90BjbvydFkRstRfmbKSmY9NWG4NcUIOCD3+Gj68ypDJwiXzggUwPh+KvWfqgIojLfeb6XSffRLfteqU5ZPluWGTI2dkj/2PTJ29T1yXEc+0ns59dSCsvDr0DhRVc4k3Ul1YI8bjEopkeoAKuWelodXxbUZbQFGJ+f5QePUyOXbt4yQvDqnRgyYbUCjlWswWAVaJyzKkVPD74mZ88grTtzUze0ij2jLJkV+2EXBPI3+NxNObO16fc+/x/lM1d+WMe11HHhVDe5UglMj948o5frCvdvQCCv1wWQVr9sbKluy7OVAAmowC1rb6x/D2wTJ18xhc0p/l9Op4UBcZuBZDqy8P8SfnXRqeMRWa1wKwpIQLLTQzZwxdMgzctO3qo6UQRsOycE/U8IhIg8aI6AyzKvcYK46F2agBpBhkqAyTJggYo3aaX/FWpnpRUSpbU9GC2hUwqtUNfFqBCmlzEyH+GRvyBuH7xuvmzeSRyne0VtwVUYT45CBVxV0rqJcxAZORAY1y6tne1TO+h3xMzNgQnFttAoGkqWVB3yGV9er4HULtmJ03zX4jqa/cCAE0/KzAe/hzzLkL+09dgg1HP8Mt/aqBj/m0I09g8FbzIeP8jQ9a1J2BtJZQCOKqa1kzgQHJho3RigodnIZpQmanjmFRMW4v4MJkp+cqVEZ7ExgrWuCJFWjlWn5mQq6UYPExiK9k07DVwXYwIWYEvWUjM1rWqjziucbDqYBlVErKfrVN3Uw65Ijn6sH3jA3UO+UU5O3yp+Udbyqz4qfMvVnvPEZusiyhyrAto5G3zVVtYEbU6ZwhifsAx6UxamRDWgVQAfji0mnfVWw3twJUWSso3KqktYi3z8dvH3Z+czEMGf8Pj0fw9YrszPk+nydzOd7MQ+WqbKlzvbUOOXUgOCheyDiWpAWGppk9zKCj0+jJJgBSbESdIKpU0OdYCyolvPPFBm6V6DR3mcU8B0ZNl+njw00KknH19ZF4TlCXXUZXe7zeW8gxVPphRXv0ndUNcScHpa/UeyCrhpgA/EQKueeVo4tUBp+kJ2Fl3k/Kjk0XecSEqducKneqWEUo0zcqG96ydkTmV0dOTUMRlpAYNUFAwnYZN/8sZifeRNtdXDAzBif5zpPCS5I9to3L/PzK8F+YAHRucB0k2Z62fBXya2MaQNxeqgaTawEp4Zn9zQli4z/RuGbXvpgcvl6avg4jtua0RPivfj4r8uxnviYB+8V6GUdmp8z+rs8Tg2HA2e9ySuoN9lhbaAju+/++7uTTg0JB7p0/amp/jYNQ5wYPQ7PF6ZhevBeGpR2G99ceB7B0/2F4ZsZi+YgJusS3Kg5dOOcVvjxyG94vLkNh5ZOxqJMmtilM1AZulL4ldFYP9lLnEgvwOSdQJ12/dCv6Sls3swmluvhlcWDYMp1BPX0aJtMReco3n8sDndWYHFFfO/tsLWhQUfPAV9KwwL1TWyi0XtWOydBFLuGnhqZHWhwXuSYhchp7ocpo5TmyIKMGQiIpgmRnn3Qy2M/NmcVo53Ql1ETt75Px/zwGBx9bASWL+ijm3peGet3zLxC/8QyN0yW56aIjlhwRl28ETwEnd1zsC5qHbJ08waMRnshYS0MQMRhd3i/6YcnLqRi254faN6Q8SIyA2bMx16I0NFAHD6ZiUtu+rkU4j7MjTH23sH40HMlFvZl+PAS/GGGjQYa9kMH0BkIA1ZrkUOmRgwqmTYC7yc9jigdXKlcG63GvHfSqWFvlAW+JtIrGgxJRR2oh6U/amXHYt6mI7RmPv9FmSekmeUh8WhF870cVPCgmU9Rs9Gt2j68E7QR7n97DIdO/Blhc0bQhHiaKyD0zlDts3C/e+Nm7nk82qgavlkdKvx7sa4c4M44NWxGxDo0WW02L4vNMvHF8lv+mDH6b3DP+wALCVzkZFMjdLwZd5SKJ3QPKJ1TQ827BxMwl9Z2gobUaWYTSEPhijpMwuT+tZAdOw+baC6PGmK0zE4NV56m96+s8skMDEKs5Y/+ri460qC8+he2Y3smG9aoBeDg8xlYqfASeb6NHblcwU4NWZfC8L1LDTuiV6/WcD+fjYyMLJwRJjWbyyeanlvBOsEOkAYLnoVfwej1k+ElKlBhBsqJOu3Qr19TnNq8WRgS6qKfaWVCI3nQLu1pbNw0dCrcSb0xaajRtiqyvn9SuOt/fegH7OM6Xj3gka1jytd4PngS2l9ZhzkxWTQkUCmx4rKyLjk5auNQvBqVd08rxRYoBT+w+7f64VFosGc2dpz9DQ1ort2qkbpBqKJC0/TUiHRRjyNQOUEOnRrRIWI90MXy0GQ+1JLW0D0SK8a10ZZTCQHGz/Esnd8bzW/iixXMjvuNoKHtQ6IrYo3ZRhOoeV83M0eGhNfab6VyauzdZSFwsAl1Qhcj2EtBHy1zT408z8h4n0UdeBD+UI4bAAAgAElEQVTVniPb8cUGuKkakmkc7uxIfzNTUirTtoduxvds+DsPHLLZOMpsRPEc8rFneSz2k4mtKc12bPbdd99w2qmhaXbITZyE8HeZUcjoQJOKfdkU3Ho4FDkGEXvE6dSEU0FoTQMxb7EfDXJTZk8Iv6j3CkKXT9VNlddfXDKQloYgfMdZ6XkeaGE2wFCI/LwNvG2SnhXkATH9kFjcHr4aUf94RBQRByIxJmKPOHX2/7P3JfA5Xen/30/T1BKl9pYaaqsZdExLJ6qULpYMJX4ZQSxRIYJYQlSkYhcVEmsiBLGkRTNJkZGKvapNK1QtUyWIpslULaGNNBlv+v8/527vvfe975YF4by/z+f3mcq9557zPc95tvMsbD7UsGxuxERSysT/LvhmCUaG7Qc6hyI6tLOuYZu9BPMiXN4dRR6yr5D7P1fU/lNrNEI2Tl3IFpLrBWTqtMLf/2RC5vmryKvUGF2GWlaFUiiszOfvCO1KRsxXHbA4ehzaCMHo+v2w3EdDRsIaXk4OxRapgSZtPt4KWYnpnfUdFamqXlIIpux8Du/HBOEV9s1vFqFf6AGxoae9nz5XQLiBC8UP7y4TG5axK/+QSVjLlD1xE3QJ//Y+IGLAFK+4evOwYxKLvhfnPGktMzYceV96Rh/nq3ihdGE2lDS+PDiMhKBMONXRaugCRPm0wm/E8EZEnKQS18adjMue7lnH+skI3WJ57k9pzilV6GraC7MXiefpyGwPzD8mcQSDTvDWjRon8LR4VFvXn91u+BzqhoSwzsblpXU0asyfrM3HgCb2zMG0FUyZc3ANCu2aPZVW32TKyfhwfOBBNK16KC9jOYLDqAmxQiqtMHRBFHykBp0lMmoKjmGR7zwcpsbGodGhOn4tfbwE/Mn4toEdJx2voCpu7UYvQ7jccLDgCGYPno/0Kl0N5mMj/MzBbTB8TMdXis5twtSwj6mLuLy5xlUJtWOVpUywYtQw7kQ8we+jOgiJChLOnp4m3FpqE7iFORoqi9bPunUZb16x6MRLN+sHveciYmJ7+pb478WaHmjm98r3nAoAlbEuQNqQg/SgnD+HaFEfHSKejbgxU5HWLATxIZ3E/DAHjBoms45q9DISfZUawH3sfAseIk9Nox+xSoqSzHGk64HgdJh6Hv02R6FfLYa5ToY5tH51nxrxBWs5texvQjP1qWloFhKPkE5i5lyJjJqCi4ibTM6sG2TMr5kFD4sKmFQV8NASTI4w645M/63faTzCP/DQOaQN1q7HskRGTQGOLfLFvMMupJ7qooLElVt3ujuI/aPymBNGjbRkSlq9drsIT7jVRt1qZnI35V+nik1/UDXHZ1BfyXBl70hJ5nQP80x9qpxkiFweLlNhtaZNzQqvPJ7+O+z1vIxY6p6cLAgYmwe1KB/5LtWgmiZNR5w/LQC161azUHaKbt8GnrE2T8e2XcFCePwJuNWuC9f8a2CfFX4WGFkZ94HMn6rX5BejWjXtTilrsoKb8QporOtUnekPEQPNPuheKMrPh0s1y/1wDHHdU2TIXP7vc2jayEyfRbdF/CupE7CdGdxUJOTAVLLH4Vn+1ohsjFblalhltApzs2TmzHASsdPNmRLJL56+ijovy6V9DRZRHnQjnxsd7VqnC0fOvTMb4MSztP975odg1THmaHFFzTZ9MS1MWxJbPZpAG/eM+YHNrzpKE05M3fJRwvE/SZj9Pt0UdApG1NRumm7twvNScYE/bPJYJydhREP6IUpAZ9ZnYYXe5ReI/m7jGXPxBCeXUzaPm+foMA+XPlxmMsHKQvJEAWp2xMk04RS/lga3d9ZtyC9juU3G3clM1NTzrPt1TtmySkCr9nWBktODU/RIe5lfTHqMsfJkm0XJepmjvMGoUImDky0qIglZyf4kmaGyuXmCquKhtfAzOWTRMqdWnpKJ9IZi0hvsf9XOIhziL7JMY+qjVv+1HN0OP3MQU+1jRaSbuZBuZk8JKdHgj8xLzhs1D3rp7Jp01D68GDoLPhRPmJnASkX/7uA16YOePP/+o48Aq4j0EVptMyfNWjVqlM7QjlZie/TRK/0KWViZFxbfHIyF77+B2jeP4MMZ6/AfB8PKSv/98hlBDFlzQUu/TVjtrelAXD4f5KNyBMoVgUfznJYrZI/I4Kz4gv/PY1RN260YNXITXqN86kcEC76Mskegwhk1rILK1PxgVV8asazml685UKWj7PHjI3IEdAiIDWT/1WYjVWFjN48mZCweiJB9d6jHk9ylmL0i5fuk3qK4gLa6Yhsc1JIjQGVc+6WgQyIlnksOLbGCERyoalbyr5buzUxkHHND207PGXscizKweFgI9jFSURpZlu6L/G2OwINFoCKe0weL2CPz9ZxNGBV0E+MSgtCO8Wil+JC6uIpUYv9bF23p60cGBL6Q8kKgwhk1zOu9qm6Mqsa5FEvYKFhTr7+8AOPjcgTsIiBUQEnHnzypaETeZ2KRBHpJrNqUg2UBeyinKgfHz4l5aOaGinZH5g/YRYC8fl5nMUBdiccwCdfuQPfxAclTKXTj7oi/d2qDNq07UNO7TBzPOIqdOw+LSenQFQq4jzPkn+IIlC0CFfGcli0Cj+9oYlXNDXe6on/PmjiTlIxTLBGRFSWRWmCIlchOo7bSrP3xRYuv3DkEKpxRQ7El6Le2DhZJFXDkzuxVfbW1+Z2DgT/NEShLBPQJt+riGVmI96Or96vExF2oT03XKVhilCdRltN5rMZiJTj9qamvXB1G8vh974456n5FDxUmFH+dfRqH9+zCvz8/jeyb1MNIV2zAtWYb9A2agZHurKof/3EEKjoCFfGcVnTMH6L5C9UBw3FAqdpkLiRU8HUE3pt1APc6WCmG8xAtg0/l4UOg4hk1UiWqyNM18EKjImRfuQmTRZnPhw9oPqPHEAErCbePIRL3dcly+faCFxqjWu5VZBc8ZVAC875OycmPqRKQ6U37SalODs8f5wg8BAhU/HP6EIBYoadgvZBQmRUAqND48MmXBIEKaNSwZebh3I7N2HHuFqo06IwBvm+jaanLX5QEPv4OR4Aj8DAiYMo+hPUJh5H7ey209hqM/m35DcfDuE98To83AvycPt77z1fPEShrBCqoUVPWMPDxOAIcAY4AR4AjwBHgCHAEOAIcgYqKADdqKurO8XlzBDgCHAGOAEeAI8AR4AhwBDgCAgLcqOGEwBHgCHAEOAIcAY4AR4AjwBHgCFRoBLhRU6G3j0+eI8AR4AhwBDgCHAGOAEeAI8AR4EYNpwGOAEeAI8AR4AhwBDgCHAGOAEegQiPAjZoKvX188hwBjgBHgCPAEeAIcAQ4AhwBjgA3ajgNcAQ4AhwBjgBHgCPAEeAIcAQ4AhUaAW7UVOjt45PnCHAEOAIcAY4AR4AjwBHgCHAEuFHDaYAjwBHgCHAEOAIcAY4AR4AjwBGo0Ahwo6ZCbx+fPEeAI1BRETiyyAsrM4Dn+i3ByiFNzMvI2orAbY2wcvobFXVpfN4cgUccgW+wzGcxviiqiZ7z18Gvlfr4BmJbo5Xgx7f0JJC1NRBTP/0v0D4QiRpAj2BRYDYGrhwCFecs/Qf5CBUeAW7U3NctLMLl/fHYcTQXv6MWWnsNRv+2dfHkfZ3Dg/iYet1ArWbd0ce7E5pWehBz4d/kCDwcCByc2RPh6cV41isGW/ybK5PK2zEeo37yQ2JQu4djonwWZY5A0eX9iN9xFLm/09C1mqF7H290elAM0XQdZ5I+QuK5W0CVBug8wBdvP6i5lDnS5TXgl1jQZxYOF9aD58oEjFWMmjzsGD8KP/kl4tE9vvdPnmfF+WLU9hzgb5ORuthD0ZVMGYsxcGtzxC/rj2rltcV83AqJADdq7te2FZ1D7LhgJF69p/qiG9xDtmLem4/wsTSdR9yYIGz/6Qk8XRUo+K0IxQwBtw4I3rgQ3Wverw3g3+EIPFwI5KfNwKCI4yh0a4tRkeEY0NQF+afWY9KMg2i7eDsmtnm45stnUxYImHA+bgyCtv+EJ0SGiCKRIaJD8EYsvN8MMS8NM/0ikf6rMAnx59IQ3qvi4We2s8ti4Y/YGCYcneuJuUcL4dZ2FCLDB6CpSz5OJbyP2ckNMC0xFK89it7K+y3PM2MxNCARPxNN9podgQnudVH8392YPz4GtwZsxGrv+o8YXfHllBYBbtSUFkGH3i/AwZlDscHFF7Om9kIL1+s4Fj8fEYkXcFfngXBouArzkAlfLvDG2irBiJjgjrrE5E3X9yBsVBSO3wUqdw5Dcljnx+CmqsJsGJ/ofUUgD0cXjMWCwzdEQ1/UKNHQaxni/Fs5cS5MyD60Hqu37MHp7AIwt4lr1Xpo3HEggif3sbwRJc98+vqFWLnnB/xSQE+7VkW9Fz0QOGMk3Nkh1f1M19OxfuFK7PnhF4iP18OLHoGYMVI80/znOAKmLxfAe20VBEdMELGmvdgTNgpRIkNEWHIYOt83TLMQ7zcFxzsE4QPfTqh77yJSPwzD6vQbqNYrgt8U2tvWvKNYMHYBDt9QG4R10DU0GqGdH0Vv3YOQ5+QESJiI6fGkK6n2w61tIKIj30UDe3vE//7YIcCNmvu15SYTTE8+qVJU8pE0yRMxt72xLt7vEY0LPYaI4V+h0/qpGq9VZuxQBCT+DIq7QcwWf3CH4P0iQv6dhw8BE/Ivfo3Ug0dxCc3Q+c1e+HuLak4ZNOdj/TApkUI0KjVAq1eaoAYtsjD3LL7L+hWo7o6guHmqG9E8pM0YgQhSol3rt0aHZvT0nUs4fu4a7hndnpInf8aICHJCuKJ+6w4QHz+Oc9fu0WVrMDYu7I5HUX0rLzo5FjEcX3Vaj6lqN77sjcaz8IrZAlUkYnlNQxnXRHLpSZJL5t8pRHoFI7VlMPbR3vKfHQRM+bj4dSoOHr0ENOuMN3v9HS2q3Ter9D5vz4OT50X/PYkv9h3F53k10aXzO3j95efAo9fv8/ZXkM9xo+YBblTajHewvn4Utj9ucSYUdvMOhd1wo+YBEt+j9mlTEYpIzFV6VPUJa/t1djm8J6fgVq13EL55Gtorkp48nNEjEJj8M9zeWoBPp78qjJC/KwheK8/AlW6IN1OMumyQ5O2ZhmFR3+IeeUATyQMqBsTmY1cQFTM440oh7Zux2EN5GnumDUPUt/fQNjARke8+wuGz9+WckOH4DhmOD8CosVxeJmKHBuBkz62I9eGhPfdl+yv6R7g8r+g7+EjN/z4YNSZcP5OE9dFJ+OLKTSl+mIUwNMKrfh8gpE9TGxY3JaTtDsf8uG+QzeIe6OdC3kh3/1nie0WXsTt8DmLTc6VxXchZ2Q7/DJgCH4q9RPYezJ8Vi2+kkAy41kSbvkHGYRMUBnBoyVQsPSyP5YqabfoiyEpIBsUN4Hp6ApauTVJCPmhVqNroJXj0egU4kYq9Z3/G/56qispPAH8U5uO3oifo7y3xpucEjOmVgw+9tqLZ6lj4NHSepkzXzyBpdRQSvskWQkKEH4WRNHqpI/505xQyVFgTaGjQ7p8ImOIjhTxkY8/8DxCt4Mbm/Sr8PghBHxsJokJy69ot2H1Kxog+WbMNegQEYVy3RgbeZapQ4rUSVOCJipckmqvB2GSCEq4xn+BUrpR/Q/Ov/cLr8AmebHV+LEQmYelaJJ1W4SG81x7d/m8YfN+2RWc28Gc0FhWBLZ9nIk/CmdHuS/1HY4pP2YffKNVenuuHJbrKLkWXdyN8fpyZntm+uvtjVggLMRLPypzYdOSKQfrCWWn3zwBxnmB7PguxCr3Yo2+AfS8qIoHO7a9wqcbi/++g6InaeOF1H+OwJufJmN7IwtbAqWAFbrRVwIpwbtN0zNl+VsKdnW13+M8yolHx9iHyl35YQ4mlTWhUEzv7IatwjG4UWEgXe3cs0bxHI63VY7p+CEumLsVhmdZs8Qh5fUQT++PX4qM9pxW+JJ598xkSvv9BNNJ1NDxsxlSaA4h3rMfCyJ04KxGVa83m6OI7A1Ppj87YZeejfchw+cWi2IAwVfkGQLkRvYYE/yGIv1wDvSL0icySh/5OU/huJZ7E9NlrCfAfEo/LNXpRqGwQNGULTkXCKzgVd5r6YmusD8pX/RUTk9d+ZA6vE+mb0WJ/jPcfgNYOXxdRqN6e+QhZdQwCaQj7PQ1h/u0tb5yM5EvtF/C6TzAm25JbQuL9ekQnfo5MmWkIZ3UYpk00mqtto0bkbTH4ROG7RM8OzEMMG4zEzrN5Qkgio1GzTGPicT4+iDbzC0F+tPwTfs9+FoHbS5YTYpNHuYhhj5E75TNN82neBb7CmTCgehYmmbAUa5PU50xce/tu/4dhvm+rQisJw54rkOM+ls6dB4yGs8aetLxCxGhamD/aW9CUEY8tG35o5rVmHYnRZvMuvpgxla2HyUU1z7CDnYO82JSdhJBJO1AreANC3InHK788ZMTOxZLd3+OmIE9sfK8URk3RuU2YPme7xAddUL3VUCyI8kErK0zw7JqRiK02U1st0sG18sceDwTK2aiRkyKvgmIX0KP722hW63fkfJGiKMaujb0RucbPgIhJUZnph8h0CqGQwioqSSEVxULc+QR0/GoV0ly7oG/fNqiSk4G0tHRkCQmPlHTp1QW5O4/h6R4BCBjYDIXHd2HjxlScp7+7tfTFouXqg8NiRb0w63hD9PYbiXdbA8c3RSL+GIVkuDaGd+QaKtmoPmXmdd1zrY/WPbrj7Wa1gFs/YPeuz3D5DvBUq/ewJmqQhrkW3f4P0pYtRAyNC1dX1O67QlP1yFGSM52Pw5ig7bh6jzGaV/HWm+3RsMptfLVlE07ccUFxcTGeavAG/IO98fx//oWY7YdFXFwo3vf9iaizaa6Im++76NG8CnIUbCqjpe8iLPfRx/OTIpAUgklrT0GdT2qerwvqdA1FdGhnnWIgC2tQEuw+SoKV3rDKBKUcg6O/oX67Puj9ekNUuXUJ+w/sw3lBOXQznF/e0QUYu+Aw8txaoVdAAAa2b4b6z1DS9fWb+PHCXuyK34nPbzWF37Jw9HdC2pnOJ2Di9HhceYoUzt7/QBtGuxkHceAb0cBxqdMVodGhKMvwaWuheXlpM+EXmY5fyQXQoNUraFIpF2e/yxL2w6WhFyZ0/Aqr0lzRpW9ftKmSg4y0NKRT+JFwGjp4oUvuThx7ugcCAgaiWeFx7Nq4Eann6e9uLeG7aDl89PQtxDFfgku79xAxnyXBnkes3ySkNhiHsI7fIHKLG8Z+NL0MkmFFz7AYjWiuApaT4I+RW35Fh8HjMahHTeRui0FM6nlaf3W4B8VhniqhmuUpeM06jEqUB5BAJYeezD+ImUPCkU5B2G5/egv9PZshb+82pF58Gl7qBGgTVTDymoXjDXvDb+S7aE2+8k2R8YIhZI0viTSxBVdrtMI7bzF+Rsf+0n4c2HdeNCYpodVrQkd8tSoNrl36om+bWsLf0/aeE5VolvDq2QCfp95BN8ZrOlTGpU83Yn3yKdwodj6fJvdECk4yg/Dl3nhFH2BuYdQQLj0JF7gj5LN5eFPHcNjNccRxFype8hkVL6E/HpyJnuHpoH/AZ8I/qH/S2XYxHstRXmb/OVkO3IVbE3d07854nfYcEkM3oGHjkfNpTUOWXEErOiev17qFI0nJOHUDlnlMUtjdSZcmcO/eHe3J8ZSTkYa0dPHMuTb2QsRqf7TWx8DkZWB5cBhSNAVhVHMxnKt1o0bkbUfxW/126NP7dVr7LVzafwD7zouOJUtZJn5LkRF/SPyixh1knZBolMIMvbrkYvfJJhgWNBxvNKyKm5mfY982OiOMJxjKPAd2yiaP6gXPBp8j9U434ax1qHwJn25cj2QCv5idmWVx8FfzIDlfJc8NrXoxGd4ezeo/A5f867j54wXs3RWPnZ/fQlO/ZQjvT46Agr0I8VqCDMaXiR8ui/O3qhhrViLwiiW40orO6ut0Vo8kCXMigtCNIYVtnnRBE/fu6C4ShFnnIMy8IlbD34Ig7OEm6xK5qNW6Czp3amOxx2w97/f+AesPNcZAhl3NPBzftREbBX5YihweRuN+sXAZuQazPNRVWM0hqswxJoS03snCCUZzMNirkho1OeQ0GbkFN9r2x4hXf0dqQgouEM+u1ds4esV0PhZ+kxJR7KmtFmkPYf73xwuBcjVq8ojYR0T8Bw2HLEDk8NaaGxnmIZgWGIMzTPEwiM3OS5qEQTHn8Wyv+YgKkr1o5pAKtk3Peq7ERqqlqJgbVJmDKV6JOUyVc0HrgI+xrL/K3aLEh+veZR7J4Z+jy3r1rQl9S4pVL9blfojrovApueqJINhE5hT2n+4Y/dcjWLX1AtPkDWLOr+PjgMHYkEkztIh3d4D45DWgJYYsiMRwgYmyuY7B/Bs+iJraBpdWB2N2ag4prF0xh1VhKT6HaP8pSBZwMcYbVJ1NfKayRRUeWWm8SwZcJ98gDH+jIZhP5+aZbYiJEQ1FhndT3/UUsqC+dnLOqGGK7Kikehi/ZhY8NBnI5KXaE4ZRUccpWVC3r/n0jUEUuuFiq5oa83Jl4GZ7d8cEnbCdTOGdjyukKK/219KuGStady3yYieQF9sZ97qNbTY0avKSMGlQDM4/2wvzo4IUD6LpfDRGBCaD7AFG0Fi5caxqfSr6ZbvTOgAfU/lL82kwCy79u4LiR8pssSpE6RrtzZBtDZVE5pxNozD3yfllEKJiZNSwcqmLgZBEhKpyD+Rzd7cy7fXHVDlPiHoy0S1Nb1LGqym3D8Jc4y/DhW4R1tMtgkiReULI1ArTKCW8ij03/PMuqmcEbVDhIfpSyxCUgI1wG78C73fTlWLX8J7K6DgjEXO7mTVe0/XdmPHeCnxbKGwWlYHdSGVgzUQjC+yc4rKriGg6Oheec4+iUL5NsTBytIQo0568bv1/656WjNHyzAORaDi5CJ3fN8Bc4Vnk5tLstbUDdhbLveehOCSByu1K2Mv8tJBuqBT+n0M3WiPxSe0JWDfXQ1MMgd3sfTjhQyE53KWhN1ZRPqQ5J1B8j0iPPM69BAdC29o0l4IcHJGdZAIDlviysv1WjBqm9I1KQr3xeqVTW3DF4myb6NaNbpNSizpg8rq5Zl6atwfThkWJNKgvSmDKRtK0Sfjkl6eQd40MDWf5Wml5lBsZx1vJ0BbOdD6d6UGCgW2rIhy7icq42R7u8jmim7UdHwRjw6lf0YhuGNcNtx8CcXa5N+YVh4jOEIlPiDlnhRp5JjhZPqmNCWo8BfZDER4fTsCHrNhHCarGCWGfa00YsXKxhcPNzBPoOwb7ofBDl9YI+HgZ1KqODREj/SkTcb4TcPbdBK2OJIg+0Ul0V5djp+hsT+tyYUto1JyK9ELwl68ifBuFzbKaGYRFLwqBRT2SZQkky9SLIGdB5OQPkEo6jAVftr9Y/sRjhED5GTWmo5jruQCXe4uVfLIMksPNShlTpD8mT74cm82Ez2QcamZgFMghEbRJGu+/tGmKILcSn6yUUXVpi8DESLBw8HwyoLwyPJBCVwka3VQWDrcqo3NYMsKEsjTi3FKraD05JgrHGLbMDWGCh0i6+TmsZYyi8eGH0KsDENx4B2ZTcq8+tt0e7TEmPDm1isazJX67OuYqAjYHm0ZRWEiWyusqx94b4MauvtesSMaRzFwKkWPuP7XQlca6bsVoUCkWltV7nDBq8nchaMC/8co6a+F4KoNWtXeyN7mxb9nGgDOcP8ifiMTQ14zDgVQKgjXPkr29NPq7kVEj7PmhZgYlsOVwImFTLRN7hTM4F1R11FgQyAZhoYsqN0Kk75RbTcgwWAdZLxAE0Ik3FWHDzkzA9fElumk0Vo5Vc2ShTUvdsMiiiEQeFdcYhJhzxWiiKC2yUfQiRu1YhQFktYk3DiCnRjIJbFW+hxAydQOj95FBRIpT0iQvZHikEN/RhaTRcz4UWnVLo/gxRWsI9rTfaKEEKOshZaAPKQOFoLMifMPYaKDNMvi7CaciKawvlXqFNKEQsXXDJWOsJFTENBPZOINZOatoRk3OJozyTUZdqdSxvK8aWlf4GpUhXkdliJvYwCsrDr7hVfChLlyOGei+W7MIJ4mHsDE/dMUcjZNANa7gYaawPLpZUztyRNnzJWobVq9TO2bYFquVbiOjhuUzDcC/X1mncxSZ52GWn+rzK+VNRd+Cp/72g179ckEfzCK5pM1nFOVVTM1F5CSsj13CGVPRjQMkWHIeJRlgAtnLmEg3io1LEtooGZZFXg4U4MkixT4cVT6Uwi3ldQp0txVZSmgl44kfwnWO1hFhhkU2Zh01ruU3v8Gifkvx1PT5aPH1VnyRW4iaf/HESFVYs7JfRvxdyXkrdrqSqJBbt/uvWG/AZ+Rv1jCogCcaPOnoMGc3OZykdZTQqBH6dGVRsSSZz8vj6Pkj0zHGhSHt2q+4a02WOUCj/JHHAwHnjBqLGFcxjtxnykQM0AU1C4cm4XkskrzYxmE15lrvGkEuKB/fo49KqTJvhxVFWX7AXiUZRdEzK/xsbqvqxmgVIGk8QZmjUBHlgAtz+xqvUa6B4u0DMbVxC4EZq835MUxJp3ySM67mMp2CEFoAhArCUlYea5GHWT2WLcIT496/fk0KsxEeZZ5qL6T3SpSMLvHf9kzrRYm8ldFVYT5GuLGwsmmY9IkbvIPHou/LdxEvhAKphKSAZwpaKEad5fyERlgh+3CHblGU0BXhMceNGuY1n3AtQOUxM8BBpaQrCojECCv/bSzWzvPEc2VSEoVuCvrtwJ832vZ+ycoQKpMRuJtuxPRTJu+nOo/FkTwyy3Mi7vn3fYw9j4aKnjIP49AulVqk9FpwkUOMrOVKZJJCOD4RRR0Gw6fFZWzbkYWuy3S9LKT8o4Qvrohx2Cyn6c/vwD9oHLpZDfszmCPtqdfZAYYlZZkx5ck0Lrp5ShYar8nvm5vgyULZwunB1jY9D2OF0Cv23irUjaE9tshzl/NLVLknzJky4QblGkyE1fYxCu8xNmrooIoFMqwYPZTZDx+6eY2tCVoAACAASURBVPsFqryWksghMmgSJk5HPMVyaG4THgajxgkaYYry1Cveyg2jMa3bkQdq/KzRlUzzkuJ4KtIbm5uvt1EAQSW3lFt86cbw+iAbBilrzDgA636gSdEtj7nqpYFRI9DbNQTYvAVWzUNRwMWqmhtrGZfLN5LDgqIaUxOLJCNOcQw6bFyXhkeByF7MCyMLUcrPkvCo/DeMXTsPnk4ydXH+hQg0cCxojxN9x+ssBujzxSCff+kcE314b26O9UoBDQMZKN+KOlPsgdFdeC6aViF+SeFvb+AIkg78iP+19MO61d6CU0PZL0OjhiQ90XRv4inF1mSQIf8QaeTzLjqnj2KjiE4hI6cxzUi4of3idVUImDWjxo6+KOiI0X9gtHzLZMAfhZyfKUl4JnAS6qwNsQhTLgl75O882gg4btSoPH8sUa/1i5Vw/dQFKVFW3zhMZPCfvLheuQK2WsZXFihqZsCIe9PzlleQthRlR40aRQmy4r3W7beiRMlMhc1tbR1t4iwpC77Rz2GVhunJYTEsJJ3FqDPP2xCc8jQbH7JS7Hi/Fsbs16KOJsmXFHDvQ+jGEjuluedlRGLyB6n4+Vl1eISB8GdKzpxiycgSX5YFjKLksvWudDNW2hWs5O7KekwdNWoYk/VFVt/pcNk2G6mXKX/GpTpaeYZgriaBVzbWmF4o3UzIxqOqVYBmC0mxfrpBeww0MLytHm1Gk/HPY06XbzEnLkPIn3Gt3wnjw3WJ5ooSahSCI98qsJSwVmhdNRdnMlnCru28CctzwjDchOc1XavNMy+dUaMSmrJyJgkWZf9VILHiFJ8l/RvHKVTHa3B/tFWHCKpK/7JiGO3qFuGHc7JxYxCH7bDhpdslmV+olEm5CV4tKafmphR+Vo/CUxOUVt/iTcj0n3xU1b2sUYBUbp1sJ1mwMz7gm9UX0122UWjnZcpnYEmtngiZq0ooLq1RozgB1M4IJwWQKqfDIrfgQRs1TtEIU54m49po+YbcfAOnvZWUeYzeoSIXctmNTErLFH73CpBfXBnVWOUW9e+PQuSzpsCUKF+jqis9lk9KYjWhwAudXtRt3xdjR+roXco3KlYMVMeqhsmhkVrD1tKocYjeaHZKyI5uHpcGpVK1OsuYWEv+IsqldKp2pkRKmChMrReFqeFvFBWwGAbD6IiyNDyKhpKVWUUxl6vuWWXqqPR0A7QfOAUTB7S2LPCQT+G6nhnw0Bk1cjGZ3WaCQEE+3XJUqwwtRfyBwnzWFJWctjWqwlVHN5XqtkffsSPRv606BFW6XaIpGxsDBudYdsgp/drk29oCxRlpz6hRioGQCWR5UymWiz/8Qx5QpTH+/kZbKZSSzXUjnl9lXD5clinW1iH8HarIACOjxiF9sQDbx43CxrtvYzbr2/RtmNnpkzoZ1dfPxbIva2OYUOAlyzD30knuyB9/DBBw2KgRw56eoERzdWwzVSiK9seUZMrfUIcECZ6OGNRnlb2ksjjWe5OYmcHfJkuMmB2SLY2t9DAp5U2Nk0aNIoTURo1ubtZCcTQx6f2+hr9fFoarPfqyUuywl4WtfQsaa3oZ0L8NvYL36Ar3ya2BmJp0RRTQlVrAJyoKvi3kqwtL3JhHe8efWd6R2VWtCEkb67U8F2Zve0PvddTQrYn0iKNGDXt/GS49dxN3G47EuHdr4eyGCGxIz0NjXZ5OxmJSJPfla8Kt8jJiMXexuZKU8bl14kaM6M9nvwmu2ZXgEfwe2tzahdWrKIkRulj4vB0YP2AdfjDyzrFQl1GJoDhBpZGiXDa3kOpzqUO71PM1Nmr0e/5gjBr21aLb13D7nhtq11X3UpGUkMvNVHleTONSNRas1RtRhrcc9m6TdLsph3ip89zy6FbUh25F/6Ak/PlRCGp1VLwlrSF/Uwr9WQuM3UhhYXYrZZnD+mTBzvZl2aXncPNuQ4wc9y5qnd2AiA3pyKMQGSVv5wEbNewcfDA/UUi2NUwgd9Cokc+wYzk1DoR9CVvoJI0wxXTQ9xig4pdGBrxypjTyhzKoyAvsQ6Wr/2jYCzNnvYf2LzyDSnSuh155zzJkUoNLC2zyICfRHnabx5TCJIQFr8MZVlxByfmg5VjstUjHV4eqCqIYMSILBZ49ZGnUOERv7FW6JfekW/J8nVFjbR4W/MUAZ6P52NaFjOSSozzKyKihfyPjPHbuYlXlNitcXS4Oovkzm89hdFUbNWoeMXMW3mv/Ap6pZJad2l5pMk8SnVUtNnngULc9QvEMU/5FJIUFY90Z5qzcSv8my04zH3PWqHlx1A6sYnGzAimIt7n6vDbD8GL2vEKH+nMohroH7f5/aNm6KnLPZOLXKp0wbdNsyltybL9sGTWbnlc5jAyMGof1xcpSJdZvbuIp1z/wm1DK1ZWM1rpoP0KqcisA46ScsE2w/K+PMAIOGjUiQR38mzrsSUJFFRKkHALm6Rl4HoNV17rWjRoDYmUHdfINBBiF9FgLaZI3yV74GeRbBbM3NP/CYfxQratl9SAa0yL8jClVkVUwT7c2o/A1jVLQYhN6ftYRKdQbQvGfFe3G1N4r8J21cBQLwmNzj0SVeepyrGbG3IRVhrmbj5y90VjwEatUpr5B0xsYDPc5wCytt8biZoqtd3VNSobXJe5p5nYe0T6BSP5F72F2xqgJQEoLdciEFJ5XoA3tkhUbo3hfQeGmstlutetC7n9mys9G6sJArKBmg5W7zsFuJRDYxqkWmPR1jeEh9/fQ5O4otEaJmsm6MCbhb5cwSOPpNN9oWRMYludE9FjfCFDFMKumXtqbGjlUS8FGvglRwrvkc34ecWOC6PqfPN1P/Q+FtajktFK1kO1zJAr0hTnYq3J8utWwDIPzn3sCh/NfRNeWlv1PLMPPxPmZy7JSocVOXujwSxJSLprQrJsnnr1yAP+p/BaCwkaKJc2FXz4uHP4B1bq+YtCV2jL8TNiXlBaaju+C4E4xe1UtFV0djdkLP7NFTzaFkLrrNt0EaoqrqF+0Xf1MiHEXip05Uv3M9liW03WSRpjDZ82ziBVCDMWfhtbH18Ynu7chSaga54a241cjsq+cGM5yJUZhe445JFEawNiokZ1LVBgjdfGTCPPJxDAVv5NpTgl5ZYPJ50RxSImG8Hd9jW9IZDwUp5HmfBkbNXbpTQRF9G4rZbfFCIF/td5kWMTDgr8w/h5TB1Ga/DV5Po4arKXhUUbhZyrqKbqNa7eL8IRbbdQ1M3Vkpy5E4AoqHGPkEGSGWsB1jFetKYtKvY/ankM56OrbW2tGjSzPxJuqJ8N8kDksgQp7yKyD3QTF4JymnLnMM5y4ZZXO+x+qOclOVDkf0O5NjUyH+iqE+igMKQf06tusstgvdFOzGMVBlvmEjC8KTcHP6W8+5T1hdD4c5/5P9a6FUeOkvigw8HxcT56NwWu/o/8wCt/lRo1NEcD/qCDglFFj7P0x8NKzAzXfBfMocb2J9CnrRo05pMhc1YIlp4/B1WHm0APznpXupkaJF1Ylw7O5hRa+b9kEU5V/0yFYOsTC1fZedJB7ObDzSFU7PDP6IDmssyqpXA4/K6bGdSTonqSr1T3tpTwAaTUyQzLqA2FIpCLD2dtBnRTPmGk8msRrlWrZGLOIU2YsQyivzPZtPHkWtYxNfk+5cREw2IzGa8xJ4xZTk5N19RV1HM6pEZWQIx21pRpFJUYd2iXTmhOCQ9ofVlXFYaNGCC0pRpDa0ycrnKrYZiWe2ahXx7VEBI87i7c3z0YPufy/QT6XHkujc8LCFMdcHaajLwNFz6IDuB1BoMzHjcIdpEpj8r/dMxfSYF/SKvVi0YaoGkskxcmW589aeJC8cuOcmp6fuRuEickFMKyFjkrhFl9l4PiZkzhJfT0Kq72KidFh6G0Rl8++G4rC97dD3/tW4RGsol4K3eyQHSQoRUc6am+PdV7V0ho1opF0Cy6aBpj2pJWqvDyVPG8bsBKLWYlbw9cc6VOjMtAd6VOjN36tTtdJGiFsex59W1NKWmPU9DhJTUS/otZJBVR2X99rRqYpXW4S26/9r5PhonIs0Xxlo0VUeEEOmg1oskkVdiWd/dsqp4hSYY/4gVxgxtY5FWGRc2D0TUstjRqH6E0+l1QPXc3bBPrd3BhrDJLALfiLUVSEzOscjiBgvouS8ig5t1Rb7MAe1ZPQFUPkjOZIcnXov92xReXAktetMUwF+bQfr+tD7AQZT0aLVIWLCAIbmmxShfNJ9HVb5XCTz4qKZ9hdA1VkFAqfZP0FoyLD0bdKGuYErKDC8uZbQXtGjZLXqZdBBreSwvkpYLmI3XGQmupG/zFaVxGTzVh2vFkxaFl0wrDz8E4Og1A3if2sGDUO64syUDadPtyosU9P/AmGgINGjY3EMkUxUimajClueAFbVEqWdaPGHL+uLtWnT140b1cpjBqK84weQTcKP+tygJi3KvwOAjaTIFNCUyi0boUfJu2mgrmaamBiGMXuv5rzhahNN1XuSsKLkeZa+0o5RkjKYSZLUv4Rg5XSi2KJ2Siqr+lM9SyjqiVMGfrQdY6qvLWJohIGUpgWNcxRlA7j8LO5Pw40h88oFb204VGsnOWErOHYblgJzJw7UpqSzvqkYLnKXAr1l1GaAUrGE2v4p4T8ZKUg7sxfMNRaMzwltpfRp7ZEsFUWIOTpJOD5ReYCDkondkWxkeO+HR9XLFN+TheqqZ2F4TkRykvHoOYiy+o7Jb+pUXWc15UeF8qXUl1apijJ1d/E8puvKblkeTvGY/KvU6VQQ2ZYzwc+0Dd0pLUpNzXWkt8NhJWgIHyGv2rKHlMI2e4ZeG/Ftyh0UZfftbKLDtyCsluq8DsB2ExKrvnYn8MKKgsvHnvz+sFob+oVeKtKp8pGiKIolSb8TCqJe47Fxqt76diRU0r5Vdaba/I6zNX0m7B8WaFjVblu9pQcxnVPY1DJNO5KjpnNpNTJKMm8S6+c25qskzRiTSkT6iyY4/mLzq2g3hW7qay5uhKZbLypq1ZKhnlybV35W7lyVQ30jhIN3C8X9ENi261KoQBG6wMou9/s5ZeNa11IKzun3pvQZIVxBUdZJmhzHQWtkJRrKkuvvs10hN6kSpwprGGqph0B48kjkN59o2rPxL2x4C9CmOwRdFRCms1V+NzeWoBPp7/qmKZUQh4l80RWOMFcHjsLKXFn8JehrKmw0efN5erVPEp+MjPWFxteiNNUNZSNUE3+qnBek1Fbd8Ms878acr8U0g/6JbbFVjlnVg47VpUelo0LOa/P4Qr/1I9nUWA4DghNrOin63dj06hRVWfVVo+lccgx1++L7khUHK1SkYqq7DbSgxG5UMWs/hBqWTDc3BZDCec0DBdmVfK8sbb+h8T3VQF7FkaNI/qiwU0QN2ocO2v8KZsIOGjUkDeLCG7QlucRoStzqShq6jrqThk11mJRpfLHP7yLZYv7q5pYltSokRnhzxSvas5zENERBduWG43Q1aJ5ob4IApMMJAgmHMc7SvlhaeydJrSj91/BCezceYKa7amTwlld+PFIpN4Bg31aUGPQnTjMmiNShZfJGmPKHsWK9eWPv6Mq9Skk4C7DLx3HYuyApri1azVWpVygni7qnhcGuAkVrbbjdrPe8OlaGd8IjeioxSVVwtpKAcTm4B/W0yQQn7UP13mBpWaZVKO/smFPHkfDz9gWiI24irpMxbRBtZARvQAfUb+BYrkCj2yc/Ew3N+pSpXQjEjgiFhersCZ5ffFu97+jZaO6qFx4HRfSk7CZGm+euPYHGvZehFUT26nWZAtnuRlrUwwNC0T7WzsQGbmfmp2alSSlV5Hhui3HLjoXDf8pychhDRa9V2mFgupxa8a/oBCF/oB3l2n7GZTUqDErWEaN6uSGh7/j+d5zETGR+kRlUqWzCdtg6r0As/6agSUxV9F3pTk/hc178qVBWgOBPNNymWLLPjmKCmKQACrhf6waXmFNEhv+Tg0H07D3HDXDNSy0UIBj83yxzi0IERPchWRY5bbF1i2o3PytUVfLBr66Hg0KjyjqgqnTBqFWhhziqXIAlNiokR0Dlj2ibHMDVUnvGk3xautnrdzQtILXnEHkXmE/c38iV2qI3KFZDeDOJRxn2FqsmT3OeAsp3HddqX9yB4iPH8c5UsKM+ovZmq9TNOKgUWO+/dCWKZZ7LbFeGxNiZqBb/h7KjdmNZzpURfrFFxE6bzT++vSPOLR0Hlan6/gX44vvf4uOQVPR+dYGzFudLoS4yU4RWebV1fdJo8WzczVmyV2MiTD3k2KYKD0+WGiNRV6XgVEjyySr9GZLnkn75vcR6oRQjll7cxKZJX+RbwuaobdPL9Q8tw3bWNNpI1qwI5qc5VGK44/1ndJgcg2JgSMQe7GK0Oiy77vd8feWjVC3ciGuX0hH0mZqvHniGuVL9caiVRPRThOlSjc/gzfghbViuwblpzTkJXk+IQYzuuVjD+XG7H6mA6qmX8SLofOov9zT+PHQUnG/NXNiMvd9fNsxCFM738KGeauRzuSk7PSQHRJ19b3C7Mly+e90w0yNou/+oQ2dtvV20X+PYc3MBUKTV8NzKBjYK1HoOxPjX62CzE+XkEPqEpoGJkrGupl+3JpI/O/SXmxjDT1VtG6egxjiGrrvJSzQNzY1yKlxSl+UP8KNGkcJhj9nAwGHjRpZGMbVm4cdk5h4tNdl3spXdY0slWtkwzKmonK14gbV0I8ZhEbCkCUzam4dmIlRi06gppdBM0U2LNVC3zQ1DB+zjsrS1F2qt6IkzLnwVwkFeVWCUht9D6PWRuAf9URl4eiiQIQfYIoX+7misawQKi/Z9so4TKmCohGNe6PWIkL8uCA0QyatxSmhESb9WPWwoQsQ5SN7YYxxyzu6CIHhB8Ru56QwVm81FAuifCybVLLmbCFTsPO59xET9IrQfPObRf0QeoCykh34aXJIjKqlMAQzliM4LIWMB3kJrTB0QRR1u/+NjCpqiEbdnPXd5IUni/6LY9uWY33Saakan3lCrjWbo4vvDEz1sBaSY2XywnonYS0zrKT9rP9WCFZO74ynpc7GvzzvjUglr0QcR1EaHMDE5iP6c8LwYR27V9yg5NUYDBIPgzbPwNHws1sHMHPUIpyoaaUruggqLu+OQsSWz3GloDpeaN0YpszvkPXrE6jZvAcC5lKZZnX1M8HonIrz/TYjql8tNltkLA9GWMpV6TzYB0TTVI01tVsyGRHKeaL3WfPX8eH4wGgvWWJxWDh2Xvl/qFoZYvUiVDemF9VUis5twtSwj6UGsvIZ0FU1k5/Xd4vXn7ESGTVkkC3yxbzDLugcGo3QznarGKhmby6yYhtdXYw6K7W6fiFW7vkBv7DEXKr61eil/hg9xUeVc2QekVWNWr9wJfb88AvExxvhpf6jMUXVT8P+7tITZUAjwnd05W2VPCtNtS6mhE1G6BampLGXiB97R2KNX318peHTxjxPOGuR6eZ3JV5OAkn49+KXjRoriygIfGzxFfxj6TJ4CudUvNlaldsJISunw3KLjYwaYSAsDw4TFFfhp6K335j8iTgJF/cgxM3rblkBTIA7ARNDd+L5oHiEdBJjYA2dJkz2BYViK6swIXxG5rsO3zco2+8wjyo4hvlDZ+OLp7ri/RXva3mJMFoR/ntsG5avT8LpbAoxVBMYhRs27+KLGVM9VM5O8QHmzPA51A0JmlBw6W+Ex+TQLcpZd20s8u/6X6lloJX1k8yd6ReJdEm+ujbujbkRE9Ge9BHh34tfNjBW1ZM2/t8sF3DJwgR8k31T7BHnzE8IuwzCjJGiI0f/Y/tvXi85JST5ZeYwjMeHIyzmmCT/xRFqvxWGlZM7o65yS1aAk8tGY8aJV7E0bgKEft/qn6E8F50nGn1xzxxMW8EcBM4s0vJZ3nyzdPg96m87YdQwjlFErKYSKtnjdSzedUQ2RqsS9ax6oOX67lZr4hchP98F1eQkwRLvCHlDbhei8jPqqk0GjEBItv+D/lAJz9Snijk2vleUnw+XatrxxGR1aBMbNWM475UxnEJRPvJdqikJ8eIzRbh97Tb9f5r9M/WpuouDYEnJmPQS6tt8qaz2wsa8WMLgzbv4Q4c/qzpz+modvKzrh2TByJX9E0Cwsx77+BjvJwnckxdgeqmthVC1P2LpnjCiuZKMaMq/jcLKz+jox3gkGQP2V5t0VUT8oRLxB6cmZCdWWqZNKrqqLgBh/Ak6W9mn8fV3ufid1LwXu/4dLRziG/KZdIRmzM86dcZsYnIfzpVTe1KODztKIyx5n3qDJKgMdau3koqH16C0uhXeZpL5hA0eIT+jSVJnxv7JTNR82aCUsAo2E8mGYpINylkw5NeO4GyF3ohPXjx9FXWcnYfRJ6l30P74jdiSko7cQjf86eVu6Oc/Bn2MY7/sTtphHkV7cxvP2JdTikwQOJCxXBZ6goVgFbtlIgO2Zpu+mBamKreuzFqWkbpxrMgdreiWZNMT2uqPRZdPIrPmy7Ajmgxwk5uMT0DMrD5l1GNN/xlxvffUhRbUjwjOo6lY+X1NvPpaJ7Spkov9aXtx7lYD9J4bgYmyQ1dogBmOvOErHXe8OKov2qUo/gBHwHEEnDNqHB6XxU9/hFbbzMmWxkaNHLMNVUdzhz/CH+QIcAQqPAI8AbTCb2F5LIAla/v/jDGqKmTWjBpz7xeDKoTlMbdHacxcyh8cS+XP/yf26IHcs4dCl1v6LsJy5ab/YV60GK66+OZgLHz/DdS+eQQfzliH/zQNdKAn1QNcl5DPtB0NhMI9D2Ie7DZlDD6p3h+9O7+Mt/7eQnJyySGJnTEnkfrfyU5slnM79iv0XEflzi0LUz6IBfBvcgQsECgno4ZVefHCv9pspB4o7LJTlbiu6qRsIm/cCOqgfV2d+M03iSPAEajYCFDYzKYPo5F0OpvClaiBXaNX4T9H17hUWSE3air2ZpfX7FkyfhBujpOLdUiJzj9QeBDl/H3GmoYIPzkfiWJarPZCKq85VvRxxVzST2pPwLq5HkoIk5L/h5bw27Qa3lKvuYd3tZQ/0i8FHRLFSoXsJ4YkwrLU/sO0CKmC2+lKDdDqlSagdLWS/1p5Yc4gMWvO0Z+5yIj0hhsVNYqmXKQGclPX0+by7tIjrGBMTP3VhuXCHf0uf44jUJ4IlJNRQ1MWqrek40+e1Ik57zMkHfiREtdVpVjlSmS/GSVOlueS+dgcAY5AuSFAFXmWD5uBz2v3wMAezVDl1lkkJx3Aj4XWKpZxo6bc9qKCDyxUattwB13790TNM0lIPnWD8ttYMYWPsbDlpwhddhGmu2fxHSu4QvmArY36JFVwDMp1+uymIDAXI9XleaUPyhXflIbY5TqR0g5OOUleZzFA1TtOLDOcLTTP9Nd21iztx8rw/XwqUjaEekM5lpdq88O6PDNHJskMlNVPz8X8d2ujIPNTLIlIxCX5dkvKD2yku0US+ix98Tb2PZirJUeWxZ95zBEoP6OGbme0iZrqhMyf8EngGKy99Cy8I9fAr5W9JJ3HfJf48jkCFQUBKiXqsetvSKCmiXJCqnwj+z+5RKpmLdyoqShbe//naVl8xZzsfASzPebjmNCAnBKmvWdh0fDWTuZz3f8VPVRfPEOOx8WVsUDTeFOaoaTUVvVV90R7qGavmgyrAuhPDSE3UhgX4zpSyfHv3THHsIH3Q7QOymk581kS/n2c5QGW4leCm5q0GdqmokLftUgXTPuMwsuk/SerEFtUViEL9fSj9g4ONbEuxXL4qxyBkiJQjkaNNCWrSeiPUXJsSXeHv8cRqGAIMKE3NT9YIwiVioWG3kRu1FSwLb7v0zVO2L/v03j0Psj6QfllYbiB4i+WRD+NbuS9D2r38C9dLA+9EwUvNEa13KtUBfMputGTjZyHf/4PYoaMV89zpVYHAyT3E2sGPj0PY5lRY6Lbr94RONkqwNygsygDi4fNQeF4o6boD2IF/JscAUsEyt+o4ahzBDgCjw8CFHbqm/Qy4tQlVaUGnIU6r58ICjdqHh/i4Ct9uBBghXoG4ODrCVLuqzQ7qSdYcqWh5ibHD9fEDWdjyj6E9QmHkft7LbT2Goz+beta6dtUARZzP6bIeve89xGqjQ6Cb7M8JMyZh0MNgvAxhZZVU3qM3UH1Jn9FG8qzyT17Brf+MslqCfH7MWX+DY6APQS4UWMPIf53jgBHwAkEKHE7KBjXR6+BPwsrZaVA/acgOccF9du0R7Pq+qEKkHXyFJWSVeXbOfE1/ihHgCNQCgSoo/2CwE2oMilCatJZgCOzByP8TFsExc2DEM3Ff48sAmKfnM344mo+qr34T8xcNNzch4b1s0pYirW7M/Fr9eZ4Z/Bo+L7dlId4PrLU8GgsjBs1j8Y+8lVwBB4eBPIu4zI1021KClH+hcM4fCHfoblVa9kVXVvyWqEOgcUf4giUFQLkeEj/vjHc24lnz5R9ET/Wa4EStqkpq1nxcTgCHAGOgNMIcKPGacj4CxwBjgBHgCPAEeAIcAQ4AhwBjsDDhAA3ah6m3eBz4QhwBDgCHAGOAEeAI8AR4AhwBJxGgBs1TkPGX+AIcAQ4AhwBjgBHgCPAEeAIcAQeJgS4UfMw7QafC0eAI8AR4AhwBDgCHAGOAEeAI+A0AtyocRoy/gJHgCPAEeAIcAQ4AhwBjgBHgCPwMCHAjZqHaTf4XDgCHAGOAEeAI8AR4AhwBDgCHAGnEeBGjdOQ8Rc4AhwBjgBHgCPAEeAIcAQ4AhyBhwkBbtQ8TLvB58IR4AhwBDgCHAGOAEeAI8AR4Ag4jcBDY9QUXd6P+B1Hkfs7raFWM3Tv441OZd39izrknkn6CInnbtFHqqBBh3+gf8+2qEuNzx+Fn+n6GSR9lAhxeQ3Q4R/90bNtXTwiy3sUtoiv4XFB4BHnNYbbWM5rVsuIWq29MLj/o8O7bR6Lcsb1cTmSfJ0cAY7Ao4/AQ2DUmHA+bgyCtv+EJ56uChT8hqJiBrwbOgRvxMLu1Ja8wSV/KgAAIABJREFULH55aZjpF4n03yuhhus93Cm4J4zq0tALy+L80aqCa/55aTPhF5mO3yvVgOu9OxCX54KGXssQ59+KGzZlQUN8DI6AIwg84rzGEIJyXXMRzsWOQ3DiVYhcW/y5uYdg67w3Uc2RPamoz5QrrhUVFD5vjgBHgCNgjMADN2pMXy6A99oqCI6YAHd2ZUJeqT1hoxB1/C5QuTPCksPQudQGRw4S/CfgxFsRCB/QFJUIi6Jz0fCfkowcMqCaDInHuuENKy6N5CTAf8IJvBURjgHC7RYpAdH+mJKcg2I0wZD4dajIy6u4G8Nn/vgh8IjzGsMNLd81FxyciaEbXOA7ayp6tXDF9WPxmB+RiAt3/4bJqYvhUWr58LBSafni+rCums+LI8AR4AiUFIEHbtQcixiOrzqtx9TXVJIpMxZDAxLxM56FV8wW+Dcv6fKk9376GJOWPoHgKG+YTRcT0mb0RsRxsmo6BGPfwu6l/MiDe/2njydh6RPBiPJWGWamNMzoHQFxefvoxuvBzY9/mSPw2CDwiPMaw30s9zWbYDI9iSdVIiI/aRI8Y27De108/Jo8otRV7rg+orjxZXEEOAKPLQIP3KgxRp4U8ndIIS8ro8bK9mbGDkVA4s8V3qgxXl4mYocGQFweN2oe2xPOF/5QIPBo8xorHKg8+WvaDLyzvj6itk9Em4dih+/fJB5HWrp/6PIvcQQ4AhUZAaeNGtP1dKxfuAy7v78p5b64omabvgiaMZLCx4pxeXc45sSmI1dMjIFrzTboGzQDI921CesXN7yH0LO9sXRxfzSyCB+wYdRQeFr6+oVYtvt73DT4RvHl3QifE4v03CIKvaKskkoN0O6fgXh/eHvos3OsCgf2jYSlWJt0GtksOcWlEp6u9AcKiqvjhdd9EDy5DxyuYZCXgeXTZyP1MpuPCyo16IopS6aim8PVCUy4fiYJ66OT8MUVGXOR5FwqPY0GbXpg8EgfdG1RTZc3Y8eoKbqM3VER2PJ5JvKkQHXXqo3wUv/RmOLjbrV4guX+s02uinqNO2Jg8GT0MQDmyCIvrMwAnuu3BCuHyG5VCpHbNB1ztp+Vvs+wcYf/rBDDMcQVExbpCVga8wlOSfvL9qb2C6/Dx8q3rR5O2pfYsHAkn/9V2hd3jJ3/ATwsiJF9cz0WRu7EWTNQaPRSf4ye4iOGTJbRz5SdhJlT4pAhfIedK2/MWjQcrVlEob0f0ewhoqulh3MNzqW1ORrTlkul2vhzn0mYMZLRQR4yYudi8U55n9h2MzoZK54pRkfhcxCbLn2X9qNBu38i8P3haK86cOysTThQB32nhcFf/QfduorY+Z0fh2+yC8T8CTaeuz9mhbAzV2TBX8TzHSDSLLKxZ/4sxH6TLeWUqXlTSfZJxicRn2fmSfkcIp0OmzYRA1ob5PtlbUXg1E/xXzyHfktWQiZ3m4oo4xHBYdjrOhSxMYPQSMLE6NwUpIfjvYgCDFszCx5WaE8oGLI6CgkKDhIf7NMbr+AEUvdIfE3GV71fEn+NVPabrbcd+vT+C/IO7tHwIHv8wtaaGR9JWLoWSaflvZLoyqOXOMe9Z/Hz/55C1cpPAH8UIv+3IjxBdNfyTU9MGNMLOR96YWuz1Yj1KYuwYaLx5dMxO/WycHYYTXWdsgRTu9krskJyqucK5LiPxfwPPAzkmLSRdEb2r1mJuH1mmUWCEc279MY/GuTi33u+wJWborxieZCVar+A1+l8jbRSCMEmLUmyK+aTU4oMFr811Dm5xbhtafiRsBY6r/vjsfajPTgtn2cJEteq9dC4Y1+MGt4XLz+nYnAsSmPCAdTpOw1h/pYy2x4bdPjvpZDxQsGKtVuw+5TMa0U9p0dAEMZ1a6SRw2kzemJFjjXZ4thsGU+MikhQzp5r1afxRFEhXBq8hP6jp8BHp1uxUWXe4fbGDGwKfNnGh0zITgrBpB21ELwhBO6U1qz8mIycu8Ss6wl05IsZU23QuikfFw8nIOFfn+Pbq79IfFge0RVV6zVGxy7tcPvrvTibK+dPszNXW6NbmbL3YMnCzSp+w87Fn9FnkqUuKY5eEj3JwfPLRhf4VQw+UfZcOqc+wZjcR0xpsPwxeRWFiAT5fNP6n34CRYUuaGBDfyg6twnT52xX9A3Gj9z9ZyHE6nfKUC8Ck/dhCE8+j18lXug+dj4+8NDStYC4YAtEYudZWTbS+hpZp0nHqL30Tzll1JjOx2FM0HZcvUfKQvO2+HO9Ilw6fg7XmPbh1gFeXXKx83gjDBw/CD0oZCzz8334KCGFYp+Nkv4JvMjJCL8xGHEUG6VVD6wYNabziBsThO1X7xETaY62f66HokvHcU6cADp4dUHuzuNoNHA8BvVogMIj27H6owP4kdJz3CjEbKPuO8bCIRPxfpOwu8o7GNijGX7P2IZtx26gRtdQrBjtiqTZi5D8c1sExc2D3RoGNN9YvyCkPd1DNdY13COsgjcudOB9yi+aMwYrTlRBqx7d8XabNmjdpiEY37mZeRwZR/+NFMEocUEdml90aGcVjtaNGtP5BEycHo8rTzVHl97/QJtavyMn4yAOfCMaOC51uiI0OhSddTqb6Xws/CYlUh4Sfc/9PQSP9sBLjShNN/86LhxajYWxZ/DChDjM0wGTNuMdCvMDnvWKwRYpljAnwR8jt/yKDoPZXtVE7rYYxKTSQUJ1uAdZjgE6bEcXjMWCo7+hfrs+6P16Q1S5dQn7D+zDecHAcUNL30VY7uNIUYRMxPlOQKprF/TtS37es8lIOvAj7lrsCxWxiPXDpMRfUKd1D3R/uxlqsW+m7RVpzoXmOmENZnnYU34cOKiUEDxjxDL82G4gBravgkt7tyGVDC6q9OBAIQsTvlzghVnHG6K330i82xo4vikS8ceI1lwbwztyDfwsKmFIeB4rxguvvoU32xOev+cg4+ABfCMp8G4dAjDMZTPirrQinF6n0E36e1oa0rOYIcjOlBe65O7E8UYDMX5QDzQoPILtqz/CAfHAaWj8/JohmPSva8I+WSsAIhe7+JVERINWr6BJpVyc/S5LZK6Ew4SOX2FVmiu69O2LNlWM53KMzlpAwEA0KzyOXRs3ChgWu7WE76Ll8HGqGghTdIMRlqJNTjfvpBV6sxI6a1URlRPB71Ko7bI4+KvmaHRuBOG9Jwyj1gJjDXiImkfXl2kWt/DD7l347PIdmn5tvBW2BCNa3kPO8TR8nJCMUzcIYLZf64bhx5AgJOY1hHv37mjfsApw6yS2bT+Ka/+jopTuU7FkVg88V0jnPT0Jm+N34gSdA5fq7TB6WTj66xwC1tZsd45PtcJ7a6IwSD1e0W38J20ZFsYcwzUy+F1r98WKLf4obWQyw5Od8aC0p9FjYA80+z0D27bRN+45UKimYC9CvJYgg7ECa+dU3l86ytWbuKN79/ZoWIX47bGd2JVxDf+jMgft/CMx3+sF4PYVnEvbhMh49n3rfNguLdGBYYpQq1eaoAYK8cv3Z5BJjN2lujsm2DCGNVyqVPyIRio6h9hxwUiWaalNa3RoXpv+UICcsxk4vi9FMgp05+j8GgyZ9C9cE0jSUmY7wEkdeKSkMl4yANaeEniS5U8vhwuwN8QLS0QCsTjfDkwU+QdnY3hkJtoOGIj2VS5h77ZUnC9uRvzsQ3S8+CFCV5+Am1ck1vhp5Z4x77D8Yh7dePrFumCkni6E/adoGWLlrvVp75rVwB1J17JG68wIDpm0FmeK6qNdn39iQPcOaFS3NupWK8bta7eRm7kbG5dsx6l8cR5PNXgDY0P6o9KRzYjfeULSI1tiyMjWOBRzAK5d+sL33R5oXvsmzsj6AekeFsWPWB52SfQkR84vzTPv6AKMXXAUv9Vnzh2Sg1Vu4dL+A9h3XjRq3Vr6YtFyH12xqXwcnD0ckZltMWBge1S5tBfbSL8pbkbPftgRFz8MxeoTbvDSy2aWHz1yC37tMFiQqTVztyEmhvac8Q/3IMTN0+vKZakXkc4e54sJqZKMxVkkJzH92ZIXyrrgL3Vao0f3t9GsFsMkDXvPkc5Bjpnq7hOwZpbHA6ks7LhRYzqFSLJKU4vaImDlYrMAy9uDacOi8G0h7X5lStzcTImbamVY2KR4XHY1SvrPw55pI7Cj5RIyJNTiycioMeFUJN2SpBahbcBKLO4vW45sjGGIEieAv03ejMXqCSiHkw6D9yrNd4yEQ/6uIAxP76kytOTvFpAy9jEWvvkTGSqTkNIgCB+TkWSr8g4ba8gXb2PjYg/J2CABGj0Cgck/o1bvKGyfaCtwQvzu7EseWBA5EA1/vYdqdfW3MSSSz0djRGAy5R+54a0Fn2L6qzLjsmLUmL7EAq/5uNIrAqv9W2s9DCSIov2nIJlVT6jVizwMQWinOLhZ0upIxF8uxrOeK7FxrKXxIMxlUib+mRiJd1XAWDJYmkOfxUBIIkJVuVSMwY4g6+duZVKwPiajTzUGM4JGJdXDeAuhLCl5UfQeHabWAR9jWX/bFfPYvgw4+DoSlvU374tgvOSgctc5SAx9TfC2sSIWXnMvovvSWIzVXJewW6YghG69QN90g3vIVsx7s3Q1mM4u98aHrnNUuMp0fQ9tAxMRqQZUL5uu0Rkb/jm6rI+F2XEtG2RULOJZL8RoFEDxb6Gnu2FupOVNkLIP7DtNBiIuZiQaK3RAa19BWO2muEbhyE/GZoW+2b/kUa7aCDJiaTcaemNVvJ+keDJv0mqEzE3BVRcDXpCXhEmDYnD+2V6YHxWk3PKY6ZuGftYTKzeOVQkP1Rrpzy6tA/CxsqfauVi+a1ulEIzu+MskSVqhV0AABraVFLIjZqWTOVK6ztHSMJwxagSnxyQQ2RnSrS3FJI9ySnw+76KiYQa9pIigLUZFykVDGI8gZ1TYf9B99F9xZNVWXIDK4FTmQIqwqyueqNcXkUo1SNrLmf7YUXM0+v6+HqsP55FjQlVNUV3UxcBRY6h8l2SOqq26/nEABm/IFB0Khs4PR1RF1TP5uxA05Au8vdEstxSaq9Xbfngb3cLs+CAYG079ikb6gjMytj8/i16zIzBB9qgzQ8d/B2qO7ovf16/G4TydQavmw27uCNk6D2r2Yoir8i03tHsvAvOlgji0+UiYGIqUO08h79oNMvC7Yk5iKNQprEaIlYofEQ9ImuSDT+oGY8XUDsDvrqj7jKUvO2/PNAyL+haFLi3ht2k1vOuLM2Ee4NUhc5Fy1QWdw5IRVvpKQZolllTGC/Jg1mHcda2PTr6kJ7whORjPyIqnEBuCpr7rVTeI5K3f8QHdgpAh1GgI4tcNV+X12qPVs1g+eAkqh6mcHRKfPFdX5Om1BZmZjV663GOHjJrMOPhOOIt3E5ZBKzIlJ9nhuzr+bpZ7T6sclMIqhHMdiSsd3seK97sZKLMSL3luFlaProcDcjEoSc9oQ3xTdJgKUsVSj2OfkOkFTeG7lWSdQC+l1JNsnV82PNNfRyWh3nhL56Xp+h6EjYoSDD8L2XN2OQYvqYwwVWVdxrMHxZxDXQG72qKczO6lkc1fLuiDxQhRdBAztszArCzqoCrFqCz1IjBeOOAgXlfRg+LIrqziG4IOORcXuy9F7FitDslumYJCScYwv+YDqk7psFHDGIFX9C146ryJDHS2EbMOk1FhoTyJRLdnWi8yOlxI+fuMlD/dQRaI5gT+sUOtCBsYNQxwr2jc8jQoUUzMpg8xm0IrOTgyMRXrqqlZCgc21xHIHq0rTnAqEl7BqcinTfqMFmA6Oheec3MwUDlYRsyJFSLwwdkB2xHUTidEvVbiTDUyGhLJaLDG1wQCS8OfRz2PI+sOiJ67Sk1JOC7CRE34joyVHl9jo4YJqw/yJ2oPjXoOKiNVY3jJyppLWwTqjBbz6/nYFeSFf7+yiZi6JKHojxYMluG51A2LLDytTBgOQsw5qtmmVhAELP6NV9aplXb1pM3GImzOT3zn4Mx++KrXp2RQqcYwHcVcz7k4Cjq8u0nog61lCL54e6PWSFZeMTN+OKgoWBdhbK9WoW4MCRe1bUSM0XtyCm6Rsp5Myro1s4klTXtleCCFjGxNkJXsiLhVWascsL0MvYspGqNVPbtrZMCSACadXn27Zl66uQiF4d9lwVus+y7jBoJicBRtdbyA0eXkQ80MbjDNczEs6CHvm8B+zDeBylzzaa6DSCDQlb9d41B+SRrzy9rGt2RqYUaEqlVUnDBqFP5jyDcNzo2GgHKwadQYXB1mVvoEDFOraD3CjAaGLYObpBjJillhU1+sj/URFCyRnx0l/ulCEKeQ0BSpiPFNP6Ir8SZddmpU1hpypDRHjwik22tSRcizrnb0GCnfJZ2jIEnYTXHoVQwIbowds0kBcjVwolk/ZIZ/MZFS6HN2ALZrmbTAx1aeqYZeVGVN8yfDUSRsirywjoz4JtIzgsxceRkva1oTMB7nhwyPOLFdgez0UysNAvhmZ2EtckAl0CTks22Eq2iEX7P4VtoMP3xUJwRRQc1wSOKt9h1qpeNHYHxrXgH6dc9F4idiGItrzfbwWzpPe5unnJWGlgUfBMVpFo62FWVu2f1KKuPZefPF1utWoizUhqhB1VZxf4rg5UxhC3ISDt3cXIgwMfP1fKIfT5KRMmbivBKbzMFulUCzb9SIsnr3X9cbVH5lTsdZOFxYw4D+80meD0LEGXdJTrKdEcfaUDnIIhpG3rd8qmA46rOOiJYdYIpsMn8jZ9MoMlay6BXCeB85NfWbbkQvpdaT2EeMz6+4rgGkz6yzGuZqdrpp5cv56KHY3Jy1JNFUN8EkzxicI2efwCdyNmGUbyKazNkt6SLEq72Wwm2RZXEsRYdVy5sy1otIMUK/r3rhU61ihKNzPUHigfi+OE9LZ712oxTj38jpV3YH2epIDho14kHaWCsMyWGdLXqe2BPO8t8NlQ4yelgVsn+1VivClkaNUO1mYy3jEs/2qqWZSED0otsk8gDIG8MQsRQOJKCHJqDVFvKMqSGjze4Zno5iuUqaNN7/ApLpVsCaqskEw1o0Yh5AjaYpK2kGjFz/zahTcCUlPWDdXDrgaaJXoFh7i2H9dsPIqCFm1W8H/rxR75nR0ofCXJigFRR8UijIS9KLvGp03aUR3HrKEhTsb9/VCCILBkuKhBcpEokG2oJY1egcc10rivw1EggTrgVoBLsFRauU26a+WzVGlfZZKwKbGJgoLKSKe8/SzcHIbPjZSkQWmNJWZOmUQefPLdG7TyaGJdAthOZlSbjcI2/tZzqaVD3H6HhV3RhDWjwV6UW3m3dQgxQjGe8vF/RDYtutNm9/bAtFM21ZO9OiI4MUXbr5UgtbJkCYEN7fXm2AMGYejO/7GJdWl+diXKXQ/lxEpkwqu+SUsLc/TNHtHXEdg2yUQs/bMR4D1v1AQ+nOscNGjXne1ujVnmLCzsXwc/8nGbMihl+/plWAcxLGYSFmYLVyhScqICvPuJoNXXbTR06Ey2qnEFMqfQ+hW7zKqy8b2TpDzmwUqT2oRvy1FHMUjKcFQOhGjKUQPcE4SrlFF8ra9drbW0s9aSjWNmKOC23OFcN2CFn1Db3X0e1+E7vDihgUIlBRxkR+shba20Mm8H0PdUO8dBvMBpbXom8tYObD2ptNS7klypQtVbTfyic6HrKnPTbKt5eSc+6Oiq8bL6x0/CiLQlhG7bwJt9q9sCB2LJpnSu0TpNsFMSbD1k2yOCth/fvb626Z7W6FnQdKKOOFc52CFjZujkwZizEwZB/ukDywcOBK8qkw0PGiPUzm+uWO1dFfFoVOj8L2HHNl2PPRPgg8+IrGSSo7mtV8XwNMPsk3T7rdT9Y50oSHZP3LlnHxBV6Xb4eYHBxzFcOstt9g9DkBNwK3wxycIsvbevBcmUBnmj4r06ehUaNqU6G+QWW6Wan0JBEVy/NL/8j44oRrCLDq/BPpWJYvdEWHreQoqi848v2QO1ZXmTGLbsZGbUeO4sQiWvQJxMFXZNlMuHudxQAjZ7ewX2QQoTUCpD0rW71I5NdGeoSsk4my/lniayOR7afeS/2RkxwAWeSIJ53Zwtla2iNs530HjRpRAF8alGrB/Nn4pTNqGO2QAPmuL1LJihdFi6VRI3zj0iDVM6qV2TNqYKxAWAoH+u7QK3hPd4MgP2dW0MTxvnhdpZjlncOO2FXYmXGd0iPZ7w8U5pMiVa0qRYBrf/cKWHNMSjR7uhpYHiwoCKxum+4YPk6VeM6q+1AollpplImrNTOm3E8hdsUa7DzBcnRawuuD+boEbAOjhjGN+Ocxp8u3mBOXIeTPuNbvhPHhugR58hD5UEjbLyolx+GKO+zWbMefhTAg2dyzp5xp0JEZm3LwGfPzRVbf6XDZJhVcoNCTVp4hmKtJJJVvBGk0dYluqSDCNmf3hfzW+eTdr1ZV2r3qzfHO4NHwfVudFCgLGCu3BFYOnyn7ENav3oJ9mRQoK/zuoSC/GJWrVYZADsqP0RBLpqQEvBoyHVXH851ZsrRjxSoUI1HBhCmW8Xh+Thd8O0cqSsDCKcaHa5IBS2fUqHiCwujNq2KG1lK3RUp+lXjeN+F5WbjpcCudUWOfP+m3SaD1kz0lAWVlExVDQFdd0GGjRuZxRt5Q8Zt2zw3jEWvrSMoMG28t6mhuFogH+EbjuVXacFDRaKMkN8XIs+S37Jlh3w/GR5oQWZmnaI0XuvvEzJ7hSNeVjzfkryWco+AdPOWJRNmpJjsUnOpllodzO2KxamcGrotMmmoQ5FP4UzXIx1zZ7XsFQoNmVoylmsikUaluG3QfPs4wMRuC0pEBD8WoEbH63lPt+GIOvGH4fvBHKuWOBpZpRn9WZCVIF4FgjGskoLplE50HQbg9Ua18yB54lSJJny9rfiTO77rm1k90rkDw/I+umoRVlPh+mHLzKDkTExZT0QvLakGikmt4o892w4T8i1/j8A95QJXG+PsbbR2M3y+hjGdnbaWb6nbCiC/I+BrJA1GJz/Bw3KhhOG54YYu2HYPSqkF1BgVdgbZfdbshG+VW21UwY2D9c1hm4UgTOI9UfdaKUSP9nT4ozI3JGN+svpjusk0qtkE5Fa08KdTYXwwjZk7ggecxWFHWzSHjbH5KrrPCO+Xv5uJEyn58QXnb5+W8MD29lFpPkvbR4vw6sC7pVcXhqxhj7OxvwAtbtLdNMt8tVp1zgcfDkZYiokMo9Y5szJZSL2JFPFgRg23O8kLo9NrqaP7OYIz2fVtTPEtwbGynuGorUQhWpGqZ/LNTRs3VocYHsrRGjQDAkY4qj4wVo+bqUON+MuVp1BiG8EjCvZFEjNJV+WFKqGo7aiFCPFpSclyWIWGrlRWh1PKb+bh+YQ/CZ6zDGXWsu3Q71Fh966A+wH3uYPMnu3Dy5AlKlDfhSaqq9v6y6arkfgOjhoVa7DfBNbsSPILfQ5tbu7B6FRVyYCFX6jjrvB0YP2AdfjAyav46GluDu1gnvqwEBK0i5q8yDO0qZ+rR5FBC5TCwdSzDpedu4m7DkRj3bi2c3RCBDel5aKyJXQYyFhMj3UdZiMqN2iksHzYdKdcrO70vo3/0xWz6P8FLW/RfHFsdgnmp1DlJl5fl1NrYOuVwE/Lw95o5C++1fwHPVDIWtKTtSGW5JUbW6DauZGzAnHmp+JnwWaaK17W2IZbCjXlh98Pkmo1KHsF4r80t7Fq9CikX2PWyOT+kPI0axi/mYJbOqNmCxlZ6Uj0Qo8Yar1GAthL26bRRY70Xl13aYvwg0kW6xWPz0WHIBHXAdYzXh3nKc1TOmCW/ZUrojjaJFv2t5Dlpy8SbeY36ZsNY+S7JHPvha38/ZA2XwzTYJohezuRftLfv1hmTOVzUre0oLAzxQEvKUcwyUhxFJi04lURe8ibVQrmAPeEzsO4M+ycWVqLP22MYHkZXnVGjlZlMMdmBNon60BprSqQxjTmEKzO6x5GXWeP1NZAJ5cCPRIXmpmFUBKObGU1SkZB0GKdOsgIGoCqPPpgboU+0loy9OcAsizBlqbjD7v+Hlq2rIvdMJn6t0gnTNs3W5B4Z04IBr3VExjN62NLYzq2R7dtXdnYOdy2dUWMYhiTQara2p5/sHKxHeYhGhovN9Thi1JidUIwel116DjfvNsTIce+i1tkNiNiQjrzGUogr4zdrGwm5xT9tDcTUpCtCNcPiam3gt3gRvFtI+VaGRs1JqiRJaVk5Z3Hs6OdUoEdHL6XWk2Qq0Z9f0Rlmc13yq3RD50k3dPk2jRrj0HqBn2brc15tGcyyvCiFXsTykJYPw/SU66jsLC8c/SN8ZwOzhTDbIvz3GOXJCvqIOn9WxT8fXqPGKETMDHzpjBqpCWbBaFXegLHnsPe/WmOTcL2n+9kzahwOP9MzPPMVObtalGPQFWVTNmqkg8UEoPmqzdhaZ3GaYpiT1lumveKjC3ohh2glLr4sx6nL15zm2EYRBbmQwS24GM1R3adGYH7XKaxiHYZLlVDFuO8zZCCoQrYUPM1Xncoe12qB11rVtW1R1+mCsYFvKftkoZzlnsDh/BfRtaVl6J5l+JkoKFJaqEMfKYHSezJSCszhcWpjUblyl8MGKZndfAtobV/kmx5xX7of0YelSJ6SIvU35b0EkYetkDczXLIHQxu2Zc2okb0z2s7poteTWKjkmc2/cBg/VOuKVxpYbotl+Jl4tq7rc5ZYnhcJIfH63N4tgf2QL7mxrVH4g6XCzMabjBsBaqXVvJbSGjVyKIZlKJwxGVveHBs8p/AU3a2Fw0aN2av7t8nGN+D2jBphb0/3lMJB2XiRqDJPlQPC5rKqLmL0+VgOGDVpM7woH9Ayn8TYqJENDG3YjaXyXdI5tsCmnp+hY4o6lLcIu6f2xorvHO3DJd0mMcUjhYwKKdrM0BtO2y3zoXpUFCVBiI0R/lEMATES1BYGpBgSdryH+qbGWniJFSVSoTFtiKMxrjGoE6WKxWd7bGEQyOfWfDtYHvxIyKmhXMCnlBw3ORxFf8NnVvSItTrYAAAgAElEQVTcVAValNPGFPP/z96bB2RVbf/DnzfiokE5Z2Jex8quWpbYpVJzSExzSOOKhgMqSg4ooqiIouIAiYIjOGBiiomXIIfEUEtTi29iWUqZ4RRpESpaKHB98PeufeZznvMMPCBBnef+c5Nz9tl77bXXtNf6rJ1tkaLtHM2trZQyEQXQEKH+6PKrtsB3OC2hycawU8ezYNvaOgSeo00RVsoG8Rzo16KkBo1H/iT7m4mb8aYEeqQBKNFzaiDKl2YqfS/NlunGpaUIVpwF6W8inztZSHvmgGmy8abwLsePe59QlQbwKZV3eMf2UVkO1SCk1Ou3C5Hz4TK6YSagHcq66BGejFkMucLMqdHKXRkUSuKXcttJwjd0AkA21yXW5IoBkFpinbS5jSGVCWjqb9VODd1MHS7EU12fNK+fNUs/K4ddJN2sq+0KS7JQvIniZKHXEclBFRN2eRujRBXEkOw4nUwN68Zj+f9q502NkHP4XlOs00HvsOXUiNFiXaNCYOQaKuQYc6eGkh6pkPs9NF0nG+TS8m04NaLhXqpBs7GVflaQFYOpc9JxhaFxqeBT1Tc1N5InwifhHFQKkIuyc1oFAoqxMF3BUC1UK1d1ZJAvkWPwepOSCU64wwB0rv0l0gl2WHVdKxJAShdTXhfrROU4I58EmbIIT6SdImVL75rU7vQzHZ7Uq6l5bb8nUmL6aw6vnIspG/18iteRF9VF4PyYyii3uF5F5FYQNmq+Y8/NQ2mYkMcra1Dhepc/6F4ZMzDy0mjZoJEMfaViFhWH5Wi7lhxfRr2BsEO3Cd1FacgSv79GUV6tgrFgRIl7IdKI/XdY8UxzND2pzkhZAM4bd6XByoihSDuZf8p1UyMomtOlddE3Vpt7yxzBaSgKFdFreAqx/Pm3L4/Qrdkrl1Mj0UAHqcyS/LSZI84XS7JgQKnDQAFCMOcEoY61C9Q5C7JjqVsLZGbI8Q72xx0VzjUziiklqp8m110635Kzby5vWZ7+ctelmiJikU/UARku95zV5GhAOsxlhqNzfBDhPffBQ5X/Lzr8ltP3VNt7IxkTfRJwThO5Nr815N/SBg74f7USwSYDfPhHntiqKLJlY8wtClbUlDGjlwqBl2p0mCiDtVF1MdpuU2/xvLTPI0Wuq2NjTr2G8UJNJDd9KXVJDlbdD3nEAnefzB2GyBNOaNaVoMGvH0baKQ1ynrA5UuqOjqPIDKNpRaHm9ZEk14dfHK246RXOyh3rgCrSHipSzO3V8VbtD5HRxJRIXdQ84tfhH8FzK1+jas9PZWSacpE6IxDxp4vNIY11nRqWFMAjOCoRPaXvCsBL98bpoIWK2RIW6me5utlj3SWZZZ5pwylLRfr8T5j7xjF4pYRDBrJT1KKItodNp0ZR26vgl/LZSQJFdM6v7XXx1WH65Qly+hmDup4RGI/Txeaw3mqnhtkB++GpA8Qk1ddJ6y6HXSTKMU1tHVvHvNIwlc0jy8JbvM3ilYEZIy9htNK5F/ZaGdgVA4n6Nbf2cL/jz9jt1PAIERPxzQBzNChbTo0YubmhyX825X+Kdya/g8NFHTWwlTpODTN86JBOpNobGSJZWLg1p0a6WjaH3rXm1NSTHBoNhDXPxnxakHhTIwoBpYEjKJDzBFCghG4Wi2rvagwZsfBYbYATLv6+ZViSxPIeXdCkZ6DQEFG94ZKRoiqw03FqOEGWhMejKEVMwGoWjTNnqaBbLCRWoxxVqFPDGUH78exqvuiX/1Ge7Z7ZGL2KQXyS46CAJ2ZRn+kXfRRwvcJNzQ2FgyFEB28pb6us7YuXusBYQoUS94UrEryGQBEowJSFpUNCceCWHN2Q9tIMStjygZQc/M6KmyeOf9PQQAPdLAoyNVqRidLshlCa3S35doitM/IWxqvg1BXQy6roEL+/SY9HycALohPiLN9COe7UyDeHupCO7Fz4U91aoqbHCJfCGY86UUqeEMwQoc9R2YECZFS8svW8YKlKPtjSbJU+6o1CppQH0tlEitSXCg1uEEpMZ4pWhndWwt7K59cMXl1EWvq1Nca/L4N+cGd5z7PYJAWeePSe1KdikBAgQLArYKRlNDgdecvO05w8jFEEc6RoowUjW6vA9GSGY3PMoYDDLPz0lmyASfCu9sAuc2ykF7kWHMvzBGqhBAQRHeG7GqRHMS1Xp9A+Z70f1T8wRDMF4ACjYegtTFI4lRz6ZN4YBUqUDIGuPucCyhSXAaeGcdWjK8dLa+shRtx7Tv/E4I7CaJVgyhW6577II47e1OdpyzuI20OpYdR7rO3IObrNAy3bDmxv/HFxdKImKEhDM5SmY15yfRV9a+ekwdj4kPJG3pIMlm9qyqTjBftj8qWRSFaAPMhfEfeRlarpQPyTjPd7tzmHJGhvG2DJqemucGh6LyIkO01TUgtODYPz5iHjmeMv63xR34q9zdQ9vOTbEF2UPEFO11+mCNYyPp9+ET4KWSSCX/CGbj0qpvfGpoZRshwSAKKiWVBHrO2z6dQoslJU9lN57CSeGhbPr9V1sZwGwRa5pbRZ5Jua7gqHpveiWARrGk+rnRr+dnf/s+qWGab8PZg9ehW1TVHDhTtsF1mVhV7qVh5iaUWxKAu1oA+yPSIFaiX5ScETBU847qaU7c0yODVMTjGDZDvqh6o3x6ZTI8GBlnKF6UOoGRHOCI0j71HDwKg1mNJemYqk79TwPTBEiErFwbbo1IiCRie6wTEyK2jk8rOEWh0m8M6ie79cxDNcebqhmUrIY+aduzVOjVT7QI3Ehs3HO282xDdxMxB1rTXanT8DJ78IzPRqhIKsJERRoeQ58th91hAyBmFZnHqsKZr98AHCFjJs7zJEk7l9ZjmNiVjExjTDBddxakiQ8IKsBYaHB8Ljxk7ExBykZqoy9K5ouGhvhCrUqRHncdwNHaiRYqfGRarGTWbNtYSGVCVdpmPG0LrIiluM7dQXQoqSK/pBqBsYsiabkwgphjCqBkZhzQjalw2hiP71Cfzr3AkUv7UE4X3+iT++kfdFfp9FG0diI/wwd3RdHF1GCCVEZCnFTzRs75QRVlaEGL5bn7qWx2DKi4XYMycYn9T1xN1vruLF4DnwY803M5Zj4dpMXKvB96lo8/Mp3Hu8FUxfrMSM5YdxjWH1S44fD0m59VoTdDVrTKnTOIuDVT6BFsPDEehxAztjYnCQGtrWUDhajjo1oqF+y0IzQmbUjqMoq7oAXVCzHGTvD+i/QtEHi/7k6E2NiLFvb/2RSnQynnp7GW6/Ha1WRFzfj1lIPKcvU8rUp0aJAOVUH54T52Ka17+oCep3yCD428TbT6HpheM4zc72P3tg0MC2qHnlGHZxjer0mkPyTWVP9JQhSHka7IKp/QAM6ACc3CU0zFTtj5685WVnzA8NOJ5ypyaruw6zRqjq71qjsb7McGyOXDQ2pYSa9friCWku+v0sLKlAcT6uTw7D/HfeRMNv4jAj6hpatzuPM05+iJjphUbURT0pip112l+ufg7IPvUYmjb7AR+ELcQ2kgHmqVKsnwhFZjeoARnEG4tVNWbIEPpCP48fGnSlhrbu1Cx6F1cwX6rp8yMGWfRu5vXpysur3e3WYdlg1gxYMAAzTGjdewi64DOu+d/vdHuqMnDvizyywwhhnefT30E4k3GsoaKmVpFLvx5HwY/tU2DWzY0ZWj6rUew3F5NeqCmkMp1HC1v9vLhpOarjeUctY3Yg9ntEKvrkCQ4cNRKfw2oulX2cFGQ4s/Itcno3WO83piEb2+cNj0xE40OsZ8890mHmfUH4JenU1IhjCU1QU0oGmNcDKXobNetK8qGt3PS5VKc/ktjz6MAzixXOCfuQoH9KumD6jKGomxWHxdtZg1JF6hunw/+LB3tPwsQhxPc71mINFXLehoIfNU5Np5wsnK/VHu0akBvI+CV1AWYxu4zqUbWNiq1znDU7ib1p6fzaWpeYuqjdd2Z7bcAjExvjEOvLRjbuQLNed/yMtTU1/Lk/DjfKzhlADcaLzh9Exsd8g3uzpqcO20ViFhBnGCFqzQiShRsQGv0rnvjXOWp/8BaWhPfBP//4RpaFCr5m8NwjNwJ+c0ej7lExjVC0R+S+jmY9I+0QCxXxSNmcGvoi18htegZahiYi9GXW295OdKGCo4gKjMQhtjvcj9C/3D0xYZEGeUsUPJT3T9hf6uI39jc6iAlvT0dGy1Akhr4MbgYWnJqftwVQU688tBy2GDEjNY0mlfNWOjXcd+38KVO26NZp2dRoaX2se3NwAsHwUsR/athW6ggrtCAmpKkeoasxqzMVmkrzZuQgRK/hixHrKze1NOXuw7IlSfgy9zr+YK1rdX8MRc0dbQeMwzRfTwUCjJ5Tw+hHUZ/QIGxgTgE3njMa9gjF6lmd8TBnAKXgt8d9ELPOX9UhV1KkdpJG7zFVJJca9326bCqiD7EOtMJPB4VL/FNB1kqEhJOAEB52oqaIwxfHUpf4P/gmVl9RPr9eMz4N39m1L+JHOV4LRrLwUalzeiMyzNi///xoGYUrPzBrUDU9/H2JJ5yb8vRu+EUUAiP5nkTcCZHWSCaKgFjF7ZmSh8S5kvLaMj0c71PrYZFT2PsDqYldgCY6xG7FclNDEaTojO3csAdCV8tAEw45NT+/jwnj3sXV5nodltlEWXrhfKoy1EkhFdZRkDEX/quu0bmPp47y/D865NTcOIS5Y6Nwso43otcGQNU71V4eJgN3ZchSXHx9OVYMZJPJQ/LEkUg4Z+ksKgdWyy7LQQGGQhOJ8Hi+izz/Y2cyBLHTu6FOThLxfRLOMKhC8a912mLAjHCdfaUHOKM5DnfHbkD0649ybxQcVfOVc9O+VJg9RWpwqoc2yb3IHLipYdgq8hTJqPbjViBSbHx85wjmv7UImTW7IiwuTAFSwk/U4podmiN1zo4KRKQkL5zR1FungbC1vdXKHLGBZ3eKPirXqZCJdRTImUxnPdJ6OBbHqova2Y2tL8E0J+m0O+Cj5cH4ouNSxE1sy+kr01m1TpDkiogAdikFgUHrkdtY/xxZpCv3rTD80H8Fb3RrZT05zl1nrsLMbszpkX/3Qx4VZG3BO3F78P2vDOnT0qYQquOjTfHikBBM7adEleTTURlQy0ax+FMzhJqGsg6z3naZkyYCspedQkCJpMmdCaY/p2FXo5mID+4g7CdrOn0ItTX6W/oCi1z7Ejx6kjL9yvb3y6ZzraRACzz4lSLYIX2d6Y1ZC5B8pkDSw0wXhMRORzfmTIi/O19hxbhwnOk4H9FTNDdFnJBhsjKcnC9JeZnZM1o+Y3pMhbqpvakR0P9+pabAuHuX9BpvMwbMC0W/FvKtdvnsJL60wuL5tbKuP0gnj4r+im6agpGwkPXyEn+KW3bb26xBCKOMlU+XYWq0bAdw+uDlSYic0wdakECH7SJy0FXy1C5ZKC6GnLmEtxGcfJnnGUkvNKKSCfbvP+NRC869PeQo7zNldmq4c11YSMgVbupu9HbNhGAY8wnF6h497FIbDXW6DNs3TCEKS93gZt6kWCv6UHizGDVqu9l95WvX9y0+JK7PBbUb1lbQpwQ3827SvcoDhN3fAG4KWWHiCufu4QHXeoSYplQ1/LXmpy0nI35ePzSyudayzbzkZh5uEqyp+rsU0fjqHEzPtDM7PGUbvQxPl9xEHpuIDm3MRqFoTf712wSWraavqfBHfHu5Pp5vY0mlifuipb/lfZG/LT6j+Wb+aXxf/DTa6UGR2rV8YdwHXFGPUJiknbewRjakuGcutRsSYpr+R0R+YjDhah7UeV6kvXYOds3f0vf1ZUNB1nqER6ZxjpyTizs8JyxSQUgrRysh+eJE8sXeNA1L0zUV3kRxjdqq81bmpdF+2Cdryjyy+gVp35lo1O6vQm7as1clNGeCKVaJE4f3Wv62Lt/RuDdR2yI/WqSKg3O0LC/tp784hnY9+jKRU3i83DE7q7nYtygUa46zwIwzoXgNwIxwAcZWOR09HrJyznkd6yDvktF94ZdGaKGQS/bIDXbrz+moipBHYqPs/nQ7Pq592c4fGZHrwyORxhxpJxe4e07AIh1jjicvP+e7ZrrTfl5w6Elyjr/+6L/Ytf84zhA2+COPv4jOgwdj+EvkSKoGZGlRixC6hg9YOFsLRjg0Eb2XKO1vfQSW7fke100PyvRj6dQhlE6td/PF8Rtvh5BBoNZHik/Ylss2ZIViz/RsIb3ViLzL/U3XZiyHnURnxa7zy+DDBbtVJTPY7dG3l1H/+TYKh6aiNlK0O7Q2ms74DttF8r5r7U+LslDJD4INqaZJPk5/X4yn22nPQkXRxfY4Djk1toc1nig3BYQohbuABV/u8YwBDAr8WRRg1+RjD+CpsHnwpdrKnKQFBI9dRM1crTXw+rMma3zXoIA9FOBTeZdep1SNma+g3vUjeIdg+b9roQ/6YM+If5lnOECaS9RE2X6kL37tLN1nLA48FYZ5vKDg4OuLNHWpfyqdpNt7CL3DxF5idIunidhzqURLr+OtJTPxSr3rOPIOQYJ/1wKBOoXgFbUmvmj+Jhr3GATKVsWZtFRktmDpjy/gi4hRONF/K9XTVtTXqsA4DttJxvmtArt3X6ZgODX3hawVMKgA5/ktRbVbd2iGWvYMqYFStucV4xmDAvebAqwYeXphiAKtiEeu+vwlsZPy/Z6BMb5BgYqmANV1vLEXHVnPGSE8z8OYQur4XdFfrDbjCWicBXVaod3Tj6KGPRNv7Y0F3b9FwPRChCj60nAodJ+/JDSYtWeg+/sMV5z99b8xP3oyPIX0LAnw6JozAX6kEeAHzxCfL34DezuyXk8Sg3CQ4MQgMkpdhU6Xl6ufPqMAoeGKtj9AWyrYfiZJp5lnhX7/TxjMYTupJhKM8/snbNj9/6Th1Nx/Gjv4BQEWM5OqhO39/QmNjuydmvHc35cCLDd8TYN4hSLXAm38fWljrLy6UkCn54y1gu3qukyH5i0CtNhTeyZ8gNWujL5o1leJrytpQs3rtQ1LHZpYOV9iCHor4Rapc8MsoG/ekVBEWS2gttcTX8+TK/XvKed0zF7nx//f5L1Y1k/MT2b91/xxdUIsHlk2GQVBZb09q+g5VvR4jtpJzfGu9xkMVjanNc5vRW/OnzKe4dT8KWS386OUu3t6fyo+OnEVRfa8YtzU2EMl45nKpgClYbyxoT6iEgI48AkTRXJHBabhITsbllb2dI3vGRSwTQEGbRqA7Dc3UySe1fIJULjfe2KBsjeM7YH+mk+UXMDx5D3IOH/DvvWxm5qhf9Dt1wbUj0pAAC8oEDcqEGkPyU2B7Rvsfj1l3nVe/pIAQKAAFmA31AHZb0rw3TwM+ffwZA0p7W1WU6al8H3eUppobmr8v0L3t/Kw7nBXrCZIadtgCmX66J//sEN2UlscNM7vn79392EGhlNzH4hqDGlQwKCAkgICPPC3tdC8SQlyL16HiW4VVwhOjkErgwLVkQIiXPad5k3hdvUycu/8gxCYRSenOq7oz58z11Ig5lvUat4EJbkXqdidUL1WCE7Onz49lt5FzVOjdG47hEbJRcpAjQCZvOtOczR1u4rLuXfwD3J6Nt9Hx4Khwk2ZtRU3nhiIQS8wCPdP8JubM+48PAjRkYMqDwDoT98r2xMwzq9tGlXHJwynpjrumjFngwLVjgIFyN75HnZm30BN984Y7PcqFKic1W41xoQNCjAKmHI/xaakw7haVBdtvN/CoHZquGSDSmWnQEH2Try3Mxs3aroTqpgfXq1CgoIV4s/MG6dpwCn05vjsSU0TcY5B8OmmJBy+WoS6bbzx1qB2irYLZaeNXW8QIuF3WcdwoYA9XRPuHTrh+YqGT7VrIlX/IeP8Vv09KusMDaemrBQznjcoYFDAoIBBAYMCBgX+hhTgG3DueipU6n338/sTMG7LHQyoMjdKf8NtMZZsUECggOHUGKxgUMCggEEBgwIGBQwKGBSwiwLUCyYzD+09hUbZVNPxS0EdNFI2q7RrHOMhgwIGBSqaAoZTU9EUNcYzKGBQwKCAQQGDAgYFDAoYFDAoYFCgUilgODWVSm7jYwYFDAoYFDAoYFDAoIBBAYMCBgUMClQ0BQynpqIpaoxnUMCggEEBgwIGBQwKGBQwKGBQwKBApVLAcGoqldzGxwwKGBQwKGBQwKCAQQGDAgYFDAoYFKhoChhOTUVT1BjPoIBBAYMCBgUMChgUMChgUMCggEGBSqWA4dRUKrmNjxkUMChgUMCggEEBgwIGBQwKGBQwKFDRFDCcmoqmqDFelaPAkShvrM4CGr2xDKuHNZPnl5OICSnNETfrlSo3Z2NCBgUMChgUMChgUMCggEEBgwL2U6D6OjWEDX86dTtSqEM51zW34+sY9FoldOu1n7bGk1WEAp/MfQ2RmaV4zDseWwNaSbO6smUsplyfiJTg9lVkpsY0KpoCpvzTSN2eAl5MuKPj64PwmtH1vaLJ/NcfT6lvqmCn+7/+BlTPFRryp3ruW3lnzfZ9f+pHOHG1iIaqizYDBmPA843gYmvgkl/w1a6d2MUUFsmZrr5j0K3Jg7bequZ/NyH/dCq2p2TjBrPlOw+G36stbNPKwqqrp1NTkIG5/jHILHJBLee7uHXnLrc8p8beWJEQgNZ/dR6o5ixc2dMvzJiNodEnUOzaDmNjIjG4hRMKT23ApFlH8NyyZExpW9kzMr5XGRQoyJgL/5hMFLnUgvPdW+DFhBMae69AQoDQOK8yJmJ8o3pTQNQ3v5fK63BqDJ81ifCXYyTVe43G7CucAob8qXCSVoMBTTibNBVhWy/C7YWB6NcqH+mph/DTbSc84hmMhIVeqGNhFabcVIQGbcAplZxpAb9N6+HbuBos3aEpFiBjrj9iMn+HLF1JR/usQaKDwrUaOjVXkBQwGSd7RCNyMO/NlWTHIWBaGq4QVZoNS8TGkX9ZDnCIbYyXCnB08QQsPnxNfXD6RmHNlPZwMwj016PAlSQETD6JHtHMieWkBLLjAjAt7QrxQDMMS9wIQ0z89ba94ld0iZTrNJzoGIw5fi+jwd0fkf5OONZmXoNb72jjlrfiCf7XGNGQP3+NfSzrKnLWw28REBTthdupyxB/eQBWT/wFM/y24RJqoOuCPQh7SW/Qs1g7LAyX+i9E2IB/wY3kTOqCWXj31O94zGcjyaBmZZ1JtXj+UqI/pp3oiOA5fni5wV38mP4Owtdm4ppbb0SnBMORHJrq59T8/D6Clj+AkFgfyK6LCRmz+yL6BHk1HUNwYIlXtdhQY5KVSQETCn/8P6R/chTn0RKdu/fGv59wg3GpV5l7UHnf+vn9ICx/IASxPooAhykDs/tGgxcTB2CIicrbj+r8JZPJhAcfVEqKU4jxDkH6k4auqc77ej/nbsif+0ndqjv2pQQ/zC2dI6S552D98Gi4LQtB4fTxSPkVZinwypWYyRlTFpYOCcXR5xZgj74nVHUJYe/MSLaaSLaqpGuMN0LSn0TIgSVwxJKvfk6NBWLlrB+O8YxrDKfGXnYynjMo8DejAFMyvHIxnJr7vPUlJShxcXE4L/o+z66cw/N89NVr27Det2E5xzJe//tQwJA/f/W9Nh2NgO8eD6xb2gcP5+/B7Elfo19SOIrCe1LQ3bpTY06bs4jzDUKOTwpi+v998kk4W/6r17BtvS8cka4OOTUlFw4iccN2HPj+V6mehd8QZzzU5Bn0eWucWaGPKXcfFs2JQ+bVEi4FyMmlHp7uF4TZYzzRQCdcXnJhD2Kjk3Ds4nWUiMl2zg+hyZPd8dqYtzBIU+zruFNTggt7IrEo4UvkirU5Lu7wDJiH0H4t4JSfiU1LYrDrTAG4lHznOmjVxQ+zp/eBXv2WiZ5PWr4Bqd/mCjn83GJRr7kHur05ogwFUAXIWh+OyLSzYCmWTmxOExZhTp8mZrcL7JuqOQr7MGjcNPh6NlA9z+g0+VB9DJgRjgAPS9mdlKxD9I9clIAvc+/w66Y1uHsGYF5oP7Rw4Wm2YH0mrgqbw+bX/j/jMc2X9hO52LdoHtZ/KdLAGXXaDkDw7DHw1Ntsm5KujHukmqti8DufYt6wLag1OxbB2rUfiYI3D5GGZauHUYKS+U+PJzk+7hmA4IndLPLDpiUrsOd7NR8/2vRFDAmZin5capT6ZxGtzSadyveAI+da+UWePlvxWY5wVqh+xcW9Pf4z3nE+tLUiNud1qxNIFsn0da7TCl38ZmO62VmxblTw69+KPaeuSjLHuU5b9BofjIndzM8dcARR3qtBXAOPwBSoQfQqgWdtEcfev1MRfGbScmxI/ZaXgXR+Hna5hzulj6B5J1+ETGVnXh7MpgwxncV6/yCkNwvF9vmv4CF6tSBrPcIj03CWyxfn5cGM8ABIx5DSNoZPPoT6A2YgPMDDYt45uIL9TYhL+Qw5BXwtJS+bRmDGlMFooyPSLm0LxPQPf9E923qyU5ZVQO4+krlxspwDp4P+iaLcxxCYHIaXHLnqLbmAPbHRSDp2Eb87uRF97uBWyQOkIzrB14JMIIGMg4kbsHXPKUnmMl3Uttd4i7JHlCPEnEgxQ3jki3M3xaWqdKxaLzMdFIGlu85AJLXzQ03wzKAJmDmS9oitI3IB1mcK54XtQ/v/IHDmSHlf7eVBu5+jc3VwHVYnHMD313lbgtXJudRrDo/2tfDTFwIPC+NxsmB4CKaSLmcszPgwYukunBEWZMsO4YapMJ6zLH8qzm6wm5AWH2S1HXOnJSCLoxE7qz6YFzUSbWxWuSuGFPh1+z7lfjD78AX4zwnl9J7WJuT4eUCwwiZkMjQW0UnHcFHaa5oRx4PjeFtDPH/2yg8b5OGAHdbGIkmyXXjbq32/vuiAk0g3W4/W3qUzs3IW5qdfoBsIKvSfuQKzOtehTCLLTg2/9/H4r0rvEN8+XxOZ2a0QtXmCnXXiJk5eha45jjxu6xg9LchT7dkVzlAnX/msaElVkr0FsxYkK86ObCfrsgbTK5uWIEYpP0ifDgiejXDmM5AAACAASURBVDFkl9JkVT4B7z88iX8W5eKxwGRK03NEuAJldGqE2oSj/0MTTy94de4Ij7aNOaV1PecEso7uwq7Dl8gId0L9HuHYOOslvl6BCi1nj4rBD016Y/z4IWhZfATvRr+LzGulcKWblc2UByLrIlZoNQWzEs/hfw1fhl/wSHR7sgkauJXiZt5VXDiRgZ07duHbGr0QET1FEp6OOTVykRJZX2jdoRlcrp7BN5dY0RIVK/UeCPfP0nGrmz/G9O+IGuc/xOZNaThF89YDJSg4uhgTFh9GgWtr9B4/HkM8WqJhbSpKz7+On859jN2Ju/DZjRbwXxGJQTYQLXLoGnNyujO6DBiAtjiDNK7YzJUizJspbUZBrbPr4R+Ugt/qt0Evr1fRsu4NnD+YgY+z88gZYcVpk7FuXh/p8J9dNwxBH+TR+szHEplYLHD8ndSAe+sOaOZyFWe+YfvKgzFMfvELrMkQ5lbzCrIyMpDJ0Qy0n97ocnUXjj/cS9jrE9i9eTPSz9LfXZ+EX9RK+JYJyaFse1Sn4AyOpiVgO+W8U0W4GXAEE9gzgnbjqcUJCFDOg8AEevKhFMRvDYC2/reA/j6K/n6bM9Rbo2cPRmug6EoWMjIykfuwFxbFBquUuUnYmyvsPHiORsi4PnimCZ2Iwnyc+3Qtlqw/jeaTE7BQsZ9sD6wJwPKrLL0RHDzX0lB0ZhPeRnDyZeI5UoKt2uHpR2sAty7h5Flm8DijqXc01ga0kSL39vChrbVyfLriO9TtMgB+/XuhFfHiiYz3kZR2CteI5uaAAJaMClIGqaEI2nCK43HzH+1f1zDEhXXWGNsk13pSOhu9oL75qSSetUUgu/6eQ/naQdhTsyeG9GqJoqwd2HH8GmrReleNc0bq/Cik/doOwQkLIbKprb27khSAMYmX0Xr8+1gxiGRVTgL8JiVTzSPRsf1ADHqlJrJ37MDxwg4I3bYQ3ZmSOLsOw4I+QB7R31wnCAspyMLKkHDsvSw4M9r1WZAvkm7QnG3T2QS8HZyMy/cEOVfrFs6fyOYNAldP+HTLxYcnmmEE6aBXKIvxypmjyCDdc5jJOuem8IlZB/8yyTKyj88mYcqsRJx3ao/R0Ys40JKz6/0RlO6OieEv4suYrXCdsB2zFApdt4BYsXan+l0RFhcGsp1UP1GOmGcvCOf9eCmav9AD3T0ao2YRyfFPDuFLISDh2nE8Rji9h4SLrTFgQCdK9daX8yeaDMGkob3gTjo9ee12HPrpNttAhGym1BHLMTO7ONP8Ic256tkDr5IQLs35CBv2X0RpaSnpIDe09pmJaS8V4uP3ErHrJNODNKUn/TDr9WxErfkJrQcMwWCvjmhclIOPd8YTv+fhngUakhdUgTynL38q0m5wkLDya5yttgI/tR9C9ktNnP94B6e79XSppW/xPL4Vl2vJevLG+YM4dOAs75ATyIb35BfxxZoMOJPsHtC2Lm6c+Qh7P8vhnGfOtlr/Ck4Gz0JSfiN06fs6Ont0RKt6d1RnkISyzPf2yA8bxJHkwV1nNGzTC16vtiTcshv4Yc9u7L9wi952R9+lKzHxOTcU559D5vZ4xKfzQWfGX1ErfS06H5Z0umRrkY5kBn37JrWA4t/w/WkFLewEvyr8ZC6GLbtI/D0AncgOPJLKbFW2dRpgHG6Po/GVUzN4enmBjj+uZGUgI5O38ZybeiN6bYDaiWU1YmO24veOb3Hnvc7VHYiPT6cgFfQBECiwlfB2MJIv3+PspQ7NauHW+RPI5oUrPH26IffDE2g2IhgjeeGKoxk7BP+B7AWfGKzzdwzMpwxOjQmfL/ZGxI9dMD96ssWIewldv/lEHCXj7zF4x28FQ9A9s9IH0y/64P0Vg2SjgBYdNyqQFKYTWvhtomt8IfededzjU5BvFcmMin6Pn4b7y3JEzxGnpiA1CEPjz+Kx3osQGyyORQZa3CgEplGOCv0eG7gamycoiCtEIVMIlcDVMxTbFnbnHbdCYpShZOA4WRPoFB3LzMJ1D0/rnnfhbgQP/gSdklaA2QTsJxnINbpiQYoQITR9jsXeEfjRaznWT5ANRvY886qDw7bhHNMxynmCzWEtQiP24rJTZ4SnhaOz0iEuSEXQ0Hicfay3ykg3nY3DqMA0cFR5bCBWq6IHRDOmmFNYETYJpTbj1XsNUkazR9H1K03G7F3rksahPaI1Ml6dd/i2LnAEt5ZZv2CUaFCxKVhzargDnYgLzFAeaE5rFsnbFz4WG1xnIIVyX3lyMkCLMUi8QFDSWh4SlszNIygH/0mJgfJ2uXKdGsfPtbhzosP3v6Z9KRo/UZINnLJe8T2cSvOQR+gvqnNuiw9taWdmKE8+hhei12OCJoRYsG8GRsR+jWIQcsw2Qo6R7rD1jQrT54vhPe8wbjs3xMt+vJDlAjWnRcHNcbVm/hzT6Do1lcaztmhkx98Ld9N6M19DghRYMuFUDN3OpN8hW/h9LOn+M3frstc9GO/TM3wShDUZItK4DcankfyiFz5f3I/OYjFcuy6Qz4cg/494xCJZgB9kEcu1oRHktDihc3gawlWCSTxPpERb88GxdvVoKneu4MiWGCSSYcq5Oq4K+SisX9epMVFdDEUl00s6YurGCPQRQ74F+zBjRCy+LqaXa2jkoykXqTOC8N/f/oGCPAIdqUvFrElUzGpvQLHwE8wdFonM0ucw9b2l6MNkex7JlmE70Fhc75UtGBvxIBaJqRecjJ+Hw7fJ0HrZD8EjX0FjnjmxIz6eDxYx7mzhh030jhIiR9+p4WV12LfdEBFjHn2Xgzc0aLMhSIgfg6bS+kjvriI5v4fXjTWem4r3KM1G9l1kOe/U2AdrqAi44sDhRB3zK+p0nYlVM7vxgTpmoAXuwlOhMRhScxdCgzfitCRrGiJ/XzjGxrJgFCMSGdMrNMEsxsvCM8VmNkcF8xx05E9F2g12nHdbjzBb7R3nBQqbpwD7ZoxA7Nd30Y5uo22mQbH98N8M10mrMLObOkuEjBhOljDbibgHL85OQUQ3OcZvyt+J6cM3IpsZ1s4ueLTvO2Z2DT9/cU7FdETDkRbemdO51uWHjZULhv4JiAip/Lw4Ryf8O3iNexZH1pA9BbV9Z8rfh/CxsWCmjTWe19Ppok33q6sY4BC/SU5h2F7c+kcB8nQD/3prOYOVPgtRGpqEYFEgiWsqViKo8Tz933qTsTFCDnZza83/FO9MfgeHuaC9+vwyGb4UoQr7Rjh75ByduF2D1xVeYoqcqENK0HHqRkT0EflA3je2/2oZzwKLMxD039/wj4I8CkrWRW/K1JLWYotxFX+336lhzsbU8xgqCmOLHxEVvRM8Q/djYfdLSPCbjt/pNkHbDoTlHw4kB6i4bl/EJk+hGwmAFVqNTb5uBSVC/8Nld2oYE0zFpy21N0WioiEjlv6vXu696VQMpQmkkw+vQFEiL/m1yEw0JZSLcudZ01hvfNEbH6qKw0w4GjEQRC6JNswgGXbsVWxWKRaZPpKxRp5x1wUpqus8/m9H0Y7bI/kdJtSmftpSJ9KWR4dhGBnpHFHMwRhMRxExMAJHyRjQ9oPhRheFd7GTfcKRe8nxPSLPFL7khP1Gh3MjKddmKrbhDfmVboskg8qaU5NHkedhbOFaI0c5JnNEvT9Chy2CES045786tUOgxmmRXyvE7mBvfNRhi4pnKtWpcfhcC6sQjK6jtdW3YpzADvsB/VcsRf/rq/jzokMLS3xoXYbxdPvvU2tUfYekdwp2YtLgjfhBEVjh/6bn1FzBlrF+2JZvIRhRko24gGlIY4rYbP/1nJpK5NkyCHr9R01ksIxC7jg++CT9SL55034VUjBkPwkHXk5fwRCVg0hKUFeGCDRx60mpszPgIdG8FikptQ4opKDSwLSn1TejIj+1478t/vg5fI56unDcsmHKjFctAqaeU8Nkp3fcDQw0M3JlJ0x9a8vLjPg6UWTwNcTuoKGIz4aOo2t5UzjZupe0hhKhk6P1SXRfnQSKnZGcpKDS+HxMEm6LWS8tv235Zjf0/FeUiH5aI0G+8VXJa3bew25jmkVnTJbzunJcAbah+3chKJZdaj6fcrErJ19X48LzSn1dgNQgf3zdfwvpMMHdFm0KSe7zsmL1aTq/2lt4Lu1yLbZkfI3Lv7E0a3XgoqJ5Tlf+VKTdUC4Ci/JxDRrE88EI6XdmJXym7sUNClamUWDacnVHIanRYdjnsZm/odX7kczoRwGkYuYc6BSCi2eEjAyrheKc7GAH0GxP+SDAUY38sEUa7rvpNdVOLwt8jFgB13DeERbtqWJNAEEO+DqhjXg7rfmguU4XHOa859W2FucUbkf9UEqRb/kpF2DOLjW338zWc4mCfJE18Y6mDoWXH5dITgl2KdvLd5yxwFJKmyKAKwchGTDKcrhGafQETYIP4GWjtBnZhhtH8kEV7qzG4cZAndYJ0v7Llx7sFY628XW4VLuGu/kxadJmgRpb+8j+brdTc4oQCSKd5stGoIXRJYNfMmAoOvXaQXTer4dkwP7GIleE+b+RMP+b0bEXCv4f6xeN+AkEt2tnFKzMTg2nTL5HP11oV0tpJeKiWQEX3TL9xuguMIsQ6a/x3ARsWDgQjcqSf6qhJVvLmgbxJBjU4kM8yLwyeYwE+hjk+lvrsyIYbJcoikCOyF6KtMrk5P920EPZkJJH9fm+nz4stuV0BlEgWkP4EJ2yYjgJxpJNBi3XHol7aEE4csb8NYzfQ7debCJWbmrE5p2gyGQ6OZD6LFlI++FNCpZ3Ek10W9CbbgsIcF3HqZJXzvbU++v+KgOuMp0ax8+1sAZOSH2LbqqoCnMewnB7mhhpYbQZKBiBWqdfjw9tcAYz/AZ+hi7CTYD6aYWhpwiW8M/oODWc87kXT5jdDMijmrKWYkjoAdwio4cP1Ih/05ETlcmzNg+QrQdIjg1PQuutlAKmfFQwtErF4IWJbi96x+J/49M0Mklv70Sa0G1EOt1GPCgayWolxuk+Zpjsbmt2PjhFfNBD4ewI6Jb5Q2XFaba0AuycNBgbf6A/aM6cuVPD8+PmunKUVzmcnhOkVLos40wKyCmVuVVyC4hpt8xvDxP8JiGFboze8n0CF3bsxKWuK4QeDTy/7n1Cf57c5wSEpAOUHaOVq3ry+vPFbyCl3TarEXfr8kc+Q7pODd187JvRmyL7FAOgm7mKQm3ieGUDMP59OXuBjAUMf6cGokRjitFDDGaRQSQWGuve1FFaWczUSJx/bjyCxnRF88/D0ZfSi0slmVHRPGdB/lSg3WDrtNv+O51d3xyMSKIaDtXD5Cj0o9vCu54I3a+RFcrn2K3j5GtUa8YHqHV/YrDPktMi6mHp70JdzY4s5Ls8jjYsPYsksZgmqrr9FT5oLj9srZw/m//3EtW5UeRd1O9XkiZiCWZjrdQkRnSQnc1uGfiAM0V0LcgDszPF3dBuRU2VE2TuFDL9HJJOmsfMftOsiejmfWawOcS8EKC6JcjyUzE+eK/VJivnX7bTZIeR+ML7DAbrQSxzupgcL8g389xZ3VzXPAuIOwJ8JtavyoAjF8iKR52ozRTY4YSrECB3rPWCnU4NU0zBuDVqKu5uno/0C1Sg5/QIWg8MRQRX1HkVJ/cexLGDh3CA5dA/0BR9I6IxxUohOr8looBUGAtiVMASH1Kh5qNPdYd/8ERVp9UyOzXs8Gx5HKvNDjD7sC2nRo6CSYJbiCSxgJDujxXfuntgyLQpGKyqZlUc2hL+zXvFhShmBaTOmpHuUkEpFfI6uTwMNypZKC4kB8HtIapiYL9H0KrnWxjn96qqqJe/+bqiWyvCDsxy1yhFtJutewseF6OGZueGL3bTR5izpexkh9VS3YoZ3cq1RzacGjBBvRZ1yBjnIqRWnBrrzpw867NxviQwkjioYLv5kTkFO5/m0vVEF9a6UVGCX746hpOsU3Gdf6Hny4533qXcl3Kfa26dxzqpou3M4PNOa49tMf2lNUm3XTqOoTkf2lBCjGYbGmK1dAMnyJ8TX+GbU+e4YnenR9pjnFntmo5Tw/Z9tSsWiM6t7qcFpW52C6kjJyqTZ6W58nDlh38ooC7UTfHvV9rpgq+YL43mP/wiRmtqyETelY1Snm7HOikDIPxo5nsnBlLkqKWYfvbc1HQs7SOaDCzKPhTJzZeZB8qYIl7uiihpXvahjUk8pjGYzI1afrzzQ5Xzkamj5wTtDh6GTEI7k1IsBEfva4jOmw2eFXWKk45hyArR96fioxOUMOmtBMFh/LUarhZ7W/DfFOmrlavmcosZb4l4fEEXfL1AKARnKZeTIlUANOVzahSyT+FYSNRhHdOPnQQvvnriZR2gFD1Kcnvy/UDVTQHb73BEyLfcXHpgIOJPg4IP26TbG739zCDQmoOd1hE/ivndvOP+NcWa+QBrRfMcW5Ve+hl/A1V2u0GgkoP0ZG+bcj/FprVbcSCHCiO4313cKSxFDTIuHlBtwj2yNf7gaiMfqiXbG493HojJb8sgIsyY9bs0ALOcdnCF8iWUrv1I64GU6q4BBOGMWgvBRo1T8xK7UV19muzN+vB8axIGti0mh+YEzhAD1XTvCt8xOgA9ZvLDnrO5AfVVN8m0V35xaLRGnRpuovkx59dZ67CLgSAL6zI7U2ydMUDIXgr2S14UpZ4G38QUpVMo3mw8Sin/kq3K0n+TsHzDHshbdweFdDvqVkO9c2RMovAPstfJbq5FBuXdO4UoreEG/jEXNPAYgAljBqGdEsDJxlrU1BSDNXLQijtv54fqB4B1nBou44hSoLcp0pvFwIhaZ9jaR/7vdjo17DCuwPlG13G78RhM7F8XZ96NxruZBZRuxeph/j9yar5C9vmjOPrZN6A6SmLmoYhYZgsxQ8epoUiPGeKM3lqcyDNURG3sNiLFsRhTbW2qWxTukFND42qRVfS3QJkrSLmHK0dg1t581Gg3FktC++DJBm64REzxbvOt5n00xAPPvO5xP8FvPjCfM+zI0D1OdTIL0/HrY5pcZivGOqPZAszTODVb0VSohdLOv3w3NQ46NQ7vkS2nhr8lLA0W+pVUgFPD6Cnum8SPz47DtpAulk/jJbrNWENGtcKwtGxU8DnrK3IaoZ37HWRTAOHe475YRY6rY7nr5T/X3DovD1elIzIja+fTrEhccdNYJj60IbzYWIe7Kr7JnJqvQPhWBNxwBsePfkYFiWQ0tfUlMBFl8aYFp8Yij4nzkN9rrGqEZsGpqSye5abH1xoE7/l/eLLNQ7hKBaa/13wZM7bM5wvwrf50nBqx1uSGMn1IWH8T87RTcxlCMzq1EiNm7UV+jXYYv3opBt1ay6Wv3GpHKFyco8vfpoV8+SJi9IpgmeJbAMzTODWXh9voLSTymMZxsOTUWBrP7HkWjRz6PQarHF9x781voPRJLjyv59SwF0puIu/mXbjWa6DITmDvWJbHEneK7Qw0N1Tm8ppF4g/C5JwLlz4hGN32BnavXYO951hKs5yefN+cGqEIPadRO7jfycbZq/fwuO8qSk+3Lb305Iwsb3kUwi/u3OIQR+u9MgerCe1NtNPM9pNFySfmUQsIZXM/MftC3E+e5yuO59huWQAK0CCy2bYbhCfKQU+IaUbkxPWeOw+jPZqjtot+kEOet0CbJjdxMetdLODsDTntmNF5xflGuH67McZM7I+6Z95F9LuZKGiqSCMq400NHQArgVQLws1MftghB7XnTJMGKo0gzl+b9iatS846Un5V16nR6AnmpE/Mo2wXZZ2GDr0KyAnwJUfvXuPemDtvNDya14YLyb7hF0ebp2Or5vsEtvT5FN32sds2FghLRXgI1aCBAi3K+mJbe6Qipxjw0zg1GpvAjH7STQ27NR+K7werm5KWJ1ulDE6N9hqczx3fe4cKM5XCXlEMxheMe+LC3l/QqG8Hwo7Q/KT8XD1GIKITathtQqap3ZA2TXi15OZJbAoK43LcpdQvJi7K2qdGm36kmpqtmxqd9DPF+yU383CTIDqVCspUmIv0JYFYRRVlcgRUTL9TR/uUxrFyWmJK06NUeJ7kdQTDNzTh6mlER5+/qixR1SNJuac6UTP2/M62KQrniQndqbg2Xr/rbXmdGjGiaHdaQrn2yI70s/EH8JwYnblfTk3dJ/BSa4IvtPar3wUTAntImOyWDjSLEnkf7CTVUPG5vLvRwJ4CTt3v66W32HuuedAPLjqe/abKqWHzP9xVY4CK9NXJyzbnQ1u2uNap0T4vFySq0xN0jAoWCVtbhwq+tSkXyjHF867tCK0jJyqTZzk7iTkApQgTc6SFQvfLr8oF+JapqTViZMAPdT6zZafG0t5JEM6E2Ni6d2/U/iIZmdfr4oW+L+H2iU9wrZU/Ijh4eJ3ZsUjrzrZIkbqj8ils3wzQv1kRR5BSPjWyztyp4VOLPmijrmUzcxJEw4XxSHx9xKputMS91zdizFclRjTlNA3+GQE5kJon1XD7B/5XXBdvLBNR1TS3yRY2kt0QB1IutFau6jo1hNaXr6zpETMMyPAU07XK59TIjbBr9Y5WGGjs373pdmSzcDsiAPLsbmCl5lBeMCdnTvRS3dTIerKEkFFvooTAExJjYnCQ0PGU6KRm+28WFGHf0UacK5rnuMNqtU+W/XYDzzfloaeYwaFOIbTk1Ii0UdspvL1RSIkbe8mGeJC3wfY+oUo74mtk7sg2iS2DWXNT01FEHaWbGiZHejHIUfoVFbGbmg76mQpm8sOGPuGyNmJQc6Gi5o/Nc00DxGtriCw5NWLao4WghdmZ0pEpegEiKV2rFoGScE44q1Efi+Qrj2KgMqPGklMjzovLkHgQ4Zr0QtE+VNrSdP3O1VTeYqBUnG1PQcPDhXiq65Pm9VQ66WfcbdYHbbBFr8+M2U0No3086seq63VEeqmDiLb2kf+7nU4NT8gjL6rTD/gP60SqRKJweXZ+uOS3FvVWbsRIJTQLfbyQFj+UrvKKJeLZN2lRiJfLqSF0qi1j38blEVqUHTYHG06NmCJntQjcfC2i0pWVj/AdzfoZc88rDUMSlxcl/8T8Su5KzisDM0ZewmilMSYIBCVdREfCPP+ZecjTUBSqRIcizC7KZ3/78ggJUUT5/XI5NVKepB1Fb9JHy7FHnKCiPGCG/KEpcCbOI4UwFNGnO8oC+H45NQ40g7VkVJg7u7ySPPCc0niw7wzxT5XnXAvFpExIzaLCY0XUk83/gzbq2hnRsFAbOmwO+nxodRW6RonmDd391DEqOL58D03XmcsnaUTxvNsFFFCJPMuJKvMIHcc/d2wV9QpyTpF+VpAVg6lz0nGlhhY0wZJTY2vv+FTJYyxd5Juv8fmPN4Amg7By1Vj8y0qxJFO004pCVeAZ1uQSv09yQbg9QAFcTcx7TbFOWY8hbLiuEay9fROVs926S8xV16BIaWq6uEBFbC0s4wwC/p33mq7DRq3ylJmTDy6qbtb4P5rLa83tNPeUeCbkdKByOTVSGnZd9I1V1nuy77yL5lsVtbXc2hWBJWuHntkUc4voRlKogWQ7zqU7+akj25KRJQcg7NpP8T2FUVrRPGfLqbG0fHO7Qdw3x+n5ZdQbCDt0m8pElYECskdeO4yuypQo7mgJdROa2wmRrqJtwTlKR15UZ78IcliyP8ro1LCO8iW/fIUDuzNwguUs0u9W7mnkXGXpcFpkV0ES6MgPq/qE00ED8XFHhc5i6aUDs9BPgw4rpp+VatKoRefASbqNVn/R7ExxAf198EiRQRkYPadeG6+qQ5O+JwUDxfOqsWsYnSngqa35FefFBcIngGrB30WzLazWURJ2XI3LTUU6nZjGK9fxML7YD08dwCMRiECV+mpNp5o5NXq30eIatUFE67so/tVOp0YPllmI6FLfFTOjUeXULIPbkr6IQ7C6H40IN0dwNXX7KqKKXyZj/b3uXHMe3YJsXZg6B25qiALa4k+ZZNacGj4XnIEzNPZZIxR00puX9iLh9L8wXGjyZUZ+6QaLbZR41S8a3sqCKCHSdd5LDRcqQnsWi2haLJI0GdeoSRGPiGpC1tIhCKWKUUlQiY7EXXWqHjc3dqj8KZ8+UdOTRVu0pViI406NDJNtsQeFBX51bI84SSyh3qiNHEp92RKMsG3nUVu5f9XAqWFKY7HzYtnAEYqEv+nOBJbaAbbv+JfnXIvCmJ2HUTjzZooEwcspu0+ek/lXgqXVGjpW+NDaAlj0abGTKmVP+7iEoqOK2utHSllflcmXRiJZguNWjiafdzUkNXtGX05UGs+yKTCkxGNeSBFgTRncKVcw/5A1UAtxfXJktp7k0AgpY6o+WhacGksyRG/vslfBJ2gPbljoAyW/wuSfPy6OTlQjsjEe8tmCZqsoCKMJjnHiTESktBfSmYNcn0i3P+LNgTwD3XSlYfvxvJSWK0KW3oBrj8X4cNYL9h03MeVHCcvP6crP8ZJ4Y8yQ+6b+julivRh7Z/IljLTQ6FNEH9JDCjKX17xMTHo8Si6IFp0QZznjwnGnRkEXVRsBRh4WQFkM58Vy8IAH4PhGRn6zSkVmb4Ti1iRFEJLNfdgxvLpZgMdm70vIhzLanv5+/hf/lPSwrJ+UEMFkIFQwz+nIH4fshvLTUzRcVevlDM40s5t/0XBV2WkKe0OFrDX9InwUZQGiHJaeccCp0WML06fhGLDkC/zPrIbFgvywcUI5NMQ9z2KTFORgZ2UwUp+KQUKA0NJDsuGgQXAV99VyKqr5meLPytp6MZI+5xyYmDsYJ9FPhhSX4bRF4BU1uiDH42n11EAaUluJWlKAQQsUUrBzEgYTugrv9DAbQqyJVJZJ8N/c/6y6vYkpfw9mj15F8Pfm7Q6YTp34zQBzZF4zp0YY+3n5wkSW5T2w+MNZsFO6Sjtst1PD52BuRUmX6ZgxtC6y4hZj+ynCyBfQHh48ewr3mrfFw7/9HzbMXYh0Sg+rQVFq1tugBteEMA1/NOlKjbzaouaVY9i16yTX5MysieWXy/Bm+Mco9COAxAAAIABJREFU4ppJ/gc9e7VBS0o/w82LyM5IRnzyYarZqUFMFUcIDnJCW5nTzzgSCJj9P/THiqWDFB3hLTk1cnoGW5uqaWheCgJHrcePNVlDowHo7/VvPNmkAWoUU6PFzFS8R403T+bdQ+O+UVgzhVDdhC1gTTYnsUL+xgOpMdgINPxmA0Kjf8UT/zqHE8VvYUl4H/zzj2+QFEXR+HPFqkZKrNnSyI2A39zRqHt0GV1PnsNtJxGTXO438dzU9+SCSOG77BCPoxzM7UKPCOWZV8LxKpuEOurUSHjsivxb+6wAR/ZIYR6J/UcYqEXvIejlfgPH9u7BqaslVMMUiDjK75c4qBo4NdwZnPw5ng+ejjdaFeHLNQuxNvMeoazxju3p9+ch5SxQv8sEBPaQmrNYJ3U5zrVUssF6xoTfwKTNBOHLte3mex2dq/8yhgxpQYhO1GiRDrt5/yKG/miZDy1OnCvSpogih65FT+Vk4bhrO7zMIAdNhfgxdQFmvUuNNClfXN2XwlL6B6tVCsR+j0gsHdREEUwRmhQevsbJMnWTYDY763IizG654iDPcseDGV6rUew3F5NeqImcD5kcOI8WdqUkMqfmLLr3y0U8oxfd0Kh6tkjT0ndqLO9dLraODcLXlOoUOZgHspAierZgYZmhOo6CLdvNEZSYHHl72W28Ha1tcss3tDxXrNeHxEotnxI+VQFqY56uJji2l1qir29v1MlmDUqpL44DTSbFZntFj/cVmkez5qeTscPUF4vnPYusZfG4PGC1qsEy6x0TuN8DkSodRcdMaPZ8zexmjd84PXnNw9KeQIvh4Qj0uIGdQrqW0rh11KkRjZFbFnrMccGDz59H8PQ30KroS6xZuBaZ9wgpzRpalkIIcM0FV9XADLFPm1hPltEAbwSPQs+aZ6Sm3so+G+b7WUixgGGIPFGTis998cTVNKQe+ol0J6USriGQAEWJT8XynI78cdBuYGQpFz3FFgt366PrtBhMebEQe+YE45O6nrj7zVW8GDwHfqz5ZsZyLFybiWs1+LqLNj+Tnfd4K5i+WIkZyw/jGusFtkkMNPBG+NaSLpg+YyjqZsVh8XbW0FgRtC2TUzMHrbIv4eGmT1LzdUWIm0FxxwRj7gHql6RFuLQiP6wrwhxyuifjRM+NUs9E3m7ZBVN7ahDaATi5i9lw6tRGcR9Ys+HHdOHm1WdRlTHD+laN3I1265ZhMCsAE+oZM0zUvH0I1eF+xjc+1fbD4s4BtQ+5TfJncvxsdCukXjkhe1C740PI/PEphC0ch2cf/gmfLmf2gUZ3MV0982va3+nofONdfm8VkNFikKSBprceLzeOw60D0aJTYxRRM9WMj/lGxXqN6FlwjQWnttcPVfSAZLraHP2M/+YltOzri951srFjx3EaV9scPg+HVsfhM2om2tp7AYa2s7yb9js1zFbJWomQcGraKDR0dnqkNYYvjuU6xEu1G9y3GOqFGiiAvTtrfjousDtD6RkNMobwF1Phj0gn1ImkYxdxXXqeH9fFvT3+EzgTIzXIao45NWxMvkvxqmvUgyB+KJrw6kC3qd6d44swfP4x/EPZ/EtJW0IiOb5jJTalfsshMCl/znVaoYvfbEzvozSa+O8fjQpE5CGheRwZ4J7B1GW+O3mwU8OwVWiuRu2o0LBHKBVAKruaKzu5M/I8gvbjViByUCNq4s06vP+MR3UPGvPG5xPKgOWUG075rrpG2OHxGMoTRVdJymuUBbbq4N44hLljo3Cyjk6XWutSRvFX+/dIPSTRJ2kqwrbyXX+5n3MdtB0wA+Ecap/iJ+Xy2j0p3QfFvkYSP5ZjOD3I1IKjUQiMPMR3PWfO2vDFiPXlI0mOFteV51yLy2OGl//2+giN5Q1O7ZiuTw7DYrNmf7b5UJ98LOobiKtjhKgtw+gfm4xfXVzwQEkJ12/Cxd0TAfNC0U9VtGElp50hJ4VOw65GMxEf3IFrvimmaNizheb9rCqBZ4WJsQ7eU8O2UndnxuR6csLSCmQ5Z88a1aiH1vfOlLsPi0LX4Ms/HiIUR0JVukV9QJybwidGrBfR/yJzfubT/yylW3F8tfQiXl++AgOZXMpLxsSRCThnCXVS+RmdWyKuud70DLQMTUToy2zXLThBms7ySt1nF+0UD5Vc2IPY6K347OIdPNK8DZqacvANoes8QDqi1/gITNQ2LWTgOamhmLarEWbGB6MDz5x4I+wQ31TS1k+VAsuPFbSBGZv8i84NeyB09Sx0FgSiQ07Nz+9jwrh3cbW5tc7qal1XdhoKoBhfdMTSuIloy21XAbJWhiB872W++arOesydGnqIou4q/UoocD1CV2OWSAQFTSuO5yzIH4fsBn7tStuhrPRkDbqnh78vyA3WSd4HMev80fALhY6hryjHldKheEKb00xzTrQ6SjZq7UM/cxMa97LPMdTXh3AHf4g2oeuT8Itaydmf4s+W/LB6VLgsoDjcHbsB0a8/yj2q0rdsydRgOiJ6Cqfj2O8OBeHHhB8EOochLkxpm6m/ZLFOVtHPjQWQTbmpCA3agFPC4XSq3xUzV81ENyU6GXPmVXaNM5r6xGCdf0N8obQlOTt8OBbHKsFyWL9asu1iMoXzT+/2jUD0FA8yIPh/L1X1ghLXQYhrny7D1GjB9uBPGjUEnoTIOX0UFwKKddMZS3h7OjJahiIx9GVOp+pCOmvPsMau4Ue0Xo+mpHaZnBruRYqE5l+/jXsUf1MW8LNGYFyxHj3ygGs9tWctfdGeZ9TMwBfP8f9meVyrrGrHH0tQWOgENzua4pTcvAnUloELLA1uKswnFJB7/J9daqNhbeuNa8TntWsU129t7eIzLrUbEoKJMCMGE/p9MZ5up3aipAJeOjROLu7wnLBIBeepXE9JYSFBRrtZ6MtiB1nFqRTepLqp2nb3HNIf2f49MnufQxbiOFODLmT/GqrUk8IZdFbud3knWK5zzX+84AI1KG3RQnYWxTEfcEU9QvVTppOWhQ/1lqY+h7Jcsfe8VTiP6Q5YmTzL0+CuRdlbXgaR37d/72hO32Xh2AUGNe2ODp2et9y/i4yh9eGRSGNBHIK/d/ecgEUWlKWJ5FIpyaVytAJTEcP+8fTBaxymrCSX7NMRFSWPufmK39Y5m46ux1468rrOWWM/2PtV2gOCHXZzU+++pG/LtB5xP23rBXvXZu8qLD1XVruBjVM+egqyU0s3i/qAsQ5vk6nsDfWJEkCerD1jL6X4+RUQqmW2UFPD3qzp/iz+/UwT2aYog/yw+uWSQhRSOw2VKWjjrNhrE1rc89wL+KVRC4VjIOozrY2tGUGcl8a+lHjIit2pb29Se5GvclDn+TbqgK/qs2W04YmPCkuJnnYIa3FOlvnKPp4pu1Nj37jGU1WRAizVaOwBPBU2D750xZ6TtAAL04uk9KWqOGVjTn9BChh8WH039b7sHUtbGYsDT4VhHi+YOLjYIuobkqyTHlt9iWfM3KCAQYGKp4AhPyqeptV3RMOpqb57V+aZs+LA6YUhCixzHqrxc+qkq8JGL/PIxgsGBeyngMGH9tOqqj15X/aO9Q2ZXogQBWQyh/T4+UsCjGlVo4IxH4MCBgWqDAUM+VFltqIqTMRwaqrCLlTSHFhu8ZoG8YqmiJb7T1TSlIzP/A0pYPBh9d30+7J3Oj0h+DqIJgg5oIAArr5kM2ZuUMCgwP2igCE/7hdlq+W4hlNTLbfNwUkTgsUbG+ojSujizTdvTMNDfuqeIg6ObrxmUMA+Chh8aB+dquJT92XvCMHtjQ2oH5WAAFb0SwWmcaMCkfaQ3BCyKpLCmJNBAYMCVYEChvyoCrtQVeZgODVVZScqZR4MZm8UYr6theZNSpB78TpMDsEsV8pkjY/8ZSlg8GH13dr7s3cMPW9UzLeo1bwJSnIJ9dJEPR9WCE5O9SWWMXODAgYFKoEChvyoBCJXk08YTk012aiKm2YBsne+h53ZNwhBpDMG+70KFeptxX3IGMmggBUKGHxYfdnj/uxdQfZOvLczGzcIKa3zYD+8agim6ssixswNClQyBQz5UckEr6KfM5yaKroxxrQMChgUMChgUMCggEEBgwIGBQwKGBSwjwKGU2MfnYynDAoYFDAoYFDAoIBBAYMCBgUMChgUqKIUMJyaKroxxrQMChgUMChgUMCggEEBgwIGBQwKGBSwjwKGU2MfnYynDAoYFDAoYFDAoIBBAYMCBgUMChgUqKIUMJyaKroxxrQMChgUMChgUMCggEEBgwIGBQwKGBSwjwKGU2MfnYynDAoYFDAoYFDAoIBBAYMCBgUMChgUqKIUMJyaKroxxrQMChgUMChgUMCggEEBgwIGBQwKGBSwjwKGU2MfnYynDAoYFDAoYFDAoIBBAYMCBgUMChgUqKIUMJyaKroxxrQMChgUMChgUMCggEEBgwIGBQwKGBSwjwKGU2Mfncr51JdY4bsUx0rq4LVFG+HfWh7u0rZA7GiyGrNeKecnjNcNCvwZFLi0DYHTP8Qv8EBgyiwo2fhIVCByh6zGsGZ/xsSMbxoUqCYUOBIF79VZQKM3sGz1MMjHJQeJE1LQPE59rqrJqoxpGhQwKGBQoNIpYDg1ZSZ5CS4cTMTOo1dRRO/WbemFfj4vo4WLtYE+x+J+83C4+FEMXJ2ECZJTU4Cdk8biZ/8UBLcv80SMFyqZAqb800jdnoLsG/Thmu7o+PogvNauAR6s5HlUqc9dSoDf2GRcQUeEHFgCL3FypiwsHbINrRJXYJBblZpxBU7GEVlQgZ83hrJOAVM+TqduRwp/YOHe8XUMeq0dGlS1A/vJXLwWmYnSx7wRvzUArcRVXdmCsTNuY1rSBCjiYMauGxSoMhQwdGKV2QpjIgIFDKemLKxgOouEt4OR/PMDePgh4M4fJShl77uSQbeZDLo6lgYz4WjEQEQcLYZru7GIiRyMFk6FOJU0E/PT3DEjJQwvVTVFWxa6/A2eLciYC/+YTBS51ILz3Vu4c5ct2gmNvVcgIaD139ixycH64eOR8ivRovd8RE/2RIPSX7Bn0STE3x6JnTH98Zf0aRyWBX+Dw1IVlliQgbn+McgsckEt57u4xR9YODX2xoqEALSuSvK2MAOzh0bjRLEr2o2NQeTgFnAqPIUNk2bhyHPLkDylbVWgqDEHgwIqChg60WCIqkgBw6mxe1dM+HyxDzbUDOENN1KKpvx9CB8bixO3gRqdw5EW3tmycVtwFIsnLMbha5wbxP+c6qNrWBzCOlv0huyenfHgfaTAlSQETD6JHtGRGMxdyZUgOy4A09KukFPbDMMSN2Jk4/v4/So+tOlsEqbMSsQ5OgfSz6ajX8UXZXV65ZQF1Xnp1WLuV5AUMBkne0RzDgJ3YrPjEDAtDVdI/DYbloiNVezAFhxdjAmLD0OlHhr3RdSaKWj/l4wKVAtGMiZpiQKGTjR4o4pSwHBq7N6Y44ge+QVe3jRddauSs344xqf8CmhTB/TGNRXix/9LxydHzwMtO6N773/jCbeqFDK0mxh/qwd/fj8Iyx8IQayPwnMxUXS1L0VXyUjqGHIAS6S8q78VaeTFlvyCr44dwNHPClCnS2f07PQ8GllNyazOdKoAWVCdl1/V5/7z+wha/gBCYn0gn1gTMmb3RTR/YHGgCh5YU+GP+L/0T8Crh+7o/e8nYKiHqs5sf8/5GTrx77nv1WHVhlNT3l3KmI2e0Sfsc2rK+61Kfr+kpAQuLn9Zy7Sc1BTTrgynppyE/Ou8/heWBX+FTZICUFXUqfkr0NhYw9+ZAoZO/DvvflVZuwNOjQn5mUlYHv9fnLoq1JQ4uaBe807wDZmKfhYr5qmodk8sopOO4eJ1+T339v0wfJwfXrVSaV9y4SASN2zFnlNXUSJkbznXaYte44MxsVsTnZSvI4jyXg3Ck4FHYIptZLGCLKycNR/pF9i8nODi3hXTlk1HN3sqSi0aMjrrpfk4P9QET3Z/DWPeGoR29oxfEZxScgEHEzdg+75vkSvklrN6EJd6zdFp0CQEDG4DbQKc6ex6+Aelo1nodsx/hQqIUICs9eGITDuL39keONdB2wEzEB7gIb3LjIbJh+pjwIxwBHg4llJnys9E0vINSP02l6tbcXJ5GC737qD0EZqrbwim9uPTSXR/uut0xkNNXoD/nFCON025+7BoThwyNbw7YvZ09GkC4u1NWBKzC2cK+Bx85zqt0MVvNqbTH9V3amUU4MRj68MjkXb2d4HHPDFh0Rz6pvamjp0v9RyIadDkmUEYN80Xnro8Q+lwW2ZhQfIZ8NNmPOyJgHn8mvV/9J3TqdgUl4pjF69L58rJpR6e7heE2WNYiiXb8wgs3SWOy/PvM4MmYOZI2nei957IBVifKZxLkgPu7f+DwJkj4eD2U0ongTGsjUXSl/z+85vA1v8i/nnrFLIUcyXm4L43XqSLKRf7iKZx4nyg3nvLbFNB8sWqU+OY3NSeB24NnLz1QLc3R8DvVSvnoSJkhziG3tli83i6H4Jmj7HAl8LL7N11q5Fw4HtclwU4WnXpi9fdr+KjfQqdQHtWp1UX+HHnkZ0NJkcjsWB9Jq4K73Jnsm931PkuHfsEOcGTpR6ad/JFyNR+usAtFp2akmxsmbUAyWcKwFjOueHLmBQpnE0Njzu5uMNzwiLM4eTBHRyPHI3t/1yOtb56+acMSGIdViccwPeizhPW1/d1d1z9aJ/Z2WveaRAmjLkfukE87yn4LIdfpygnRsyYgsFtdOS1hGzYCG8sU6MYMr7ctGQF9nwvyw52Th9t+iKGWLADjkR5gwd5W4bVGkhEhgI6/cNfdBDgysDEenwmnJX2tX7CFwpeoV3m+Gy4NFetrGP68Wn0C5qNMZ6WwWBKLuxB5KIEfJl7h6cpk0meAZgXSjzolI/MTUsQI8lPLW8La8tZj+GTD6G+Rp+arZzxYmw0ko5dlM8RJ+OewaBx0+CrmKe9ulhP3jIeb9+vLzrgJNJVNgP/rT5vjbMgd8qoE8uwtcajBgXspUAZnZoCHF08AYuP/oGG5Iz07dQYNW+cx8FDB3CWMxJd8aRfFFb6agunC5Ax1x8xJ53Q/IUe6O4hvJfxMbLzmOX6CNqPW4HIQVrD0YTc1FAEbTjFG9JmPyfU7xqGuLDOGqOcUoN6UmoQPW8zNYgKftf7ByPj4V4Y0qslirJ2YMfxPNy1tyZAz5ChMZOmzELiuf+h4ct+CB7ZDU82aQC30pvIu3oBJzJ2Yseub1GjVwSip8hOgb2bVqbnxILZ265o5ukFL0b7oivI+uQQvhSUm+uTfoha6asonmU56WOQeLk1xr9P6FWk73IS/DApmWpIqA6o/cBBeKVmNnbsOI7CDqHYtrA7Vwx+dt0wBH2Qx/FBx5DNlJJVRscmJ5EcqT2o2XMIerUsQtaOHTh+rRbVHa3COOdUzI9Kw6/tgpGw0EvHCWN1HVtxuVZr9OzxKlrWBW6cP4hDB87yxpBTY3hPfhFfrMmAc5cBGNC2Lvf3jI+zwViQ/b33QHd8ln4L3fzHoH/HGjj/4WZsSjtFee56gABlEeA5SPCbjHTnLhgwgIp+z6Qh9dBPuG3GYyacXe+PoJTfUL9NL3i92hJ12flSnBPPyeswr49ayV5JCsCYrb+j41uTMLRXHVzdEY/4dHI+8Qg8gxOw0GwfhHN8vFQ+j1qe6DgeI5zeQ8LF1jTnTpTGQzyTkYHMS8wpY9gY3uhydRdONBmCSUN7wb34CJLXbsehn6iwxt6zo2Fk09kEvB2cjMt3mfJ/AT26e6BxzZv4YusWnLzlhNLSUvzD/RUEhPjg8e8+QHzyYVxigoHVps2cgvpbIpDBaOzXH71a1cSVE7uxeXM6zv5ew4JcqmD5YtGpcUxuinUWBa6t0Xv8eAzxaImGtZ1QmH8dP537GLsTd+GzGy3gvyISg8yc4zJJCesP68mQG2fw0d7PkMO8aJLf+nxGw4rv/g480swTXl5sT4tw5fgu7M7Kw/8oRNHabxnmvFoH13NoTe+m8jzEzuuKaDRPepv0Rk207uWFV9mhLvoJGclp+P4W8I9mbyIq9m20c76Ji9kZSI5PxmHGn85N0TciGlM0nrWuU8PJ/yCk/dEEz7Z1R8n5E7xOcvVE6GovfDEjEl/V1+gGBhDiswaJ/oRTRuub7b8dLd4h2SXBljFyCjovk1s4PL284NG4JoquHMeu3VnI+x/g1j4AMYu80Rz8/LfEJOI4pw8rutaSDPaVIQjfe1lwZrTbbUFvM2N7fAp+xWPwjt+KAGF9fMArheqTSP96jkbIuD54pglpgMJ8nPt0LZasP43mk83lTsbsnpT+x5Ia4rFVHEyy68uQxq3HrQo+c3EXdUApcj7agP0XSznZAbfW8Jk5DS8Vfoz36Oyc5AQ/W/ssvJ4dhTU/kawbMhheHRujiHhxZzzpn7x7FmwMtvU8eMzvxMPurTugmctVnPnmEmerODXujYHunyH9Vjf4j+mPjjXO48PNm5B26hrpUMbbCQgQ0SrOrsOwoA+QR++50i3iZkqNNNOcwvpO1mxP8rgnOnq05WTymaMk40gP591V20L26GKlvG0o6hvcwA97dmP/BTpgcEffpSsx8Tk3FOefQ+Z2Qa+weZrZDGxTyqITK1A+GUMZFFBQoExODTOexqY+iknr5qGPKmJMUaB94RgbewK3SeC3Gf8+VjBLmPvxhlrwF88gIjZYE8GlSNbOUARvPE3vmRvCps8Xw3veYdx2boiX/YIx8pXGYHcG10/vQHw8M1aYeeWEFn6bsF4VKbPfqSncHYxhx17F5qV9BEFC840bhcC0X1G3b6xt5BkdQ4ZXnvnWkbEoOnj8tDtedjSkbQ8biwq7pDNmrpppdvMkF89qaCgqszbjkbZiEDksIiS1K7ouSEGYANVmOhuHUYFH4BGbDB6gh0Wj1yI0Yi8uO3VGeFo4OttdMlSI3cEjkflaguwMmU4hhm5n0u8Qutz7S9D9Z6ZM98I9+H16RlE9yxkWm+E6aRVmdtNE1QQapLAKYdTAi7NTENFNvr0w5e/B7NGr8HUxm/9jBLm9mSC35UnLCtwVnqHbsLC7+F37BTjjscGfdEIS0ZI/FaLzcgU1ui5ASthL3C0Qx+8RP8Jr+XpMaKO8YWE3McEI23aOOyfqebC9WQqEyvvCmVTEl6PIgrhdg6edTC7+22HfdkNEzEioPqN8jw3SbAgS4segqUQOmscqcrr2UA0Zo+ZzU/GedG64r1LdwigyXEgKNPbBmkR/GZ7WFr+yPRzFAhFPYtjiGIzkJsbm+jYWXfNF7PS2OL82BPPTybF27YoFDDGwNBtxAdOQxu2tBYOAzhn/TA0zR7vC5YsFp8YhuSkiYjlZQ1Zk5y0L1z087x+al1UZQsZyzFTMYXuiNdQ4NucdhpRfH0Pv+dGYLEaSmYEWsBN1xg1A0aa1OFxARrNk5Mk8BGdnOP+jPYIkZEnih4S3Ef6dF8Y9ewRr6Dyw+hjZCFQAeOjMR8+pubJlLMZ86iEjotGc40YFgsQ/nJycUKv7Irw3w0O4HSZ675yO4Ruzab3tqC9TDPqTOChIDYLvse4KpD/xfJM7ICICcmeIOToB2FlnHAYUbcLawwVk4CvRE5UAJNpzbusAWf47F/RIvEDOleAct6tHD9/BlSNbEJPIDGLu9KhkOzearlMjBLwulOKxgauxmfoTmN01M70QlIP/CPQRZ3bfnBqJz+pQcEPWAUwGBu56CqExQ1Bzl2BnOLWA36b18G2Yj33hYxHLUH7op4uKR5Dg/DPF5rq8IBVBQ+Nx9rHeWKSwa3idSME3NuhjA7F6M8FxSwSS5X4pc5q3LYSoTtjN19rQCOy97ITO4WkIVylOnub/rRdsweHZhxkjYkmHuaLH4g8x6wXu8FnXxZK8bYexMSIADjuyFFgK/w5e457FkTXbcI5B9SuQXZXgSOYy3n6d6Dg3G28aFLBOAfudmsLdCB78ETpsJIGgi/QkOwNQCHwwlIyJ32DA5qXooxu4N+FUDKUMpFMvAdFY4YTAFWwZ64dt+RaUumSskEFTQ2tA2+vUsOJRX5wZnKzuE8PWSulrp916IzolGFZbyJgZMpcoKj8WydfJ8NpDhtefyIFMYfulNRCEkj5Nzqz0wdS9RHsyQjeSEdqMzVdYk1tPSpcihS4pt1paehQiNWgg0p5WR954Y/Eo2oXuJyfATgKYSDCPysU4ZZ8GevVUjDfxRiEZ8mwsARr7yhBsW++LhtzQhTTdYdjnsVnhSGu+SfPpR85xsbaXivCYZOzo/l3Bn82GIXHjSKH42H4B/sncN/BF7w/JGVTMy3QUEQMjcBQinzCnbhiOvboZS3UPCkPc8sa8w+wmRDDq2Tk5FQPv5a6I0tCNGVCpQUMRn034bEq0J2aohLHeF8TXug5nHilQWifZQHoRVSgAEnT/Lij77NIaOsrZMi9wfJheUxXBNNHaRqx4BBGScyTIhEtOAj/QeGdWwmfqXoovmt/KstSQdavScCTnKv5gt3X3W77oOTWOyk2hd0lTv20UsOE5/c/42ZYhBdg3YwRiWVRAA5bCnHnv1RfwvOrWlvGlP7L6CMELph/GJOJCDQVPs/4stO5LzC5URPV5fnBFOAfJLJ6HYk1Qy/J8zJ0aJqtn4vZ0MSjDU5if92mV4yLT/gxW+kwFE5ktxL3hzsQ+eKQIPZkE/XHheXXUnTk//ll9kMBF4kXnoIbGmVDMvy7JW4vn1E5uEOTM5/X0oayVRioJCoV8o/H1nBrx35Q63mwqTJZ546MOW1S8e7+cGl0+Y3LI/2v03yI6DnJbhcY+G+mWjTSdqOdJNGhlGZf2uXYLMr6+jN+4PGjBGRJsH05efdpSp5WDLD91ASnEQB3xjxkKn4kCVN7zcLRdKPYrFKfpaAQGrnHDQou8QI64Lzniv+msw4Iu1pO3YHMbsQKu4fwtkhj0KW7hh02kb0WzT3bctAFs+3WindxrPGZQoMwUsNsA3w8vAAAgAElEQVSpyaNoz+S88UiiLpEWg++ioUb6TRT47PCsrB1jHUJTEi5OaEc1MDH/P3tfHt/Dtf7/fjVNLdHWWhVVa1UvWi3a9LZcXVAutdxUaISUELGVSFQssYsKiT12UaKiuXKVSxulWpQ20SrypWqtcqtBpGJJRX+/58zMmTkzn/ksWSh6xl/ymeWc93nOs51nYe4vhXluxBMOXgtjjvkZ09A1agty6LRGVXr5b54aNWwTLkI1ZnCZJsUZU1UELKawAuJ/Ti8HRYZv7EfRPjYB/akep8eHFR4sH1PU4mOT9FhsJQeiZSjCB7wCcwQKE74ROBHAT82cYMLHLyr0/G/kid9Mnvj7z5HiQYrxcYcKb6pR83EDTUjo41eVz8+aOIYZOJ0iebiCkuphpcUK2jbmDcTsuamHEeZvGo428b8jLFVTINjYBp/HoOR34bSbgy6cLQ0idXLRij04MXro6A6B5H37FSTYVjEvH3vQUwbO7puLSgnWJpQqdgmZWmjHoySEe59GiKt56MqeF+GxkU6riLJorfwPdkGKTffWXFKiOiVkgo5OtRM3kGHUESkNV6l7zMnlSvkQ521r1JCHcNPwNqTkkq+BTqE2mCw5Z18kYeofia//TvHiOn9hDgd/7GmTIngt+buZIrhBMxLt6JqFlQ3HkI98EBDZHx2eu4JErZfOLeUvNkZNYfkmdyyUfLY/Fk3sVKyV5Iqdh+h0KRqyKn0vQhg+1E8o1dPI4M9fQaJ2OskogjtWDCWPnwyLhioZAQOmACPnGU41Lje8LU4tYTwGnTCRooU46YUCiHb8D6KL1XHlcFJtptuvJrcn58J1QRFm8qInDgeoMkjZd4ugh+4qTzOFNfhzvJIo9CTjBrnVmLDF0wPhYHNLPtFku9gsdHNRdj577UB0WfwDPW2RdzZGjcp/aXOLTjCb7zIM/L9706Scu+IrOq/ypIqo6Xv2dMbW+v2SU016x+H5gRSBQVxcdxQYPFzkZdkZcRgacwzPhg1B7xY18VW0WjXPiNxQ+dWh9valwfk8nVXZ4+OggQjOOXVSihPhsyamJqyM3hIqxqshe5SbuWLWUqQdpODi2nXwSEl6KOcY0jMpZN7utE1zDptlsR2/pW8nDcAUjBTyw1TjdM4Bb4uDyjAQzYawpzKxcLQsn5IIeIKAh0YNYxzBONlhBLzWaAn1FEddr1MUJgiJ4uzIkys06oauS56wMbg5sC+yKe57q5Y/Uy9oMuJNeTeGd+PhNrGqgsYUhDk+bk47DOFnVrCcKPDZmVi7cC7WZ2RR+im7/sD13OvwKlOa0u3M142rrMEiJQs+WAYl72O/lUClBq3Qc4AlWdtGkdFPP5ysgHfpR/DkqxSS52CIuF4yPaSIJU7XbYRKeT8gU0ucdjg+ZwJp6Dn01UPA3Bg1XnQc/gl5tVTOqnpKveprgpnj/Cx50wUDUPHKJ6PmdLOnk72CnbDM8JnqEDvtdIaEY9CJXpb7OZMUlFhF0O7Ey1qMNxOGwSc7YITXGgpNOk4J714UZdGJQuBCjVDHoho14NiJyrQTBq4lc64pKI3ROVLudS+UKa1R4kN10NIhIVM7BTzj5BTFCi47xYncjBxdUWDCLBGPjW+O78YvQQbLh2ChnQNjtMRn9QVFM2oE5dFGaNuvP8N3ESrGpggnpkRzAaQEJhunnYqyMXozfnlUDG2zoWu23uNvYpQQ+sEVCS8/zQt6K/iLAy8oLN+k+uCCF9kWM0pIftC3CboOc5Lk7WSj3RIeQqelqoFODm3i+xvpJOJ+zeg/1CmVTlC5Ac0M1R449PZqLVxVGyTfn7qibLO36J7g+VUw19TMlZdp9haMXPZO+31ia9QEnUAv6ynnySUI7pOMM06qpPH3iDKH7ZntLdTS7srvh+gEWwndVS9mXPQ49DZWmxpp8nmKzhLn4/dEoFvvUcby7RsOyrPpPu60oj+aclBtjBqPK8ix0/G1TykGLcfAJV/RTiZvFtioUTE00xnTJ6KBCdwBRfifXofhgxJwAGLYl41Rw8I+e3+GlxcYkSWOhhzjOSvw2JwkClV2XBV3Rg13WJDXx1G/cTh5Z7Q8COf6MieOEfrnVdEPbw/shAbXyaBJP4iz10qhVpvepmIBfGSOstiO3xIWwfNRZa4aUskv1ShOh7fVQcXXy+QIlEZNYfaofKZ4EfDQqGHEOhPHqlzAlaq9MeDN8ji4LBbL9mSjuiWfJWMaKZRbcrVeAPdjTPt1yHn8V5R4YQT6NwN2zJmAlQfYz+ZEcs4ITErHyuomj4Xj1I1NpB8pq2qZY6EA7Wh3OyXMN+wzBVFt66JSmZM0r2WouZJyDiwv5+NRmPyrucg6sgkxIxcTU7SEw9kWCrBWYbJfNC/yoIteTJdLy0MaanfHZCEXQgwfEHOAmLLf7VAXwVNuZ9QYoQ5eDQchRVcYKORqVg+M2JiFkg3DMGdaZ+TMY2FqOcZJmhL+F4lvXozDklDHuGom/MZjbJGMGhZuEkhK+UUxvFATtNW03jDsOzOPVcGFK1XRe8CbKH9wGWKX7UF2deHI/HYZNXR8P6vHCGzMKllgGuv7UzDG0T8lLIJ6vuyaF4WJmykmnycka8Th2uCwUBAPu9MVBaKBwM+Q730aJdpGoleDi/h43lxspNQEMVfqzzFqVqK6kIys7GFN4byfVUZadwK5l6kYSYknEBgfj+AneM6RI10zz+bap9gJpSGddcWEK6ps3xYnf1HYjrW8e2H5psqNsjMWYsI0oxKfPX8ojzZ0chtuH0tofuSW8BD1EyepkEgfKiSCRyiPIInyCDSj5lSQ2MOJGdVr0SDFym/5GvKTVEfliPGzsKyBThPMraeGDvKExuiokG/DmI670eY/1jBhzYlTQQjJFZDkp8f1w7jBxsY7FOfD1NND5Tungky9cJhiubZBikM/K5OcEYSQ3fgLI/rtxmKjhmvy0hLx4MqoeaYvVkU2dz6kk0STc8kpKRiMLvmKbliRI42fwns0YZVWzHTG/qbJ9S+mUijhblzNYdXJKuAfo+dQNVSed+lo1LCT1QEUkWI6+eYn9SIfbWnlV8Zgi2TUKA4ZYKyOGxuj8gcq1MD3SRm0jEkFiwz35HKUxew9lvHnkoMyLAsDrQY+pwGrsanThni6J40aT9ZD3nNrESiAUROGjU9EIzW6mRZOpcUWXzV7G/iGVk9cflWY5TEx4Z6HqJX1FwwW44RHN06YQjavHMUUMwHp7OKxpKIHXdEuHI0azbPATpBUTyK7BOZn+gT3PD5CieOGN4YfkZsEqMsyrnm4dO4SVVKrQAaUFoRGDThPf70IYyZupuoxVg+di8Vm34m7ag5p0G5XjqxXnTTFtDPP9IJHFwqKnRmTgRU+woY169RqLD4NMXBeHDqYcqWMEs5XWPWlNmWxO3kPLpR/Hu3+fgXp286jTsgERDkpsexMiDudofWkRk/wZ6GMQiEIG6MmbOMTpqIE6knZVcN7W1SjRn9eFLg2DJx7r3jYnksa4zSv0lirL4KwqBrLp+HBimqIwOY8cX8ZHnE9hOLsXmzPfRIt6jqGkzmGn6k0kCXm2PATATICeZ5S0Ywao8mhfurqlocxJTIOpSaKJzWGUVODqipduJKLM5/Ox+TVrBKiWFTEutdFJcD4sI4FN2qKm78obMfOqCkM3zRn8eVdOodLeffBpwJVUNTZyGlsnjIIsynR2eMwv2LmIab+lQ5hrOrpe3pr8aTGSbiXzq+dGzVMMZtbKcFkqCocXAspMxs1NvLE1qhR89j2dRJDHNlbOQ1XF8JNOS1p+zJH4N3KyfZ3aKMp40wx7p7e2nRSw0IpD3YR6Vt9n71RYz9+t9vI5gZlLN93UMOInb2A5TO2oURzU3itAphD9TPdMCz/BP5er5LrIVVsjv6DXtNyHz09ARZC0D2asB2dCXI9jyqOXsqj4kKJiIv7jCoripUsHY0a8cRN/7zDibfZiLUO051R4yr8TMmRXNsAKfrmEvnZGSQP6IMlR25QgTwmk1srVT6pJCCu0UmNb+OWeMmmhL+jLLbht2yt51ZCgnCypoovjQasRg039MQID49Dsj1aWHmTRKBQCHho1KjH+V+8aM6RUDevWO7RGi6kCoDzfUVvXR42RLTD7O/F/AYuKMqjHa+kpRg/H6D6gsXoaVuYgObLY5I9KBRwMXkAApYcIUfiHCTpZ8b2ChAFT6kKZS6NcSN5Fbk04IJbDEtwadQ4WxOOkwc5O/wVrjzLfAwCg0kb+QZ2vO48z6j1txQru/sqcigJkvX8cdpbRukUv1M54v7+u6/wIyU4Vus8C7P7/M1Ft2umfA/DtSjj+N8tdZqMGqOqUklriUuLUaN4iL940Xyip+GhKzpFNGp4OKH5NMvGqNG+a1Yy2X1jcXOUNVSB07wa0tcqbTh6nuwl0CZXAkTDl4cBCnuOvvnGJ37CKRtHmifVi6Fq5Jl+IwY3w8X9yOdh7MciGTV62JSwl90uvmqsfdpUTIpXQ+VqJJpzkdTCEVRuVA9tszNqBpLnVss50r7Nn9OdJsXMXzQN1dKIt7B80y1gyg389KlARo2z06lC8BCTUaPnnRl0xDAfcy1cOC1mTqgZ8Jlm4el8f1pOeVKohBQPh2Jz7ZTRXnCqKQiQUaDmOzw7dLPgEOD7xEyDdqFTymnwjJIYb6pSRW/WTokfsJQfziWculE4jpdetVAtWBBzpT8+JEAU1wJTTMdcQ7hQKIYpsjN8pllyS/neMzvPdPmTU5A95IRmmMHV7xR6uKhEqRdG8KBQgMfhZzbDcXfKzKu03bSOw812cKQzLewz2GxE6o4NPezL3qhZWd2s5/Dn9CgSGg9zJPY71cNCj+pAXRs1vNCEvfHGvjXsWpRQYMEqP6hi7K6PsWUHCzljX8vB6QNHcZadYjtUxmS/28liG37LDNtOGWhvoRMefnbT5KjT8sYo3tStTPSMlcm7JALFhoCHRo2azBlxIkAIl+KbU1C6NCMjR6+WoSaUTcNwY/PrxQQM4adU95iwAzcs4ViMyQ0+2RPJQlKpMXNe3cniyVfZiuNJDQ/FERlmPqtaQydJ5KVKFmKd9fGYQrIoHERLqDQpEYUxanjOil1MrbOlZYJyEjDaphqbflIj5DCkjQzCiV5GbwFbTCizSC/Ra6nuYjeMzNkBVM73on1VLPEBhmsIxaonhnpe0lc3airoZWJ56JupAILFqFEM24gTCND66bBhcCNEP80oilHDq3mxJNq5Yi8KG6PGFY21EpPgtfLNrCIbpzFrwYP8DEzrGoUtOUYek+0+UcI2PsEzplLUVM5zw0j0mv0drpvWVU38THpsqpGQrydbGydChTdqjEpxPpS7wvsXecKtFMVqwzNYqleXU9fxfe/xQtnYfGRM60rhrWTU6MUP7MPPJvzU1ajYk81LntZAdyFhulj5i6rNWIyawvJNetfJjVhy4G8IctZsVj/JtFbPcoH2LeEh2ve4N1uMsWd7MyoHAwVFia3p6HO9hdK0RglnI3zWZm8pVeTW4ck4o7+HXm4dRnllRY3TDA92Kq8bGvR3e4WclzhvicmmXl252DamO2LSyxoV+bQyuN9SlMFMrQKb0spg9gW8xcoE6843JhujkDNQKM3LsBh9Dr2F8rh6flP5dogXCoQ4G78n+8jxHmZ0BWBFjdmWtgfanXo1Ls9KOt9Ko4aVAFfLaVurarmZuQ2dObZqMOQ39Cqe9uFn3T96XC0Zr9TZ52OyVHNUwtkTUG6quQWAygbUfjx2hQJYBbxuLPnMtuQ9M9JDSG4n6j2B+Ps+e1k02q14GCd7ouGl3OVEFjvyWyYbumDdk0I4uRAtoRdYUV7KcTP3L/K8eE7hKFk+JRHwBAGPjRqlNHPvlchrHoHh3cojY/5krN5Hjc64kSD0JDA1ljpKSZcDN8KnzUDKxSmFHdMpLO0I9bHgyhxnGlk8KV0cNhN4g/BJkxhMMzXm1JrZbT8PB0++8rhd/gjfiNRsq/s4vP+vyvh+/nBMPV8PDY8dhFfwBLzXqgrFsSdhKiUsH7muKbHIxL5Hq6PGD//GqIlUt51ycsT8AztFxjnw+cj9cTPej56HPecZX9MauHmyUgojGYpj3T4wl/zVhZJZEHhm1DCmp5UWViqyCh6q0yvRZ8h3pKTxGvaG59+IJbcfOGOYfSnp35wU62aSzKg5/Cran07AMqKrkk2HYvGEttTV3vKc1ajRSqOuzGuOiOHdUD6DhygJCmyhjRpuODv2OLFn4KzJ5kCw1IKqnaiZWw+isUVRiP3lCfztSDquvz0F0W0fx+XvDRoz9gpTonpiMYIxpld5Y59wB4Hes4eMnA/E8uhaadtdZdC4Qwe8XPUajn2Whk+VajiOTUPVMp3pqBUUjUFNLlJvjTh8duoGVUU3QksLa9Rw73ZOVfvysa4pQG1Qmt5ysaF8KUrkTPz6Yn/071ILFz+eh7mUAGTu1WNXKIDxnGRcqt0OgS1K4pt1qdh3nvyYDoZWcfIXRZtxMGoKzTfPpWDQOwvxYynWuLED3mz1gtLAt+R1anC4Z53WPPAPVG1HdPZuIz0Z2x3Gt4SHqJqX49zJS8wMg9klh+u9mJRmle/E4YdKLaiJoC/Orl+vNsw0NWy1i83Xenysz0cjonPW7Xz9+r1K08GqYq8Xvf+GYysA5wo5vTtpKKLXAy/1HYp+r9dS+9KQbFrSLxzJZ33xeteG+Hn9Zpx+tJua0wjKe0uchNjUK2g+KR7hln5juRSK2n12SQznyrHWwynuh0poQeP3pca167ezRo2W/mw899Oau8nGc+BDjE05DFjCutyKDyab+03HlX6x5nHqTaJt+rAouquL8DMnRRRcjcXdSY0KudbYk4XCmQxFV2+2oTPeVLtSR4S/0xKltFxLpZGyLncdjRrk0ml29xikl6JE/MAncDZVbQZr13dLGeuoH/DmzGmm5rfOjBp9bqx3mGDc6jNjhntfcgauNlfyZKd8o69HIqXfQ8g8+SCq1zXCUNmzef/bgPFhs8Fa7ljLRDuXxY78Vh3feuQ3oubUjYG9tDdZg1JrESL1RO2UpceSQjBKfpN4wuqWNuUNEoFiRsBzo4Y+nJ0xC5HR1FhRadbFGknXQ9DkeATWu6w23fuWEg1tOphn75iKQTFbtSZf7Dk/hC+ZiFYPHkbSuyOQeKwsOjk0HNRmmn8a66KGYX2V95AQ3lhpvvnN1I4YtVVtmuXuEqu55Gd9julDY9UqbMr41XG8St7uoaNWas086QeqCPVaFCUUNqPGOjpjVx6AQ+U2J3H0bGM7vWwrx7mbicbwIw6j4wfx6Mhiaam846zIaGrYpS2I+1cod5gq3AiViyiGQ4i9prK4myYhau43uFyaqsPd0ELVqgcgbkGIi2Z/zPgZB4xzETZoN049Jt+zSZjmYMXBuk6FMmquYtfUYEzcTs3QRs3HKEYLpssJA8/egamDtEp/ntIYfy9XorT19HqoEfqybvFVSAAx5ernR8ydqPXnsvD59KGI3coMGe2yqWqm/sLKHUdhyCKWm6L+xbvya9Q9fQT4FAtl1Pz8Ifr3XYazNYMx1eTx9mw9lbsUhXQ+bvRZhNh/PqKOlqoWRQ1ZhH18sA570L6qn5nnsIp4QZgcH+hIt8XIX5w5OArLN5WCEWtmYem6/TjNemUIl3e5OmgePBIRbasVqGS8orgUOw8BVT1Xy+U6hMJpyuXuptMwf0ADhX/nHzbzW53O9SNZZ8oRObOmDkKMTufeqN5uAmLfbaI1tT1JhTb6Iel8bQRPnUVyyewRcXfKoPQmmbEI6w5dgHcZX9Su8xB++yETJy6w0B52+eDx557Bg1kHcPSX31Hh6bcQNsxSDVNfI950uimmzR+ABurEkTR0FFYeJiOO3Ue03KjvTMToDruTSBk0BAtPV7Udf8EcaJZ9p/DIaTjxzxmY2aka/XiO8jN6Un6GxgRcblPDI2/09CrAvrbcal8K3rgpm0INe7Cy0ZaTNpdftKEzR/nojcqvRWHOiGYavdgYNTb0aeWP4jiy08YgZPZ5+CckoBuDlS5bo+bqLkwKGoedD7SwbYTNnmMRF6xYzGJLvL0SZvphbQqxfgIrKHyYOhww4qHKrERUVy9TxU/1/448zo0stuG3Vl3Nu3o7TIh9V68kevWb6egd/RlIKGL+KI4jR0QaNYXfFfLJ4kKgQEaN8lFKdM+6cIWKIZdA2cpltU7L7M8/Yv+piniuvm2HTefPkYDYf7kunrNJcDMmmYfcXCp3y7NkizR7Oi3Joipuf5jHT/4OJak/D+aEXHXKLFH5D9wnJvwXagz07dNfY/7Iifi6bDdMmO7Y0d3da/Py8lCihNht3v4JpmR8UCdJqLbjpKSzyITtymlSouX/ZezE8WyglG9jvPxcFX3NrV9m1ZqiqSrLYVJAvUr4wq//JFOpYHdzK9rvfF2p+HbZyijrHiIPPldYuuNjsdKScxoTaV2lQ8v+on1y6PpTaGhuRmSeg5YUCxsadpgsv/c+H1SoVDy9lPJzc3GzTBmn9OEB4LQNc5HrVcaSr8VxK+Da8jmWKIvKLgmisOvs0YzUmwrLN7VPcB6k/NftfFyPq/h5CD/FddJwleaee5PWVNyTTvDwBFG1cAJRuR0/pvdeul4SZYskKwx60/Euc0OTe+wvjjLCftzEB3JvktwyTVyTP05ouVjG7wRFu3XwBPDbcU/uEWzffgQPPtcOjX35CXk1U7io22HYzs+QCwWS35w+PeCPecT3vIjvue1HR/zoEso6yiYyOBdGU6NrZuxSqXZfv/6YNLqt0XdOpAmFp2XjzMFMLaeGoUJFAp55AU9XM8bgsSy247duZEPepUtAWUP3c7su8gaJwG1EoOBGzW0c3L36Ke7t8nltMv4z4vlbMk2WcBj6C3kt9aIIzowaoQOy0KSxwINi4Yl9tuDJUWMRSD3CjiaNp5LE16hRm2MPmwK/Wz4gEZAI3HYEPOYhvGCLJTfktg9YfvDuQkA3bOnAYVsMwpYdRlOtiTaXkeZWDXfX9DwbLes90wdbnhyFsargxHiqjHrNkufr2bu0u5gsHvAlnh8zAe0euyplcYHAkzff7QhIo6bYV/Ac9u35DXWaPGFfHSw/C2sjgrA4k86M3XRlLtLQWDGC8AsYkBQOpYVF9loM7LIYP9AxtZ8mOJT380R4Go7Y56ag32alQyNyI4U+Emp1r6+oS7xdt/uCvl/eLxGQCNxmBDziIbzXlZc51/A2D1V+7m5DgOcfslP9B1GmZClUahKIkRHqCYV9qe67bY4ejJcVeonIRaTQH0ap1PjV3xFrUxTIgzeCyeJe37XDquntlTC7/NPLENbrQ2TzxuaevETeIxG4SxGQRk2xL5wWV5pVAhVq1seLLzZDgwb10aBcNg5mpGOLlnzHYmALViigoANVK10ty2mBzm+UwwEtWZoy8BH54RTUpYZzM3/Mx5WD3+Mky1fwsivU4Pk3HftIaDhUizQ1ofP8jfJOiYBE4M9FwDUPaUX1i9X8h/2oICbr/7mDll+/GxDgeY5P9sHauV20HBc+cF6qm6XVmEuz3w1TK9AYbfrDqAZdNURucWwK7sm72fNTzj6LCie/xglKPfapWRflTuxBZl0piz3BT95zdyMgjZpbsH55l/4PGR9vwUfbd+DELzmw5Piq+SahY502riy2IVmS1k0FEL4Yh7aTdimJ5axPTcDYqehZvwiJKFRVq+OiipiqlDplObHz8c6gVJQOFnuPFNvM5IskAhKB24GACx5y9etY9Bq7FTeahmPJxFYWxfR2DE5+465FQGunkF7HatRQOXpWJjueqkXalj2+a2fsZOBUGrrjIlScqpUq59VgSxvNkAs8YwdZrFaUKxEkZXGBsZQP3HUISKPmNiwZT2xVPlXEJN+CD9dZ0nrB3+T6CbXfRNz+h1GzWh5On7iAfCo8oPZzKO5vyfdJBCQCtw8B5zykWIpD3L6JyC/dQQiolba241pVP7Rq1QRVrx3Djh1f4vuT1/BQgwCMnVrwQjp30PQ8HorSryhuPx6uWQ15p0/gQj5Vm5tp9GPy+EX6jVIWFxwz+cS9goA0au6Vlbwj5pGNzLUfYG3mRaqU1gxdgl+Hy6J2d8SY5SAkAhIBiYBE4E9BQKiuqXy/lC+eeeFpVCtS9bo/ZSZF+mh25lp8sDYTF2n+zboE4/UiC04pi4u0IPLhuxYBadTctUsnBy4RkAhIBCQCEgGJgERAIiARkAgwBKRRI+lAIiARkAhIBCQCEgGJgERAIiARuKsRkEbNXb18cvASAYmAREAiIBGQCEgEJAISAYmANGokDUgEJAISAYmAREAiIBGQCEgEJAJ3NQLSqLmrl08OXiIgEZAISAQkAhIBiYBEQCIgEZBGjaQBiYBEQCIgEZAISAQkAhIBiYBE4K5GQBo1d/XyycFLBCQCEgGJgERAIiARkAhIBCQC0qiRNCARkAhIBCQCEgGJgERAIiARkAjc1QhIo+auXj45eImAREAiIBGQCEgEJAISAYmAREAaNZIGJAISAYmAREAiIBGQCEgEJAISgbsaAWnU3NXLV7jB52cdwLrVKci8SM+X8kXTf3bGGw0r4f7CvU4+JRGQCNxKBPKzcGDdaqSoGxa+Tf+Jzm80RKW7ZsPm4fhniVi74yyu0QzK126F9gEvoVaJWwmafHdREcj737dYv3a9IifK1/fH253vJpor6uzvzOfzjn+GxLU7cFbdSGjVPgAvyY10Zy6WHNWfgoA0av4U2P+8j2anjUFI3B5cK/EwvG/k4OoNNhYvVPWfiSWh9aRh8+ctjfyyRMARgew0jAmJw55rJfCw9w3kqBsWXlX9MXNJKOrd6YZN/mEs6ReO5J/vw4OlgauX83CTTcCnKSKXT0GrcnLR7zwE8nE46V2MSDyCK8LgvBsOQlLcm5BL9mesGK3Jkn4IT/4Z96kbCXnqRkLTyOWYIjfSn5JDgCIAACAASURBVLEo8pt3IALSqLkDF+WWDelMEkIH78VrsTHoonh38pA5PxTDUs+QolED3RMXo2fVW/Z1+WKJgESgQAicQVLoYOx9LRYxXWpB2bGZ8xE6LBVnSKGp0T0Ri+/oDZuPryYHYFGpSMQO9lNOlvKzNiG6TzzSSVsu2SwaqdHNpCOlQDRx62++umsSgufmIWjMMLT6Wxnc+HEdoiMX48CVWghetRCBlW/9GOQXzAjkfzUZAYtKITJ2MPzUjYRN0X0Qr24kRKdGo9md7uCQiyoRuA0ISKPmNoB8p3zi5w+HYMZ9kYgPECyX/DSMbBeLdFKSmkZuIY/PnTJaOQ6JwF8cgZ8/xJAZ9yEyPgDGjs1H2sh2iFU3LLbc0Rt2F2J77sZLSyPwd0HhOrowCGEpvwCP+iNhZSjq/MWX+c6bfj7y8+/H/cKa5e+YgE4TfkS7hJUIlQt225dsV2xP7H5pKSLMGwlBYSn4BY/CX67LbV8T+cE7EwFp1NyZ63IbR3UUC4PCwHQMadTcRtjlpyQChURANwruAKMmLy8PJUoUMDkmbSRaxqZLo6aQ6/+nPHZ4PgKH/IyeGylkUJ4I/ClL4PhRcki2JIekNGrukPWQw7gTECi4UZN3HJ8tmIMlWw7hghrUCXiXQ53m7fBP37P476adOHFBi5umXI0SFWri5c790dtNkmF+1h4kzUjAR/vOarGi2rOBkRjaXg29sLvyjm9AzKQl+Ob0VajpISXg6xeKsVHtKRGVElQ3xGD8wj04q43Vq4QvGr0VhmGBFA6B09g0aSwWfnNayy3xRrkGHRA+srd6xGu98jKxYsR4JB/MVr7lXfklDIwZjbbV6F7CZUPMeCzco46ffcev/ySMbluNwiuuYldML6x+fAbmBVriu+gY+fPpEZixnc/b9RjyMldgxPhkHMxWRoDKLw1EzOi2UIdAWIxfiD1nGf6En68f+k/Sxnd1F2J6rcbjM+bBPATXRg17Z3zsSnx5VJ0zy78p4dsIb4UNQ6CfpbjA0YUIGrwVFTsMR3RoE6ex12ytl06ZiQ2HLmhrLc4ZyNqzFFPi1mtz5PQVhMihbE2zkbFwAqZv4PSnzjN0bBTaiwmTHo7F7SZk6xofi6SdJwx6J9zL1WmO4JERytqr84nDek4X5eqgefBIRChrb3flI+vAOiydn2LB1Q89hr+LLvVtotZPrsKgiP/gf6iCjtPnoHsN83sLu39YCOLxDfGIXfkljio0pe2hRm8hbFig/T5wC5r9Dfmn12HMsCXI0Gi3XIMAjJ3aE/ULohMz/pO4CKs37cdpLb+E7YPS1Z5HyGiVBvJPb8Kk0fO1faDST4MO4RjZWw2B0uecJPIquq10NTzdua/KG2wWTimwMS8eSTq/UPd5o/bt0Bh7sVkcE+NDhOGg93qiCVtO2ud7lk5B3PqDUGFW91H7dn9D9rZN2HmC7wX34yiYUcP2SzRiUg/jNwe+5EhDIh2ruD6Nzn1t9jqb0uGFCBmyGTWiVmPcPyjOH+Zvqbjb8AI3Ro2SDL1oNTbt53yZ84BgjIxgvC4fpzdNx5REg2b5Ovwtexs2iXvVuzSqPR+C0Yo8YIMmnj99ChK/PCqsgx+6tCuH7/69BYessiswHAPbPIEyzhR5tq5JM7Bo3X6cvVkSZR74HbmX/0AJF7gVZvt8MdUfczLoySaDkDLiH/orzPJAkzuhYxHlVGbSGs2KxMTDr2FuQjdUEwbjyEPY+yqg5suB+FfptVj8/95D8rsNCjN8J88QH9yThBkJH2GfIrNU3lOh5ssIjBxq5uemN2g8S9y/yn5rj6C+wXjdaeK8ynfnxScZ+gKXZ4PeQ09lo9pcGs9ZuWGfrkcotN06DOEDXlFkr/Vytl4K93Gls3hZ+YRZ1pi/48qo0bBdtA77z95EyTIP4Pfcy/ijhDMeR/d/Ph0RM7arc/R6CPU6RWGCIsfZu0SZrMrr4dGhKm87/SHJiuMIWj3KdCKrzNWkr3hAn9kZmBU5EYdfm4uEbibqpD0/CWMXfqPxfU0PcbVuxUipHr/KTj4xmn6qPYY40yu1l98WXba49CKPAbn9NxbMqOFJq78BD9XwQ6tWTVC11DWc2bUeH2ecw+8og0ahcZjkXxO4dAKZaSsQl7gL50iIe1VsgVHzR6GZDd/I3jEZ/SfvwOXKTMi/TO+8iGOfbcWWw6qi71M3GFNnBTokxfKk99/I5PGt1xg1SpzFwe9PqsKbEmkHv7gbc9O80bxDBzQodQYZaWnYc/I3hXn6NPVH87PrsevB1ggL64ra19Px8fLl2HyYfvepi+CpsxAoZuFSwuvCkCFIvVwNzzTwRd6xdGSyifn4IWpOK+weHoNvK7ZG19a1cS1jDdbsOkdGACXgB8xFYgid1xN2I0NWo9b7iWD/VS8Wc+6PselV0S6kN96sD6SviEMie9a7OgLiFiBEGIOqRKTicrVn0MA3D8fSMxVsffyiMKfVbgyP+RYVW3dF69rXkLFmDXYpwFdFwFz1m9mkTISsroX3E0OEkA9nRg1PTDxF82CMtSGeeqQkkHMSe5V18UZ1/1jMC61vGJyHF6D7kH/jHFsz8iIvp9AY63LnH16CfuHJOHWDv9OYB8MyrMdNfLDkJ9SjNXu56jWigzR8msmwZFNpg06+X2L9T40QHN4T/yh5Fp+uTVCx9qqIFqPmYxQnMA/G4m678bGeLV8fzZu9hAZVS+Hisc+wdcthjfFXhf977fDD0s9RvSutX9NyyE7/GMuXbwaRESq2GIX5o5pZMFCViuiNDFe7ywd1g6diVqClaANjRk5CDQq7f0grVZO4T9FImGOi4VNQl3gvDjMlg2jQP3YeQgtkdThBldH/OzPxU6Ou6NqkFI59ukbZa1ShwuOE9/zDSXh3xEqcergeWr72OmqXh+N6DH4Ru+emwbt5B3RoUB4XD/4XGzUFVkmuX/gP7A0fgaSsKmje7p9o1qQp6lS4ijMHdyBtzXpsJ/5AC+fAq0S6rVy/NVq9Xhv0dvyw4WN8cjyHJl0Br0VPxzt1b+BMeho+TErFvvPKRkDk4h74KSocKdlV4deqFZoQHeHit1iTvAPnfqciRn4RmD62Napcz8KRPevwQeJ67KW96/VQI/SdGYPOFq2pIEbN0SXBGLxZ44E4iNR1W/HTFcfkYpW3pODXivXRuhXDlvFgvve88JDfYCwY21Yw9li+T28knqqHsA9nojNtdPatgcmUn0d7sVGnzvhHqUysWbMLuY2jsGriqyQdtMupUaMlqK88hYfrtcRrGsaiLPCq2gkDnv8G81J/RUW+DtfO4OuNG8mIva6sQ+vxsxBUm9ZU34vk4nnID+ELAnEiUuXhfB2u/fQFUv+7D1lsHV6bhKUjXoC3RXZ5V2+HCbHvqgqceGXvwOT+k7E95zG0i47BAHLyXKa5vRN3Fq3G9IHX6lnY3zwe88RwX3dMx8nvaSNbUsgh/SiezrEcyd4r8VvTtzGwW2uUO7sGCQkq73nILxxLJlr5L+G7MAQR6S/i/XmhZmfC0WQMiFiCI0QbDYOiERnwHLlPLuFERjKmx6bQ30uiVnfi9z2Lq5hMNnZM7o/JOy6jMhkj7V6uilIXj+GzrVtU3kMJ8LZ8kAzntDEhiNvrhZrPv4ZXm2jPpX2qymNSxhv1nYmYzlaHkibP1l3H0x26okurpqh67Sg+/XgZ1m39iQoi2CfcM0dM1JBF2MeUCpvLmV5ju170vGudRZVvm3NeQUjvN9G05DH8Z/lSpO47T3uKZM3MJQg1VQZxZtRo2G7PwWPtyKExgJw0lxn/jcPZVmPQx2s1Zu1vjvh5Rlgr0w3eid2HMvWborauRzH9ZSZGlJqDEUk5aNS1K5qUOoZP1zAaY7yNdJ9VE/FqGZWuRv3cAyvEfV5Q+lR0rAikv/i+Wa8gPYm9f0gK4y0PocYzDeALruvdQYUSuH5Me6iGXyu0UmjzIP67UXO+0Nj9wpdgok1Rh9umyxaDXlRIFnbbHvPcqNGU+pRfHkWbcbEYzL30bCFD16Jc3w64tnQetmdTfKe4+eh0Y37oMKSyzFZ9EwjzY4TfZx0eGbgAY9uaPf9iUqlX/TB8OLOzoSBmr8OQbgk4/GgbTIoP1wVOPh2TvzMoleJM6Xq0E+Ys7y8YQ8LmYEqy9Z2MYY58h4QHJd9Znj2zog96f97EUMAIj/nvDEIqfcjLywsPvzoJHwxvoin45NlYG4GgxZm0CRtiUEoc3iSJnr1uCAJ3voq1VEFGEfDnaO49v0TzpZR8qR/gCGM0xZyfwYo+vfF5E6NKmTFXLxrDw3h10gcY3kRze5MHcW1EEBZnkkCnqjUpyjezsW5IIHa+uhZxbEDKZW/UqEwuHb+TQI+OGaB77BUFeuYheN08h3NXvFAreCkWCkc/zNs3L2oCNp7yQrPoVESL2Yv5+xBHJ2+b8xoibM40Q1nL3oThPeLxHdNJSj6LoR9MQ1tBgeBjUSrxlG+D2KRwNNK9YwJelmddjsXdFlPGtAj578zBNKuA5HuB0TSptm1ikxBuDEg1YN+hsADCp37Yh5jJND7tOpMUit6Jx0nrqIc2YWHo2rAC/UIK2BeGA4BVtGkxPgWjPImfLuz+0Wn9d1Tngk/BVBWIMw954ea5c7jiRcnBJvp0B5z97wdnBeB97/FY3p8rRdnYNLwH4r+7gYaDUgR6dPJ+xSmwHD4DZ+O9VywnhKb1KIkXR6ZgwivG8U9+1lpEBC0GbQV4e5fAI+3ex8L+gjGuf5KP6bo5iZ2vJxqiTxwvssFOKshAj/4/tOr7DL6YuwpHIFT0Esbk5e2N+x7pgDi9WhlTzEKxtlxfdLi2FPO2Z1N6iVB9UEwCtqkS5rFRk/sxwrtsw8tJqtHBLm68nCnZAuNTNM9q/leY7D8BP7aa4YAL87SGj6K50eZjzhPdOOFGNvHQVOLLZUDvaD8W26+baVflUV+gSXwydCe/E6NGcbos98HA2e/hFctRmT5uRbd8FC1jZhOvUyfFfus36TwCwh7Df2It65CXgWk9orCFyhJ70zp4NQjDsintNeOM8Xtah+rvosOpWMxOv26qAmmSPw7G91EsCR6I5DOV0GnOcvRXlE0Vg5P+WgGH/B2YEPglXk8mnAu3bfSn7JTkrya3xzREIWXU340TYZ33lCT750PKkdRNSeRuG4PuC8thnIl/sk9oBurxmyT25gh7lE7E1g3HkKQb8H3wRxw+w95ZPJW2GB/ss+4RDFwwFm1Na02yc1M0+sSnk6Fh5Z8qrw/f/TQmCDJfBYlOb9ZGIXzxAVsDRZn77Jvou3iCw/cOz38Hg5ggZ3tig7BWyr4gmr7CIiKCEd7zH6jKDiQvHMCahATVAUr/9aoVjKULA4W8NxBd2RihRdVZHPQne6OGOxcqCWvJaGXsSX8kLu5J48zHjgmB+PL1ZJIxbAMRnXaageuDjLXN3jQcPeK/w3XSbbxQD71WTkcXvk7CnirfLl49vVNkewy8xhj7vGD0mYttY7pjYblxSApvZI5wUIyjRBy/+aiw19jh9+d4f/D72J77HCI/pLBIg9SLuNsK8Th3euc1w3sO/IscmXFDMXozM8psjNOi0gWjwQLoskXSiwoBze1+xGOjJvfjcPjPOY7nTEyNKckhyGi7RC0pyIlPFJiKnmQoreXbUCiPTrS5+Di8C/7beLFJMRZBEBV3UflhStLQz2vblAU9Rx7E7mB6o20irbKBJ2AHKdCP+idgpTXrMZcYRTdSSK97CcrWSRJg7+FKhCCY6fUqJgdMhosx9oOYFTAUG0mY1gpeRfOjkjFKUv4mNEkhJYM2YC4ZOf4ZbbGRTjRMJ9hc+b9Y0jAMTi5B8HtXEJH8LowAAIYfhSUcEA0XAb2DsxAwdCP5k42qNfmkOLTb1AQpiiLCLhujRmPmO8qaveiKYjHqB7w5cxrevDCbQgQ246JgtOlf5s83jMIn5Lnhl4LX/Ivo5OBxInWAMd3tyqLYJA8zgy4Yq046WVNhDjqT5R91MhZ3G+2bqR0x44ERmPTE11i18yyul/sbOvUWwrGoGk37sdtxnSmyW4ihWl6o04ZYmUajva8q2J9OiEoUlbbSBJD2YtuTmsLvH1ZNx3/sDpQ1lfLWPG4/vImZ097EhdmBiNx8UTCK3aHm7HdGY3NRKUGle/3i9Kkrxs6ezyUloTs2NVluMhBNd7tZD4VfsM3oZL10GqU92Skh00SHyrObS5mdNWyP9pgJn2jVe6riSfQgKDhqcvUOohEvYkUbiUequ5w5N0Jo3y9RTjK5QlnSbMgKTpOS5J3/kO7V3RA80d5dTg0pch13t8F/FM1F3xCk0HQCDYu+t0FRahitdt/5OpZPa2sbMsrnxrzZurGtGSZlWsYglZw54PT5MDkdUsjpYOx6khGdkPqUwGvtjBrGd7sTb1xuGGBWatB5hEgvyjokosY89TkuL7IEIa/vRTxMDogUckCobz66JARTb0ZgAStlrxuh7B7DSWEYU2YHDn+nt1jBLZccbZ0S8MDQzZjWlq01jc1/LRqkOPKHgu4kRyWZvXsGfKY6Ju4z+upGNHzTxEOYPIpCzkCLo4kNhDnXqJLecdRHWKqxRxVn0nygPyu9fUE7KfYRjOGCTkLfZMzY/i8aLxadeeLLiA9xQ0OUL0y/GPA9Oiw3O71E2t4Xp/IsmMapzv1cb7ORpz+XMQ2dorYg18IbmCMzeFWWE0NOrBwqyGntpXZGTeF1Fs0ZSNMyVzy0MWqYI8N/Dg54ixXRcpU9mPDAUGymPa5QZpw/1jZIUQsDEZ9ou7Gp4WxV5mDoLw4ylX415JthCDJny4grw5CibLAC0ieTBVE5GGhTxe0cGcDdmUJnJyc0vlOa61iFpckiPqfQSmolTR/l6yLmKRsOM6uOU3i6KIwuq020kHpREWG6LY97aNSom2IRzKclTNgFf/4KEgVPEVcerOVGVQZx0lx+kDHTwecQ5uA5MjM4VQiTwksKwyryiFRWNkwkDrW3L2nq7OhXE2V6YrytUaN4MdTveZFnUlXKiUj9D6KLSVgzqagxeidKGRfCxneYwdUThwM+AXstYwJzKyWQouboYmBMJ3JzDh4mI1BhEiRg/A920RiGgQ/32tYPS7V5D/eeCtVRlNOhwwj4hI6NVdHuWChAURD34xXTCQS7bxSuDOMCX2OUpP/pRpuwbMp6f9ZEMFDU+5eXty/j6q4ikus1JXua01fVACym8LoaLsfibm8x+orB2VqlKD+sHjpQCPsXLGzn97oIWTwPSjSJbmTYGzWqAcuqyjFlVVUeFYMyNgvdXJTOzl47EF0W/0AfoLDBxRQ2yCdiZ9QUev9oRuT+V8ynXuwbo65gGN+PmpKWKRjF7pCz/52wCDyKHkl0amq6QaPPGxTGoNOjzRuUeZ7HIJNBb7nP3XpwRVpXXLS4/DUZyCrxGOpXe5hemGOEdLYYr3nAVV7z9d9FZwzz3wzAFIwUcuS4g8HbcEToyqKw/5gwCf4cryQK8efcuLMYsoZRZC6l6+lJjTP+wpwpzHBT+dKjtC9743SI2WFjRtdwKniRIaU4YTiez2qKEp+rg1NC3fcfN1hMYbgaMdsYNUxxGXx+kMucDbt5M4//qNxIJOrOKb4OD6MdPx2y2ztM+etLNPmBceqbvy9OcdTk6CfbDAVDHhjKCOd9xt5W8VK9zTEHKJw4sAXw5Rp8WXaAOSRHyMFRc8LUfLDAYU5y6bSFcOR/TmSSMgzVuMoUjRSam/8kYLRVhikiQJNj4topRuZqVJ/KQ564s9A654JzBGWtz4U5euTFVwnORy5fmG4xq2yc6zLmXKm/KTglXc1dOBU1IhoMubjxCRdlx/PpFLArnQJS9KmhK6iTsDdCC6uzgIy8QDpN+lXQgZSvOBQK4Hu7JPGvDYIzQzmpijmAqu0C0QJfYs2XZTFgBQsdc66HqHMwOwL0JdJ5myD/mN6wqDLmKPK3YPTJ9B3KQHbQb1TyVKslOtPXlGqQCC/2SpBqPnGSnu/I8sueahlqk0fFDMAInAjgURl2Rg1N5MwK9CHj6yREI/h267LGJnPU0Qq+l+/EJzw0alTF91AnUXFmpUV74NDbq42wApFB6gaINm120tAnmfyShoBnGzD4ZAeM8FqDcZuPU54GxW7X64SoCVoCmvZoPh2FtqGjUMPLyohmBR6bk0TH/o6wFs2oMTaRIcToe0En6AjWUn6Uz8mJx9RuM7KxbW/hvnQyZ076aRMpAkEnejmcLJ2kOPY+FMduX7mMGyxiyUeG3Xa00E8XHI0aZdw7XzadmDAFyz+1EVbx0DmCXfegcMVGXAomSGb4YKqOmfqdY924F9O8bkU1apjRp1RUsvPEO4zF3VbUmJJwysIVnqtcWLhTogVjsWqAqtApc/z2Dc0wdzIGXVhYqtHZKGaF3z/qWux8WTypZMqbP1IbrRJCwYxTz2d177M77Fgu9udYOm8lthyl4H7luoGruSxZtSTuMz3+B65T8irLzyr9cGlS79j1EB5r1gmD+2mJ3fQXj+bpbj0s9PF3/ZS1IvzeHohODa6TQZOOg9Squ5RvCwT25gnAjBYWoaLg4VccAcHzUWWuGlbKL9VoJRoUnSGW6kTsnh6H3sZqU8I134PWPiDbMOaNGOyxlFu3N2oEIy1PHdEf13MpfKQMSqvAGteNq0oTT68SD4KWhNaAHDhlDPzrtHwbfYNfVxPrtYvzGZ0ncgHtRd59JaeGO1AofHQzedL50bMSWpGMmtNdhZ8xIyEYJzuMgNeacdh8nHIqTInK6iAc583oczTyo839tbi80B1CNnuH8a5oTFBP0PVLVTA255hPLOgYWTuV5evD18vieFDeQ+uwKxkb0s5SCGMXBL8uFLnRT4OgFNCp/2QJZO07oiU+u84NcOfUMS8wn4fB95X1O/62veJnY9QwhSf8wgCT4cEV60corCnJTvBayMz+v56tNTMmNw1vQ+Gp9BZFvtalaIkxuDmwL7Ipz2yrlj9TL2gy4k35hwbP4uvP1rrn4QAjaiD3CLZv/hx7MvZhX6ZaAMYxb4rt+znw0RxSzqbmLMLA1ggttM5CX+f8yxQi52jU8D3CZY447rzju5C8IQ1nSa51EfY3e2ZZzZUO7Ry2jXkDMXsqOSkXzb8tGDWMjsYDY92WabfSJ4uE6YMjXVzrBvZGjcYXLPqKOu88/O/bndhLPB0UadHyJecFp6zrq4e8s0IjdRuhUt4PyNSKuTg0PmbzHnoOffVTJidGDTk9lBMzcgTrziHFML2duqzI7qw6mkcb+I6/qUBGzakgURl3drRuQ+wKDPzvXiTzjZOKmceq4MKVqug94E2UP7gMscv2ILu6JUbV4XiYvWslqjupzV78Rg0pFx13o81/rLHRmiCv4Hg6wGasMoWbdGrKjUEmDIfifJjquXd16QYDN5hsQ0noDZrAraApzuZ3cqVIENLKBjyPMD122IlRcyrIJAAZ8177FPNECFqcqypGDgxO/Y6ZhozR3lKjxmNmy8ej0eqTfbB2bhctJEf7G/dmulOinRk1FlwdacBxnyj32ChmDLPC7R+7tWC0vBZPMQXVtMRqbLgzgeIwfh6CSidNbcaMRa8mNVG2hBOngI6RpnxVY4nJyzB+4mb8QjjP1HJQPJqnu/WwGDXEQBwTr203pA2vYZ7wsCwMtApvB+XQUekwhX0I3+M8y+ycMPamqKQ4Kvf52DerB0ZszELJhn0wJaot6lYqg5NOlBVdQWK8pe9PCB4HjFO8q6QE7JqHKAX/AMwVC4o47HXxm2GYM60zcijxeOjGHCNsV8mnjMQ3L8ZhCQvx0reXtaQzm+dMHKtyAVeq9saAN8vj4LJYLNuTjepCzp7jvIm/BezDv5LFcDf6CCs/THmVv/ITdJu9s21MEA4HrrQ4xbjSYfFOOzzvyqih7+fnIuvCFXiXrUy0byyyGsZ4H1q8J+aFCWFMdqG82uMFM2ocT+gV7JzxHge6ZYbBAJyjwiQ8VE9lQVp/IXdhjy4lm2drzV6RMY0cnFtyNaPmfoxpvw45j/+KEi+MQP9mwI45E7DyAPvZnOfDseKnJ2zc4zHWcAgyo2b7EVIxWaGRHdjx5fc4eeV++LZ4DzNH8MIurnUMPkUdE0uEgL1RU1idhalP2p4pglHDDMXcLNpj3mVRWSBMZvDGlKI8Q0tXVVUHOaXra6Zl5Q5dMdyUjfHf9V077ZSXWOnTM93ApVFzrJseWqeOU82Pnnm0Chr6XkUmFTf647FAzKa5um2zpJ32Ha/dHZPjjOqcYni4GJLHnG7dDnURTsacGTWA7hx6hPK9lciF263LCqtYYL3I5ca+Y3700KhRvR/prcWTGmfHi06MmnzKq2lDyeBCWI3CEDY+YeqGq4avXdVDdhSk+IbWN5Br46CoRg33vhhHuCykoTv2dUoxJ74Tk1Ab4VW36bTMvRGC91Xxbn6HNlrccu6R7fihTAs09nWkB4fwM7bRuu9DpxRL52Ae5kSGoBqaJ1zshIKFUwinZsqR43dttOReRVQ5hJ8pzCzzXyajxvaEia+LXfgd+/baBkjRmwOqWP27/goH5mkSmE4a8rkT6roRaD0hZC93GIu7/adh8gdnPHQ/P0FxUJSchJ9pIZKbcwwjXhnj9x0szNcyFn2fWLz2Toyawu0fdT9n/kt0UlhP8NRxcdztwxsdceRM2yyAnBk1fI+Yvfsq7VOEu5aH4hGfKKBR01QrhHGFKnXVa9OGKgZSKTW6rl1jJzWNBa8eE8BxKDVRUPDYt+ZWQoKel6bh4IFRkzbSHwe7mJVFEWezUUPFSAKpGMmvBg2Z9oquXHLnhRlHZx5YfpKheNxbfYGgRdWUfBpudKj455l4sH5ybNpfRgnnKz5U+KJNWexO3oML5Z9Hu79fQfq286gTMsGxvLCDgaTuN3OojxbTf9Ucs6807dTn7YSuuFHDx2qzd9JGBuFEL2s+Cj8dBoqV2wAAIABJREFUsIRY6c9z55AT44epUmljEBK3F/l08oXr/w9PD+bVjtQ5bnvWHMaoUI4QauWsV5gj/zuLvdtz8WSLukZVOb4dbcLPlH35xYv2zU65nNAVczZWxeVuarTJFXj9BMwdG7X93bO1FveE+r1flVCrYzwxXcSNcj+NJq7GCY94Qm4yaqzj0vPXxLwptu/noRyFH7k6lOKnV9ZwL8f1KorOUvDwM4c10ipz7c2nk1vK8vt/Tw82quOx8NdZZRGnFBEQLo3uL1lC2dgdjmFuapjmrDITtRCygtCnelLzxYs2Oc6K+FZD8e1On9hYmL6WUDHeFMXCTsT9P3tZzxNUc+0+RiVPitIw/hR3Va/qKEKih7kLegqjgQWPLhQcvs6NGseIkqLQhaG7OTP4HHVZYTYF1osKteFv+0MeGjUqYY25Fi5Yo0zgUqLiNPPRv+5R1i1RbU6ccZZvh3gtNt6W0WoCT1wkzkxFxsGIq9+pHkiNbubQC6RIRo0uYCxVfFi89YySGG+qpsaKfqhx2A9Yig7k0jy6kYvbS4/NV8s3x1zpryf9snmNum5T+18fg5hgTJ5RSoKcUVKsIKVwduXvkZsfsBwTs+TqbmRweRnJvUpyWAyu9BcTJm1yahgzG0G5FUL8NcP03/W1gge6Dqd67uyEHGN6w65FmQwYJUfgg+pYYGWe9L6indTwmH/HamycAVvH4m6nqcm2J/G3PnGI6VAKaePDqDoSiyxaRflQSiCyVmLZiVGjx89ajNp+p9DDJhlS10d4WJQHhQKKsn/MSZ2KCkFKw79RfxUl7+qWMacNJ3HVNiCyAgujtl6BOVyN3v0GhTxaG/dx5ctiyFrDNj2ap7v1sAlPzPvft9jycRrSWXgCXTmnD+DoWRYOJ1b6UhXYT5sKtM8Mz04ZaG9ZRx5+dlMPx3Q8qWECcIbPNEteAMf5EaruIyhR3JC2ePAdPeY8XNJcvYndN/bmKIdQIa4kKGvUKg3De55ELzHfScNKzJVzzA8UFj/vf/h2506kpx/E9999hR8pobla51mY3edv9v1dHIwae6VG5eNGCJXjvJlRTEUCEs2ni1zx0OWFjVHz1eSOSGkohlqy+dg4ogQFTsy54N8wJVFrDqasblquJyuQ0+87dFSqn7nyRtufyInby9bz/8Yn8NMqa7pTvKDkbX2FF6yVGulB7hAy8kJURetcX7GoAHfgiZEH7rio3e+erbXhbOMGpro25/uKjpg8bIhoh9nfizyYr2F5PafK4aTGZlh2p59MSf+g+gIXOTw8md6zQgGF11n4d8TiRZxnW5pvcrkj6FlMR1Ccr1ndtOIzLGm9H77rqFU/U6qivoM9rZZTgQuxbjn7ezckHLNWF9PoNUuojKmc0H+C5+ZyQ5jxfM/pU3Fmf/WCpbIpmyMPJzQ7dowlVPNfvcaZcwIdHTrqmLeQU0EtZODiYvxpZXV7BwDnXV5GHmjayDew43U1+ki9XBg13OEihMkXni7cGDVOdFld17DR0Qqzo++0Zzw2ahSmaKlOwQhx9LneQj8SoySyuWIGV7CZk01QqNk7I04gQOtzwMDhhQYMgapt6BxLaVlFQU9Auam8nKYBbeGNGqPqimOfFa0y1P6WmGzqmaMlh6aXNaojaWU1v9Wrh2llKmdfwFtieVwWOhaTgzBTCWMKR5hNNdk3kEfSWmlGickehf0tJ5v7mOSSp7Z7DNKFamVqTOi3RnUrLSFy9oW3LOUnbYwajckd/JdxMqUw/W3PGkxHL3dpCA9jBRgTDSFPaKLJ06eWDh2A7ztYmWfRjBpefvKGbc8TZ2NxtxWptPHUQYjZqvbIYQm9pr48LpVobmhehLlyFTNsA7Cixmz7an961TsPSzoXZf+wXId3DuJf+smfoydZr3plEpCuceMKUkmxKpSCVaqDl8xWMSQBnDGtK4Wd5BgFKDyZZyGMGruZ5H8ejQ5TdlPPLUNRUir9bHgGS3VjXK06t+5JIaxKyJcwqjQ6GjUKHx19Dr1ZRSlNf9Djty04W407Pl5HBYyHc9SgcBHuZNIUmWOtzIoC37fXeal5pjQMxvlBXCkw8NcNUy4cb/D8Gec0kDk7gHjXRdfhijZhq4zvR5wIEMr2c0XOcArYhT+x5ybejDJyP4SSxnpJeRujRnGwLKqIWMFJZV81jDtMLKXbdRwFuaQZ6VRCTPXaskTywPVoksyKsqjG8ZfNbQq66MqH8yR8R5mmKnufPCOWYGZlbjdgZK/ZVB7f6uBRq+yt/K2ZuQeTcEph0K1KO3FX+xrroZWdzaSy5rxFgTsO6ux3T9ZaNcI2KlEGarlk9SRgGoYbjkwdN2Ov8uIaN4Tqd8rJJFX326JHDVhHZlQRNZ24MEV98En0ZEapTYNNTi+sgJFHJZ0LqbPo36GTNFNIqE2hAL33HVUSNdotaCeLVOhJLb/O9ngg1jdJNhRxXjJ/iNDrjcF0lHKhBybj0nO87xxvoXDJqISrte1Io6IKRnnxAtIn72nTzNzbTa9+6yQ0kxUKGUBRJauE6pBs2MwRNtl7smGQakUdvn/Vg3wwF4Ul9JMa4cTa8dTXhVHDnfti7m8h6UKMsnE8qXGlyzKECqsXFXbX377nPDdqtMous0sONwhXESBx+KFSC3ToQO2Q1qvN625aeitw5YiFDZgbMmqMNq85IoZ3Q/mM+Zi8eh81z+TCmW8gVvlC6OOg4SOWGBYb1BXWqOHlO8V4fvNSsOZwQxG9Hnip71D040mgvInhWV+83rUhfl6/Gacf7abGY1IP+F2JkxCbegXNJ8Uj3NTBTZv/+Wpo4dAg1EniKH0raWg01uMl9B3aT++erDeK9H2dep/8jPWbT+PRbpMR15M6ev5vFxInxSL1SnNTTx91bnZGjcbMoi9i4PLhUFrfaELtSMWX0LVrLRzXmns61kene5XKQlRYYbVYflpDUmtCWjHKjEWhT2r0HiJCjxBx0VyNxYN9lp+bRTlff+A+nwqo5LStuPAi8lrvWjAGk1lzTZseI6zh5cJ+03GlH9VrEWmBreu7I5B4xNwrQ3+zjWLG+0usLOT+Yf0Moi8OxHKtv5IqPI+g4kvUILPWcaVx4rkbjr12XMLGS6LfoGaow+Lw7ou52DA6HNvK++HG92fxYvhoBLPmm2kzMHHeHpwvqTZwq//zPop5roP83bMwnLpan2cV13QHgDs+wejVzcmZ6aRmNOpknsSD1eua15RVpooLx5gt5FAwGRisJ8lgpLc0Ss+rvGI98htRk8/GwF7ifUrDTJNhbWPUaLHecT9UUva8LzUAXr+dNQw273dXvMhOuee9KUDNKafO7YHK3y9CVOwveOJvR6g8/duYEt0Wj1/+HklTyVNpoTFWGannYiB4TC+U3zGdSjIfEfoTcQP9Kp2+fWD25J5eiT5DvqMCHbx3j1ElzWW4ol0unqbU5DWPwPBu5ZExfzJW7yNZIpxY2uZ0KO0CZuM0FZjp/Px1KjimNgY09Q5xtXd+a4hOnf+BUsdS9SaMYo8odU8cdiJ/1EbCP5fiTVKvY9u4npi270kMiO8OaoiD9Y+NVktGM7bITu9XPmYypNhe0o0phx5cxk6zk2mqXN2FMo2JBql55TVqDJz2qdqQ2SGZWfkQk9fk2f+9MhprzY15k2Yvi8LMw3Wu1muDrs1ZITcVV3NLhnPYOmc+vjwP1PMfj24NPWCo7BZ3ay30xDP1vFMU7I3waTOQ8q5KYcd0RsvUzYZXq+MGWpbF+Gbe8YnAGO008ty+PfitThM8wfi5G37NHA6DPmmCGMoZE3vgqg2PiU+VtJc7znSQguosRl8pu+/Y8Remr2pNlX8upTcivb5tHHpO24cnB8SjO5ZhyvrHMHpBqLmhOTWTnTpoOg7WCcR7AzqjodaXRg2ppDCFhp3RwYcqp1Ge8EtKXlg5XP9xM96PnocDVfoqeXUiRgWlT703XuXGpE9SE/ZrGboM0puYCySm9sy7gneWGA4i/WfFIP0Kz4VHoGOda/hm7kTM2/MHFZxyVeWRP62eVB7rZuF3utPRLBMLZNQ4yUMuKF1YdTerUeNWly2iXuThTv9TbiuAUaNuloUh4djddBrmD2hAsZnsT0kYOmql2mGWLocu2CdTMGjIQpyuGoypphMOruRmYFZkNDVr1Pqrs6o3WkUTpTsznTZ42XZHVp9XNtzs8xR6lYBu1dS/FcqoubgVY/pMxd5y/oi1dlu2LA1rXpQ0YxHWHboA7zK+qF3nIfz2QyaV/2WdkNnlg8efewYPZlE4yy+/o8LTbyFsmNDjRHwfeTlWRETjQ62Rl4phPaqbPwGhDi2s+YN08rMnCTMWrcOhC94o41sbdR76DT9olVzUITyO5555EFkHjuKX3yvg6bfCMCyQOgs7eJycGDUKttQMb3VFRGmNzrIzZiEyeiP4UvnUNSfS8dExb8Y4+re4pylCV5+1YoBFpKF2VCKiXmJUVMiTmqs/YslQaix6vikGOzRxUz/nbiyWpTX+m38am6ZPQdI3p3HhMl9Xp3dbfvBGuQYdED6yt9601HRDNqP5aTjxzxmY2YkR7TkkD+iJJUfsu1abXy5WsmOLVJT9w05WQ7C6YhTiw5tQQQTKkZgViWhmkGl0XLe7ahgL+c5uQWANGyOiP9R5gnf1AMQtCEHl3VMxKGaronRxOg+aHI9A1udFqxymIOBdGa9FURfrZmIHVufzVEi6QEbNFJThfZHYfqMqYKWpAeplFnem7J26CJ46SxmXfikK4Xzc6LMIsf98RPlz9g7zfOwrKFnCQ9iDimNiFFbyPW/tgn71C4x7exL2lGph9qprg7FP2LacLPLu1a+Sx1T8Fp04Vn4tCnP0hGhlQDi8pB/Ck7V118dThRy17O8/4xEbpxJ77vSmSYia+w0ul6bqaVpVNb7epubnItU4EexW/sL4IKcPdYntE9WZDHp3RKLSIFQhH2oYPCH2Xb0hs12RDXUBLTTF6C4yHhFac9erB+ehf8QGXG4abuQfiPNgyCmyIAEf7cuCl29dNHroPNIzz+GPEr5oFDQc4wPEvaNGMix5ZCLWDmEWAGtuGYUhi5gjz/JiZ/81JemTHPh8OobGGnuKnShXfmkgYka3NSmY/HWsYeH0iBnYfpbzNFZxtBsmTDcSotV7rWOj+/wGY8HYtoIMcS473M3G+VpfVhtgf0vhRjbd1617zushP4QvmYhWD2pOoWNl0WnGQvSvL3IslnP2Ieos1U4xyYh/I2YP7itRAn/kMRxc8WsVh2Hrq+C9hHA0ZuLqm6noOGorNfn04LIpquCxznJ1FyYFjcPOB1rYNHRk33Zi1CjLRw6apBlI+Ggfsrx8UbfRQzifTgbvHyXg2ygIw8cHwASRPhWtimLSbpz93RsVHq+PajiNfUdOQ6lATpdXxXp44fF8HD18CtklqqN5UCSGtrerLFZQ+lTvjyCn1lnOi5k+2G0Cpltk0M//GYp3V96PQKqEJzq0xRUx0YqgV9ocujkspGIURBxGxw/i0ZGlW1p5hQdLz26x5sg5y8FS2NFt1GULrRd5OO8/87aCGTXKZslF7s0yKCPyDK3ayx+k+pStXNZBAcrPvYTrJcvax1drDFSpyvEHlboUK8bQe3/cfwoVn6tv2xSOA5eXm0slScs45NYUFFj347S+MQ+Xzl2imkHaVYKqipS5oVS+oanQdR98KlRyMW/jffxEgBCwxdDpXPIu4dwlfQQKfmVuqKcL6hB8UIEqIXmyke2+kX2cml7VqmXgz9fa7r208RdGUzM+pqx5EfP0649JzoQrrdlNWrOCKMu2GND8L6GsqcqQcl8BxmL3Xt4Qa3DCWLSvUuRROn7Cbh8VlGD1+7WqNoXaP9lQl9gwIAp8OmW/MOresNKJC16Rd+kcGCmbeIDp3U7mWSjc1L2bfeYgMrWcGvaaUr7P4IWnq9nv2TzifVQi2XRgx/dfgfeZm7k4o2s3c3W2dhxbVyeOtviTcnTg0HU81bCacx5CY/2/jJ04ns3wa4yXn6tS+H3tRpY4nb4rvuQSM74O9rw679IloKyjTHN4pT5uNzw3P4/kRQmUKCBDdu2oM+SQpyfKfK1ps5kqYTnMi9O3u/sKswedrHV+7o/Yf6oinqsv5ncIH3D2HDkR91+ui+fEWuTKY7TGl66jZFlNDoprpSyX+1P44tIx+Cw8fl8h+YCBlsFnCqKPKKhpUQrqu9T94Z2r8mjl8pgmCkqfxv1OZYGn8tNJJUJPyDWPDN4SZPi6u5ih8kGdJKEktrPwM36S7ZiDVWC6cCsHnOjcRdSL3GFxJ/xecKPmThi1HMMdiAALEeqDLU+OwthAKpp4NEkpzXuNKt4lm3py3I6hF3UsajJrsi/rj8BaLstLIiARkAj8eQi4q/74541Mflki8NdGgBVFCv2ln1CQxYlRw5ssFyBHtXiRLapeVLyjuVVvk0bNrUL2r/ZeVqkpIheRQu8OpcrSV3+nGH1LH4lbjU2Rx6KVBd1Pp031GqMGazZf6Kse/Md3o/RaeUkEJAISAQ0BLbz1g52s+SNrxvkU2lMYsrOQY2nUSMqRCNyhCLCKc+EXMCCJ9Bx2Apu9FgO7LMYPECu2sYpzPaiZrFCN9nZPp8h60e0ecOG+J42awuEmn7IiYNO7Q42Br4bILZTIdzsRK4axsOTp7hR37VHctMu5OetjczsBkd+SCEgE7hwEsql6HvW2+PV5KrrSBOWvncEX61Kx7zyrfpZCjZkdY9OkUXPnrJ4ciUTAjIBaPW9ZTgt0fqMcDih7mZLkWBGJD0n3oUKIaoXW/ahgm5t4m/AsBr3oNo20SJ+RRk2R4JMPGwhQWdmOi1Bx6hKEsgxhXommtE1T0FsOW3GMhZIWD3yCdf9Nh5ByUYiRy5OaQoAmH5EI3LsIsG7s7/2GIdyzy2aqVHGLx/4nqPBJ3JsODTWlUXPvkoOc2T2AgFI5LgZbeRUcodjN1a9j0WvsVtxwUXDk9iBQHHrR7RlpUb4ijZqioCefNSGglGSM24+Ha1ZD3mkKq8inSl0zNSPnNmN1J43lNk9dfk4iIBG4kxFg/ck2NsUGU76eVkkM/rZN/6RRcycvqBybRIAh4LzoSH5xFUYqItB/Bb1IGjVFJBL5uBmB7My1+GBtJi6W8kWzLsF6H50/A6c7aSx/xvzlNyUCEoE7EAHWI2JYNoYt7ElNJbVLayT5VcNIbCRjxxqAJo2aO3Ad5ZAkAnchAve6XiSNmruQKOWQJQISAYmAROBuRYA1NO2HtQ1iqQwslS2mstmbovsgPv0KHq71POo/6phTk3X4K/x4keZr0/fkbkVBjlsiIBGQCBQ3AtKoKW5E5fskAhIBiYBEQCLgCgGqfnb8f1VQi7VgP7sXG7/9n2d4VXkO7Rr7enavvEsiIBGQCPzFEJBGzV9sweV0JQISAYmAREAiIBGQCEgEJAL3GgLSqLnXVlTORyIgEZAISAQkAhIBiYBEQCLwF0NAGjV/sQWX05UISAQkAhIBiYBEQCIgEZAI3GsISKPmXltROR+JgERAIiARkAhIBCQCEgGJwF8MAWnU/MUWXE5XIiARkAhIBCQCEgGJgERAInCvISCNmnttReV8JAISAYmAREAiIBGQCEgEJAJ/MQSkUfMXW3A5XYmAREAiIBGQCEgEJAISAYnAvYaANGrutRWV8/kLIfAFpvrPQQZqo/ui99GxvDH1gwt6Y+NTSzHiH7cCjm8wM3AaduaVwxuTFiOknvGNk6sGYU21Obfou7diLvKdEgGJgERAIiARkAjcCwhIo+ZeWEU5h78oAmkY2TIW6aiF4FULEViZw3AGK/oMx5VhSegvGBzFB9JXmNx+LLZffwSd5ojfyMbagX3wc0gKwhsV39fkm+5VBPJw/LNErN1xFtdoiuVrt0L7gJdQq8S9Ol85L4mARKBoCIg8ozzq+7+Nzg0rgVrYyksioCAgjRpJCBKBuxaBXHwc7o85B27Cp2EfxMV0QS2vLOyZHYlxXz+L6cnvosEtmVs+dkzohAk7rgvfzcW+pPcwLtUXw1NG4e9SytwS5O+Zl+YfxpJ+4Uj++T48WBq4ejkPN9nkfJoicvkUtCp3z8xUTkQiIBEoDgTyMrFwQCRSTt0Q3uYDv6hVmPhqmeL4gnzHPYCANGrugUWUU/gLI5CdhjEhcdjzm6ISqpd3dQTELaCwsFtoWWTvwOT+k7H9vPBdr4poMWo+RjWTGulfmCI9mHo+vpocgEWlIhE72A+ViEzzszYhuk880q8AJZtFIzW6mfS+eoCkvEUi8NdA4Cq2jQnCMq9gjI1ogye8s7ArcRJiU47gyrNDsXlaW8kv/hqE4HaW0qhxC5G8QSJwhyOQn4sfv96MbTuOAbWb4dU2L+CJMrfQoOFw/FnfvcOXQw7PHQK7ENtzN15aGmE60Tu6MAhhKb8Aj/ojYWUo6rh7jfxdIiAR+OsgkJ+P/PvvF4yXXKwb0gkJlwKwODEENf46SMiZukBAGjWSPCQCEgGJgETgz0cgbSRaxqZLo+bPXwk5AonAXYFA2siWWFo5Hsnv3ppA67sCBDlIEwIFN2ryjuOzBXOwZMshXMjTQk+8y6FO83b4p+9Z/HfTTpy4oMVHwwslKtTEy537o3fnhkqYgbMrP2sPkmYk4KN9Z6G+Vns2MBJD29eCs9zRvOMbEDNpCb45fRVKpKVXCfj6hWJsVHtKOKWksg0xGL9wD85qY/Uq4YtGb4VhWCCFPeA0Nk0ai4XfnMZV5WFvlGvQAeEje8PP1WCLk4hOrsKgiP/gf6iCjtPnoLvJ3ZCPrAPrsHR+Cr48mq3Oj+Hi64cew99Fl/p2YT70zOfTETFjuzpnr4dQr1MUJoQ2QTnQb3uWYkrcehzMZm9T5zs8OhRN2KtOf4iwYccRtNoxJyIvcwVGjE/WnmMw+8IvdCyiXKxNccJkvEvFZF58krHmbCalq+HpFx9Hzr4Mgf7UcerrzcJcTm/CpNHzseesRqPepVHt+RCMVujFZsRHE9F/VRVMH9caFPpvuezGwtanEdq3awzs3YxN+zltKYNEtafb4u2+wXjdWTY0xQ2vGDEeyQfV9fau/BIGxoxG22o0eNp7G2LGY+EedY8oa9B/Eka3rUbeq6vYFdMLqx+fgXmBVT2GXsEjai52nbOhB9Nb7PZSBdR8ORCRQ51g524ULrF197Dd7yexalAE/vM/oErH6ZgjbCYz/Xqj8ksDETO6LVRYiYeMX6jRhLq/+k/SML+6CzG9VuPxGfNghTU/63NMj5iB7TotlUODDuEY2VsNqXIkF8p3WjoFMzcYvNO7XAN0CB+J3n6VcNM0Drb4Tt734zL0GnUQ7WZMQ2c2AYeLrVU8YpM4L/ZG6QfvQ951L/g+3Rl9hwXa8reC7fFbwGdcGjXanFZ+iaMK72KskHh9o7eIZznOh536DN5aER2GRyNUYW721+2QH56OxR3Fs7HGxyZh54kLmoxUaaRO82CMjGC0bMPf6zRH8MgIlX/YXflZOLBuKeanWHD164Hh73aBnYhhFQ4j1E2G6XO6WzzkbAxJmJHwEfbxfUHrVKHmywiMHIr2rqpA0Fj2JM1Awkf7dHmtzi+o8DzGdtLZyJg1AuM2H9f5aIthJDNfKUjCedHmqWC+zqorPYX2Q1RecH92BhZOmIb1mhww6zVsUtr3F63Dfq77KFvCDU8ukP5G+oGJfhxlgHe5Omje7lWU+z+zrHM7DmVd7OZAvKra02jbRpWfnx78Bb8/UBol7wP+uJ6Ly3n30e918WqnwejX5gze91+F2vOoSI7nIk+gCK5frSdd4gK9WwylVmm2c//eLgoR2PAkRcY757FO9zhb7+gYpB7+jXILLTLI9JB1jzMeUMhvumM4d+nvBTNq9Ph94KEafmjVqgmqlrqGM7vW4+OMc/gdZdAoNA6T/GsCl04gM20F4hJ3gelLXhVbYNT8UbALt8/eMRn9J+/A5cpMGXyZ3nkRxz7bii2HVeXNp24wps4KhDVFIDttDELi9uA3Mnl86zVGjRJncfD7k2DpBV5V/TH4xd2Ym+aN5h06oEGpM8hIS8Oek4xoWD6qP5qfXY9dD7ZGWFhX1L6ejo+XL8dmRlQ+dRE8dRYCb2VOAieYowsRFJaCX/Ao/BNWIlSPuWCMNxLRG09pxoyVwnxQN3gqZgXWM8WSZpNi8E7sPpSp3xS1dTy8UDVgJkaUolK7STlo1LUrmpQ6hk/XbMZhBpaPH6JWTcSrZfJxeGEIRv3cAysmvkqrqV1nkhDaeyV+a/o2BnZrjXJn1yAhgT1LdOAXjiUTW5HBdDsuGt+SfghPJkyYsHv+NbzapCpKXdqNlSv2IsfrJm7efAC+/whFZMBj+L9/JyB5u0YPRH/vvVsRKyakwbt5BwS/2Rp1iCbSP16O5ZsP47eS9mueu24IwrIGYqWxMNpExbFURv3WrfB6baqpfPEHbPj4ExzPodt822HarAF4tsx1ZB3Zg9UJCSp9wX7tQMnTC0OGIPVyNTzTwBd5x9KRyTYPW585rbB7eAy+rdgaXVvXxrWMNViz6xzRBlvbuUgMIcKh/TkyZDVqvZ8I9l+3V+42jOk+HSfqdUCHl8vj4hfrkLrvPEB7Z+aSUGG/ZSNt5DuI/dYLNfxaoRVhjjMZSEvbg5OMfiiHxz92HkLrF6xslXNs3Y7cyQ1HsTAoDGoEU4K+ZvmHFyJkSCouV3sGDXzzcCw9U+FJPn5RmNNqN4bHfIuKrbuide1ryFizRjXwvKoiYK6KI9tTIatr4X0KcdBhzacKcP5jkV61HUJ6v4n6VINuRVyi8qx39QDELQgx8yueGE9JrkwRaPjUI8b6Ej009W+Os+vTUa3rQHRrTV85+iW2rE7CxiNXiFdFYvkU8x7LzojD0JjzeHuJNak+F9vG9UTc0Ybo0rUJSh37FGuIvm/WJh76/ov48f1RmLfXB/7WnKsC7vFbwmecGTUCdoqS2/Bi6yA5AAAgAElEQVQpPFISyDm5F4eZ4mxDf4cXdMeQf59T9lrTyOWYYlN54HbJD0/G4priOa85i/L1m6PZSw0cZCSTd++1+wFLP6+OrkSPTctlG7wNTnLdSJGaFRmNjabEa2EkTuSg8zDBbOyY3B+Td1xG5Ubt0e5l4s0Xj+GzrVvUdXLG99gnhdxA5qyp17gGHsZ1/HrogGLEej3kh8ELxqJtkZ2NqowLT3sQrbu2Ru1rGVizhukozunEcW2KMk81F3HXzZp4/rVX0aRqKVwjXrpt6zeasU7jCOsBrw+WaHyZ8dqd2LhBM/SUQhqRKDW/P2J2P4Cn27dDy6ZN0KBqaVwgnrFjw3qs30tywW7t3OpvJVAveDpGv16O3vUpPl62Dlt/oiQ34oX+M2NRM6kf4vaWQj0u6679hLTkVBwiWfdAjX9hanw/NPS+hBOZaf+fvS+Py6rK/3+/Yhg0Kfc0zTQts1HLSmcs01FLE9NchkTDBXNBVFRQTFwwtzBRcIVUSkypdBjIdLTRcskWSitL+WbmGmkZKjqDCvnQ7/c5995z77n3uc/G4nqe+WeS57n3nPc5n33DupR12Ml0LaLNbjMTMNbJseBZfv65yUt4Pamf4njin6Lz/4etC19FCsk++Pujeo/FNrLZC/lBPCV97CSkHQtUZXfLlmh1f3X64SWcPLAXe7ZpOLI7O3Q+loVYBKr++z+rDv1m1czn6FN96WGkho3BFv926NGDIk4HspD50U+46NQ0Rb274zJ+Q42mz6LzM41QjdHX1v+oegI5sFuPeR3Tu/pinHuB1Q32Fe+NGk3hyvi1NoJeScAY5k3gzCh8PaoO74HLbyzDznxSzhemIpwbBOR5Tg4fj6yTovIsoMSE6bBM3DXa+TDE4lG/phF4Z2FvQ3nOz8S4fik4WDsIs5Oi1UgDfRwHkzE4MouMBPrU7oUlq0YKygW/FCcVw8bpmdCUN1at6vTbcjpZF0bNyfRwDEk7SlZDEwRFRKBvc43gdhmGIqllaD8jA1N4qynHbszstQCFkYYQz988EQOTvkGhnx+pv03w0pr56MMFQ9FezBsYi23nqJ1qNy2E69iHxNB4+E1bBx7R/WxOd8xDLDKmPGkYUEyBHkzthC9WIKXhHVIayr/7iKpIUXpK4/6YkzgIig7N7uWI2TgTmoQJzY5gWcwr2EJ3rVL7Gcp6i3OSET4+C+z6MbzsFJwi/p0Kzp2X9iUOw/aOK51aFOtr4V3HFH1eZdRx/9cZwx/ZhaVrD4FeKCik5GXZHIdhSXtwUTRGtKt1cvUwDNnR0jAoaG/JgyORRZfZj86vcsfZeGtiSy1qSc9aPwEDVuag2K85IjMS8TwdQT4ZYaGfdMT6xOcNo9TF1T2wKASzimORTv2XVbnB738hGoa9geWa+0u5i/+sjjErZ5qVCvKs7nhtDF7beYbWYBgB3lKKK2y9/b3z9+yMGtbeegh2tFyI1HDVAWDwCKIJv8roOPstTGypGWS0p/UTBmBlDvnLmkciQ8Exn3K3Q/FJx/VIZCDT5zRhMujjdnhjeSh0JyHnkXTZRKOK3Yt9iRTR2lKE5hFLMK83i6ypeG+eOBBJ3xTS/6+AR6PewryuonvgJNLDhyDtqD/axmUhrq3Z285oe/D6xpgvGlsHFuHF+RUQJxil7E70S8lBTcXQq64aqLlBproVn2i8nPgMLcwm/Yzfyd9Rv1sc4kfxKJiqWC783g/Fp0/joh+1NX9D9Ngyj+YyxM7chBN+bRGXFQcTfFdVfnhYi4cLr/DwFQ4MXuIcmVMN9gyVv1ULouhcNFoI14TzqYt+TRHxzkL01q8Xv1tMxAQpjj1VxJzErtWJSFMcJoxltscMSzdDV0YN4xPDMu/CaCfjw8z3mka8g4XGQlQeTs6cjF8rocVLCZjdR8vMUBTHKdh04c/IP008xmYtPvOKgvcR3f8TPLNqHjip6fygWjckedExsnT7nILvOsxE4qCmluwTQfegTTXom4qUIfUNeSvIaj9S5iu1GI3XZ3a1iQiTDEoejEgmNBr0R9rKQSp/KpH+JqyJ3un/5xYYp3cm9CTripCTHI7xWaRrKUaRoBMyzsdluU/yk592Ht6JeBFvHmZ6fGtEp87ysVuievf/WekltWOorS/OgROrRyF87VFaP+kFm8h5pNMVa3QSjNnHiN6What6iP4R9o1qCKLIarRIkDYXtuD9aPTZ/hTSdf3W0FMraHqMIrc+m4PgmT+i84LlGGl6Kb1zdTSmkL5BLrBbvhuc10YNAz54yVE8ZvJ6MWE/FHu7pqqeMMXbl4ajFSyMMH8zJg5MApPd1YISBCWKtaTtg38/vlJXoKxnLiogzSMzdKWCKWRROxrZtP88TReWiJnsAaZQbiMPp+mjCOSZoG60FsVD+1YBKev9SFmnVA3xfT4zT29/YGfUaGv8rLrVY64+VDT2TIxr+zR03dTKotAewKKQKGwSDRdhbeq57kcxO7ONlHZGf2NCa9LF8chQho2QkRO8AJXmilEk9QFcWSoWmae3+/b5e+o+tlQUMWHK4kAsvHOmGqlgn5OrMSxsLY77UXTjA4o+0T8pd4UBAGJO24g5CQzo6MbXsThrFw6f+p8aFRSYCKmudJcWoOoyEoAmfdJuLXQu+xIxcGElTaFUGd/0nWYDQTF8uNAxKRrHyVvzMi5OMIxJtkz9fATDxYDOONuGtOflbFCNg+5vt81omUEKjFs7k70vHhVfE+fbCPg1DMNaUthrgb3jNfjPWEUzb+xSWLhyREYA/cak5Ls9Y1fY+nwxhB/YGDXHUxH28kVMMCkrRitsw3ARHkOGQUjUJpwT5v84SAh329wSGSR4AsEKVIOJ720ivmfGhN2B0JgtOFdBUKSZIhWcjHO9DMNKfxsJqu7Td5JP2hqp1WidFNogckr4UVTpA4qemj8M+2H46jnD2DqYPABv3c+cGsK6CsgB1CsFOXW1glqFRjLQYMZGcoiwJ/pI4+XCZ2gZNkaNIsin70aVYBE7LaL8w/NYOO95nF3MDMZzghFqoMR/3zz2A2r7KlDONZAfrtbi/sZ/ibk9F+DPk2bjgS/W4pNThaj6l14YwtKntSNmBinjM7byju4qb/sudpVz7J6JXjM/Q3UTrnwlohHCdOM0rBxk5PfYGjXsjvf5Nx5f6SoVSOR7hhNGYdmKA++0k26xdfJQvF0jFknRjbBjXD+kkKNBd76VkE0wOg490AfrTIO0OEaBpIR6mLFVin0y3KaQXDWcSJZNnCb9ibA+6oIX6LLAxd/1pxEPCiYedEGQdyXW37g8pYebot9eyTrBaWNq/lFK+cmySU70QUz99Xgl4yT8qfvZW9T9zNtskQK6A/3W3IMEk8Pb5kLpuhk57FZS1L6B9h0mH6YWYKzL0QXCvr0wlLdP64nPg97TeLH2Dq6ngutl7I72xyfPrLI4vgyaVfUNcsiXhfFfQvq6Hn7mpVGjdplYAXO0hDHpsB0dkCZ48LkCaWWEzAsdtvY469dpeM0YEY85jQiLd8kMjDETg9zHmqLFhHAMvu9uZrb8d6x4jDn07Zm8fYqKIAb1GRz2ioTrY7PmPLO80oc6hSN6VAdTCNX0BBujRlGgEvLQL20lBFli+ln++tHos/IH+jeD4BjTXFozhbxgZm1WxaOyPcPWGamg8DNFa0UtLFE6ipCSHHwAfTLIA2jdOleWKPkmIsuTEl3K664w6i/wpOj5YAp8cDaCMgQvrIMM6CAyoAUjTVeWRKPGkYvMiePIWxOCmJE98NjFNDUN0GQ8UIpR+H6ELLd0YrJbC0jBHPUqMFmovVCU2SXY72/xFAuGtUEnLnDm94MilVmKQm3+cIXGEDjMWBiEgyFmJc4ZfVfnqtLWlgvafaC9hrx1P95wE/lRFaTdLhVz+5N3gS3/MqsfSiIHyCfH1No9lpf/UCeER49CB1f1AbChbaKlYFJiVAPd+HDFrGlElhO9AHy4qGBoMDoZdBAhiqHM3rMUNVPs7jzHz6A3lmbXa1U152gBW47L9FNtrfzvLjqCKbziX02xWjFAHRT5GYpTIwUBzB7DDLth63BSfwZFAEMjsf3xBA0X32i8fPgMrdPGqFHu93cdzBEIhsmUixjP5YbOh6xDaNnmWaQuDB+2NNIRVSPuWsgPu7V44IuM18SfQsOKRAeUJvp37FJSU35vPBQrl4UoXnjdyLBz4tHfVXmyR3BcOQjqbkjI62d48p2WwQbp9oEqYszdpeyMGha5HHM6wrXCzp4v8D3dCaM4jvpjTUWzbsEUz/7kRFjFvddcURf5eglEClv7inpMMTQ7I9j6+5MntG7ISnKQNXD55JLvk3hKzww0X6tG1O0/fJiyvYPDmVfwmpSNOFxUE43uv4vivYU4deBbJS3YcDKVRn/jvJCpU9vIWaLSlNeyTjeKKlBWieZEKYX8VJzcc4ApikHCnXreRURUzFWH1CcdDQe5q9PQnbYWw+SzOT2x/qFV5mij9SF2+7Z9kStZonV2y9HuQm1yTA3JxVB3kUT9nX50Vs4OtxKQyw35Ey+NGlVZ+L6XqAAwxjgQ37/4tp6mpCDAhbBugGi4cMEqeBmYsA873gOT/N7Vivb8KBTei1IGtMJ17acOzVtpeNoZ8a/GPaZp5gb+pTNqBCHhQ2tRPczPirYat0DNoh+QoxV0snxnc42CcFdslBpFaHzdRTPgXNwr3RgxmA373Zv3rdEYj/G77dO6ID67pqVmh/+dM1LBqGFrmgFM99hWlStwdkzYgYIfv8DOH/KBivXxt7+7bxThkXqYwrOiBvWlF4wrMr5CyKhep7qb6UN1SIlRmLqFKpR4nQn7Z64sCUYNw2pG8RSsGslrklRFL+s3PwrfagYBw3hRTSy3Rvvs1kKYhSXfjaUm5V9THvb4GwxdW6l6JqSs64oIncOAY5QeaDGgON24UFi4giF60dj939meCyD1hWojjhXYeJgKoZTPFVwqKEaFwAqgGkzh8wcKC1jUigo2K98O/yuXUFBcAYGsUpM+ATVboodT8STV5nSJh7od83tdnqsrbJVj5KmNrGi0MVrULMIPOdy4cU5lMN5hb9QMOPaSU9718dQwDFt30sV6+XPEe83oZCfamyJ9drvjwshMlxFH+tnPUiilUUN5cOTd/RY9trBoIlv3m7hvjRiNFJRagScrPBI2kWynLTnTeLnxGSejRj2HT54SDRLm5ApGVou1etRejaiq0flHo7Y4Kaz7EoOxoNJc4Q5cO/nhvBYPnE/DxIiy8FTGSzpP8WTUGMowd4CpuH7dRYvuulgCV/StEW5no4bd+TAc7zEJfu9S+u9Rqp8xNajhL2BGdxClW9J/i3yvUyIov0eILjLjLxrnx4pRa65c34VeLuS+8zbykbN+OZZu2Iu8IvWvrNi80C8Qt/tbvk187gJ1C/ILuEPgdc3QedAohPJUe0UhLuE+mSKfdg9mtPsGM1L3gvW6MDWBUZbjo1FTyCPKVPfRbSiGUMHyKVYPcoSlZTRFn4G80UMJ9DfdkDV4qs7bfZJ1LCNgGIjVGpEen+UnNJmsRiv29crQU3G5s9z72VbsHr2Hhxe1xmeTUrFXPQi0GR2vNtwpOISdW3Zg5/aP8CU1Z/rjzhYYvjBeaMjC+GEa7pnRDt/MsPm9fq24PmHJCNKcde/uzYN6JZm8LYRfIMlapyt5gRpYUdOAOwIVY7WAsocC+cW98350enE4wp4Rm2jZYO2BvdyMf/bJqDkxQFRY2OGuR7MMswA1CNOa6sMJ1lAaGXNceORunL1YF0NGPY9qB95EwpvZyK9vSWPZOw+9YrcRS+HPZM9ag/qmwnrjeK66UaN55I82Emo9aDlimpjLsLkro+bEAOfUOdMN5HgaHhCmqMVXfE1NQxI+qnA6YSjr4h+50lyZ8kO5wcCYDnl/1fQjdx8bj7byda0Yc+P/Q+Omt+PU/sP4b8U2mLj6FWpGUEIyYmtaU988v4L+TVVY/6R0vco8xrqjFCPggVAkJYXhAZ7r6mTUsHWvx0Msx1xfjyFwdeZNgmjcF5TiYm0SYLMWV0XvdkYHQ0BXDHThQYZBz88R9J6aAmh8NIyr2/fi58aREXFgQigKZyJ4ahE9KZ8iRqEUMfqjLoKmTcdLLe9DlQAXRpQe7VAV+gdWd8WODpuV1B1HwY/IjIvByv1MyIhTnG0En6djdoUtT5c52gj95yRiEM8dplqXzXHDkMTq3VyG9G2MGkqV6vl5EN7TDV9tYVraV3Vbzyw30oQIJKPTqDOI0FI0XW/PULD5PVLO2hU9l9aoUeh3F55QeKGdUcNShNXUHTF6rvDIXG/mwTjTeLnxGRdGjVnu2NEu81uo0XlzLZN6SooDA9MtRs21kR/Oa/FAKBomDw5bj6V9tAQb7d/4Xktq1JhxtVkHPw8hldfEu3SnH7t3C3Hk7rO4WHcIRj1fDQfeTMCb2fmoL9Tmsd/unUdOy20FFqPGchbMUB9FGRym7ABfeQxP/6UqA6rbeDW2KxrXDMRxF44/3fGlGFsdUZB3CJvjJyu8zqjDLMU+Wdrbhw745waga8xLaHbufSxbugmHWHqRnsbkm1Hz9EfeznVSsSuZ/uaMu6+yjtOmnvlSUvnZ8wuEDz2OQSIPpshNKNVQ/+Z1BI8wDv0QDv9cBHSNwUvNzuH9ZUupIQvU+uSHj2Lnzm/xw4FPsftj1lCGOmU+HYOkCR20dE8Pv+f1zeRg5ZFOnSdRvfKigZOwKa8Cmg97FbFdG6Nm4HFbRxSjFY4bkyPDfwrDK/Q/JYpY9As+XRaLWVbnrfAbOz7oSSTfLH/30qhRBfWeZ8VIjauUBRvPv6LnamlBlnSpiE0PmNIy1PQ1wwulAM2Zq6542yhuwomU1qjhKT2sSGujVRmyO3m2vsRLlkJM9Yt62p2rqI+NUqMYId/2cD8lV8dTULxYrueiKkjkxYF8rdo7ztvsR0mNoSJiY69qut+iwFlaasopfLWzAA+2b+xceO4q/UyJ9BRrIWKmVKs1VSeeKUU/eaaEJlbELFHQ6UZNAxJCJFALTuI/yXPw9j7WwU4o+rcaNbaRKGcPO7t34womO6cn2azFVUqOK6PmYHIoFXP+JtRKOHuh1OPj0Z76lL5pqX/R0mi2XBDSbpQQ9DcIEtIBeVTirl5LkE6RKfXjyqjhHqZHEUXe/z/FheLwwHSqp9F+xs/cFInl3nwhxcATh3SFreKtTMQlazGxSkxqvZTLnHIbo0YpDN6HXmKKogIrqz2i2jlyoDgZ7zzVRdijQsffBGkpgAU4tPMHBLZ/HHWc9umcfmZOEbP8oJRGjZpadAnDlfN2Nmr0CLIlz9ps1PhI4+XCZwQ+r/NKVe7k/EN0ptlHzDjPt0snZNGR9c0yhAj2tZMfzmvxQCja/fhDoF0eQeF79WjU8PusGycqrt/2cI5qiavRMyQsWRfOkRqV7jY9EIesuLZacbuWGnTJqNVURblqfFam2lo1JZQZqSmokSTUbNryZ07bLtKonWDUHBPMESoUebuKMnI5aOKRnNeZjLcS7lORQXnkXDRSynmNTH1eD+ljpGaIgzeJqIR72wShC+sESjhcvnwZFas1EbIjSqO/ORs1vsk6w1mop/aVVH4+sBpdPngCm6h+Rk8eLNqICd0W41unellXdKXqp3linRhPE7fKAj1jQKwF9/b3Bm46TyIHW5f4bBRTDdAWfQ/20XUm99WophqZ7LzLmjapyZkikb4MHcZI7/QkiG++v3tp1FAWMgmGaZejBSWfKT9UQD7PUvfBhfRd1HksnfIeOWacsQpeVkXZ2vWEk/edDWATLU3OREUjgykZI04MFJiocTilMmr0vF9LZzF3Z28XReDfd+Ht0h9np9Qw5W3ECQy0duwR1sDrGK7oHZrYH5lXdjCyO1uLyTRv7ZHHEPMORdb06IRGeHlC5yCl2cMHeGwpFzJExF0+QGutu5YIg0uDTTc2jDaIyplcsq8L8YqsFAHzH7QSFXslpN8AaaZaE65UgkqwtPQKO6Nm9AkMMHU04b8z1yjZpfPBZi1MAei1t7vlPnKDpNiSFsOZj7kZhVJkvqACZlgKGHnx+Z+FNsUMM6XgkWjFT29uoHon4y+OxDuUMsePmdOPmdEx5vwhnlLSloQT4IJco18icrzZYLWQ0qPdmfMCM+WpkE5dYlyfrCvlQo30uvKiO0d7zW+wq5dT03UWVJghpBoqVo3WkezPlrTMAlK8+pHi5Wd0FlTaN8fj4kje5Y+9ZwoKXzY3dVCeyuuLRCwUnvIW6r9uUyPnyajh2Np6IrX9VuBdjswC0pGbiYmRKdhf6JyyZzZqfKXx8uAzdkaNtWmJohbT/fgXmpoMfHcKL6O18bgca3YIXBv5Yb8W9/xP493H/4JhifHoUXErZkQspgbivA2/55oanU9bjHRX8lNdj9FgwHOjADXtZdcTYpogN2DEFE5+TqLzQ+WRm1tmGM4ju6god0IUe1m/eW4dRoWk4pBFD3EVKWP6TcwWygUxpcFZHbSl2Kei0BYjWkxf5bRvSsUjR4srp41d/S1Fz7/I3IytLOWMPoW/HcbBE78pc/f8KAtgqdYZseT6m7NR45us45HeauiWpPHLksrPP8WhE9VZmWpLuV4pZpq4JSjV2C2OFh0lfI/W7CKiAs3pS1a4lsni5e/1+yo4HHkqqcm5zN49HcVTBMehsn6uj6jOxc5bJ2LQ8ZcEpySnL7GO0FXmjFca1k3zJa+NGmohhZDYCxgtKNosqjL19BChZa3RAtCcbsUVBRbKFdr/smdOOIYQodUkbzRgKGCax4d5o8WWnYqikYKqc527MpXcqDE6tNjNhnB56oywZgNTbYrpdYFiKbbUn2Wr1DDlNASrGyy27wontGfkszT05ymzSlah0rhkTBGHAh2mNJXR63D+Md5imLcNPG90ndHab28lj5vRvln18nzwyBKTUujI24jJLy2mjnZ+pva/yjpYys8nnZGhe+20UOztoofCVxpShezGR94QOvHYdOZyUJvqvtSmmnrn6x4S2/Szmfipr9G2WG99LXRyc61426xF6YqTiQcTjdaVertVmLv96DnuTtE7ravTd50wxzSXiWaPTOuP+D1VjNaYmhfp6yq8XkvrWLT4LF4wtbZV2w+zIlhT3rFy77JQ3RIR4a3EK/MW3+RV65nRHGt5rVD+eozusxI/CMoCv+Pmzobuz9c1toyZK8Tk1EbbiNRYutEYxGQ7p0ZtZ0qtVDvNMc91Uub0xGOPjiFvNfq10W1LS3tbfPYFU2c3Fs2NvxBh7rpD9LOYWtNupG6q5i56aoenURR9XWXt0uPJqFG6z7HuhRXMbZ31dtqX0UpPBTSMmo6CQRM0OwnRljkRZqOmBDRe5nzG3qihFosYN/gA/qFH2lQFZPujRhdNtavYTly0S0tkysVQqlVLs9SqXQv54Wotnlhh/m7MjYzHR8qAXPpY5vK4jdQoLfqp8QfdH5PsZfsPWY0Gi+27leld/Lxs6czk9oRjIcLYBX5vBaVL6yp4wdIlUXnXsupGhoGiEFK0drjR+lkfcWBy4rkDjit4DYToiOZkOkIecLHgmjsyr1j4NOd1gkOhxPtUogHpuGeu0eKXR2r8dSXXt/Qzp9FpHI4Tb2Dw0Hfxs2gclVh/s0n780HWcccbq6EyHG0llJ+HSc+a9BNe1PVFo8uY913x1Hen3zPXaGqhN/QxRxUV097JqPHu9/xsxZbMpNSpnS5NrbbVjIEjncWuwFr7ZvZdft+VplpnEMnvra7nqEYPc0zqjm7r+BNP/OUm+7v3Rg15bphitbjCREPhVRSrRPxQsz0NDapDw+M2qAOXLEODuNAxz+xgSKrtYNcUtcOEif1QbW8y5ry9j4ZnckbEFW8q/LZpPakojVN+wPMLzf37S2rUcCX0V1I2XRb2214ANZ3hSD/LnAldoPiRgm3pzc+f40qpUeavzMfFEQlmhUTp2hWJFFOur2VRihCcjwP3h+LlUb3RXOv9qQ6bo9h/897oUeljvEuV3W1eXoyXO1RF4Y9b8FrcMuy/eziWzOtt6tamnt+nCHycDWmsi8tHPsTW/6gDDG2bICgCcwkKw6Zh9F8r4vB788nLcQQNeUvu0x9hSfLHOENxvOAZ/Ujl9/LDDLMxe9BJaBuqpNcs/A1PjByJPg15fixra2h4Mm0bBVCUcPS682jULRTtK3yJzKx9OFNs7vHuqlOOslqntWh3dYMDLWjY6+P4Chs2fEUY0XBM093VWiCfsMxz0iGg56RHIW4D0GZ4FEbwQkA+gPBUHTzTtzl+3rAFubX7qfN6QDm2abORkHUR7WwUWGjKe/ZFmtMzJgWTOxRQfUoMNlZphduzf8SDU2bRXJ078NOOBZi1LBtnTPN62GCwl/HNE9GY0PYc3py1DNlnjDlAf9LmfeTUtM6E8mzU2HUhUqClvPcoKqw3t+nkkRVq3euSadtFarR1sJkXUXHYgDYYHjUCz2jDCRwHUzEieh1O1XmGZkH9jA1bclG73xxljgR++RRpsxOQdbGdaRaW8kRtWOWZeoz3NUNFcRip09A09gPm8OEtalsa7Uc9GjW85S3NS2AFrWxwLhk6/97EJsD/gbrd5mLp2BZaVI7tfwXuHFUXH7H5LFRD1ctppoGKh7WmxmcaV7ZUtnzGfk4NI7UwxJ0bjVXajCa1K9Eh1GjTF30bHtWGJ9rzWKZcDKe6u7f50C3hWl5t+eFuLZ45IDVeYSm2f9yGStVrItCuu7rlIUV0f1+fNkcZrmnnpGP7HzH/IkYkGHPe2CMcB9MxdlIaDtlE+Dh9RqgTbo0sC40eitpNwMR+1bCXpwFzBU5wxFlnlrCo0PZpg/B+89cxvw+bf6fR+lYHmgT1RTuQrGIDkot96XJlRLAq0VyzV177B2p9m4yJc0nqND+CA35hmPlyZ9xNA0jT51Iq3KFCbYgxkLOvNuo3+AH/Ir64lg2/FVuO+HQAACAASURBVNv8l3ifWo3PnoYYEBeJlueoDXvihzhxRXRW+GbU9PpjPy7e1Rj3VREHpdCU+3dextg3c6ghgmiklVR/s6tl8lLW8fQtlhqmz7fRLmmJ5CeTRaORUdQKL4Y+YOibFUixf8uYO+SJllRetwcNB8QhsuU5GoGRiA+JRlSn3+M4nnMStR+8F45DGzBz8krsZ2MLxWHObn9P6Zcu962unzVNqNuL+PbAWvh2RSwSfn0Afzm0B4Uvvoq4rvfif9+mYy61FjfTn0ojKxGGaS9Vw+757M7StDvuIOC65iUrFqfx0ZJkfEwztZsEz0A/r5UtTyhev3/3wahRuB15PKPxeat5SB7VDLdrDDBqyhp1Mj19/KzdIo5nIHLccuTWpYnWJu+zBop1qjHrmjJgDpJCm+B/TGFN+JrqDlxPrVcU9cVnKIUkBf3qCQLb15bO5z7CtGFz8VXVYJuBSp4PUBGQEw6i51tJ6EmD5UH7Wj51tnLxvPvYdBBTsJmHY88twMJe6uaUiMLSU2gTuwSTxEiM00uIuW1Molaon+PU7zR5996mqIdc7DuUq4SmlbOqQXm39zpw+OAJ5AfUR7sBMYjqLnbT4A+lKMCO+YhK+EgxZNQPFdC1GY34qV1t21UzwWjcC1ZsR9PbJ7VVlTldkXMO93rCSjFikq9g2IoEPHcX+7YDuZmxGLeCGcPavmhg6YA5SQjlc1WcIjUKktg9NxLxH2lD5oR7x/UFRbk+Pdw2xVF5gtNaLM8kjOp3m4mEsVyJvYQv5w9B3IdA2ymWSJpl47xbWeb3Z+EfWIfadd6J//6Qg2Nn2WRu9qE86scewR15NHH7199R/eEXEDE+FK1dTNw2nwdz9qpT72t9PheR8ca5+lmxUzeKaUMTka0B7F+/G2YmjCXlWvv3YkprtAotDwfpFluFz0zAwZ5vIUklJuxdPhWzM9hwMe8+9oWSvAVqJr4/64/AOo1w/53/NTqrKbDei8fIwMuj5ha//l4dD78QgfHCTBDx7UU5qzEh7h2d9xFF2XZv1H+jGKYTsLVRLNJi2yj802NLZ+XH1nvFOlzXQeuRs9WOPfoLDAXEK5RMkULfaVx9RxnyGU6nThFMq0FI92FRDOI2nVAHRLKp3/1VQ9Q8R4910XoFeMVNa/yrJj88r8XVmTlyN2P+q+n4Mves0gjFp49/VTTrEY3JQ4y5NuLv8/cuQsy8Y3huwUIoIuY0pW0NorQtb15jOSflWXFkTHP5ovOS/6kDX7+mJkHRqZjFZtpZP1o09YfnF6rDaZnzLnYcVrD6SPZdNqFdccD5MC2dRTPnRyFB4PHK+ztSZDJqCtYc1J7NZJkun0QaYvQ8AHOSQoUB3ky0l3Cf1j2Z3ss26ZtR0/MLNQKvfKjramX/K0oHN+VjN9G+JPqb0Cbf3NnSk6w7TkXtI5B+phHC5i4yZLFw7r7LT8YK3UctvaMNZ53Bv9bTiF0yCUylUlMRKdVDBdbSKID9m5vf36ENkv3tHoQkvo6h1tlulvXz4aEdKRIj6tGsI9vTVh2POzY1AtN17bvJWBoRjXU/3+U05JQEjJ694HVnUu9AvG6/5ZtRo5xnAbV4DUSgKD3o3/LOXqTmdAGoUquKRbCwn5xHYYUqbrxL3AtFLWOr1KLOTBpe9NwfvzuBGo81dTtYqaiggFriBQrCvWR4e16n++cWFRUhIMB2PG3JFmSLdxEKCqi1nzeuOh3GPOow94f2X6qnz7/gNM5rbS4JdNQyeXtcLbcI50+fV1oR3lapOnXu8OQuVL9/xavveg+R7XkXncdpZUP2d9Dljs6rOJjuHf+ykgd9CE9OXkrRDUOYOuic6aCV+2a3liLtmfYYESbngSpe4c0WYmCuLIudVeAVjd7YP3jvuTWeZcHIA/0q7+Xfua0SqlMXIX7yRUe/xuGqj6Gpt5PPvMWWMC4ijMuYmoxroN8X9Z/Y+QdeEejEsk/Xt9PgXV7RkR3/9PLqOwr4+ny7414+XvuarzRuPN1Yn3EvS8Zn7Facj6OkvzVsaFw0/j47Osvfuxxx8VmKwWlvAApXoZzlhy9rcd65msa1o9EYpEzvjrvLgSActP9ikp9l8mgXvIR1TvzuRA085o5RkNJ/9Je70VCYQ8V5qS1/9vJi83tifYZLPu2C15leV4p9upcPXm5KZcpq9C7vMPYcpdEJ/FO1IZ5q+RdDjxIfWQL9zd2K3O6F3nW+sAKquNETfJefwr59iFra7oHLACuv18/WhV7AH+bi90W/fI1DjofR3OU8NVdRV8573cl0/h2zDHCQc/P7wofcvNOXe3Vjf9d3o+bG3q9cvUTAewQKyHPWjwo3aVi3/+2VtdkGNN+lYTjeFzuweP9E+U2OgMRW3oXyQoClCA3bRmmV0xFKvUoOp8+g9qeXEcQLlcvrvXbPLe1atJb7dbyd/3Q19ybfJRGQCEgErjMEpFFznR2IXM71hYBah5Stp7ax1RntSK+vtd5oq5HY3mgndmOslzXGmFAQI8ylUTsJffYkbyN89fZR6rVorfu/o3TDJo83QOXSLL1JMGbcCkn1pcFI/lYiIBG4oRGQRs0NfXxy8VcDAZY68QXNJTnF+v9XrEMze/6GBzym3l2Nld3475DY3vhneL3twHmOhpZXXo8NVux8VZdb+rVonQ+zva0mc7M9vXXwVYVAvkwiIBGQCFw1BKRRc9Wgli+SCEgEJAISgXJHgLUhX1EDc1PDlQJvB00dH0xTx2/XhxyW+wqMF5TFWqjgff8Hmfj3nlO4XJqly0hNadCTv5UISARuAASkUXMDHJJcokRAIiARkAh4i4A6Ly3xu8q4r14Rco+dhcPnNv3evsvT966ntXhaq/y7REAiIBG4sRGQRs2NfX5y9RIBiYBEQCLghEA+cta/hfU551CxTlv0CXsG2miia4DV9bSWa7B9+UqJgERAInCVEJBGzVUCWr5GIiARkAhIBCQCEgGJgERAIiARKB8EpFFTPrjKp0oEJAISAYmAREAiIBGQCEgEJAJXCQFp1FwloOVrJAISAYmAREAiIBGQCEgEJAISgfJBQBo15YOrfKpEQCIgEZAISAQkAhIBiYBEQCJwlRCQRs1VAlq+RiIgEZAISAQkAhIBiYBEQCIgESgfBKRRUz64yqdKBCQCEgGJgERAIiARkAhIBCQCVwkBadRcJaDlayQCEgGJgERAIiARkAhIBCQCEoHyQUAaNeWDq3yqREAiIBGQCEgEJAISAYmAREAicJUQkEaNj0DvmhuMJXuBZsPewivP3m78etdcBH/+BDIm/d3HJ7r5Onsme9ndPTF/SX800L96GGkjM3Bf8iSU4dvKbt3ySRKBmwWB42sROeE9/FK1C2avHIom+r6OY23kAmD8EvQ3CPNm2bXch0RAIiARuHoIcD6LlojMEPUaB7bPjsKp/pLPXr3DuLHfJI0aH89v6+ROSNgDNI3IwsLegfqvT64ehilXpiBtaBlqONunoUt8NoprByNlTTju5287uRrDxp7FqIxotPBx/fLrRTj6YRrW7z6FywRGtUad0T2kTflMG3fkYX/m28igqeZARdRp9Rx6d2mOmn+Sp3DDIHB4OQZEZODXykFIEOnNsRszg7fiqfdmoWOZbOYq3ssyWe/1+xBH3n5kvp0BlezqoNVzvdGleU1Isrt+z0yu7BZH4Hgqwoatw0m0Qsy2V9GZw8H4bK+NaJk1D11vNQKW+kOJiEIaNT7CVvB+NEVP9qO4UiuMSZmO7nf7IS97MWJe+QKPzl+Hsc18fKC7rxdsxeR+CdhTWAnNhyUivk9D+BXsw4rRk7Dr0flYV6YvK8N1X6+PchxE6ohorPv5NtxBQbZL/ytCMVsrnWXMKmKkVctw4flbMW1oIrIvB6Cy/xVcuHRFebhf3WAsTA1Hk1uNQZchtFf3UQewKCQKm875oW6vuVg6vAUCi49ifWw03sRLyEh8HoZro4Qru5r3soRLvFF+lr91GoYmZuNyQGX4X7kAlezo7IIXIjW8iTRsbpSDlOu8xRA4jOUDIpDxK9Fq0CtIGNMaNYt/wcYZEVhWWEZ89kZCVOoPJT4tadT4DF0+tk4bisTs/6oKsfLxR/2QRLw+tOyFZv7uORg5ZyfOGC8jxbgb5i4dixal1qZ83vwN/AMHPpsTghUVY1SGSUaFI28z4oYlYc9FoELbOGTFtS0jpeck0sPH4KunExRDNIBQK8pJRvj4LJykc2zQPw0rB9W9gbG8tZbuOJiKEdHrcEK1S5WP352tEZ06qwwM4at5L2/yczuZjvAxX+HphHj0aahQHXKSwzE+6yTx6gbon7YSkuxu8jsgt3fDIuA4mI6xk9JwiOSx/qnUHJHJiXi+zg27rRIsXOoPJQBN/4k0akqEngMFP36BLdt34wgaoW3HIPztgcAyUoidF+Qo+BFfbNmO3UeARm07IuhvDyBQevp9PLlPkTDoc7R5YwKeFLA7vHwAIjJ+Bawpfj4+3fT1n9/BuAW3ISYpBIbp4sDWyd0odZGsmlYx2PaqHmAvzZvkb68WAkW/4OtPtmH3x/mo2q4tOj31GO5menOpP1fxXpZ6rdf3A35+ZxwW3BaDpBDBYeCgaHc3inYrZLcNkuyu7zOUq7vFESg3PnsD4Sr1h1IdljRqSgWf/PENj8DWyejEiqTK0qhxAYpuQEmj5oa/NuW+gat4L8t9L9f0BTytRRo11/QY5MslAhKBUiEg9Qfv4LsKRo0Defsz8UZyJj45dhZFWhqV/+318NehUxHbXU3Psf9Q8ezGeMxO/RK5vCYhoA5ah09XfueXl403Xk3EhgP5UFOnA1CndTimx3Y3F35f2oHp/Vej8uQkRLf0tnDCgdzNsxG79FOcZg/3r4pmPSYiLrwlvH0CW1LR0Y2In52KL3MvOa/RLw/Zb7yKxA0HkK/lfgfUaY3w6bHorqRP8M8l7JjeH6srT0ZStG/vd3sN8vdi0aRXsOUoqy3xQ0Cd9hg/fwI6eFnJnr93OWbO24ADyuLZ74215+9djdeW/BP7Tql1K37s3EbOxtSu9VxGtIqOfoi0FW9j83e5Wi48w/121PvrUExVzlQ9k6nJ2TilXST/qs3QI3oyhrTWCoGLjmJjUgLSPzmGs/yyUXrg7fUeRu/h4xHKv8eBcaU8UpHeDsJiwc5Typ31u7MJesXORDi7P/Q307lZ7kbuOxEYf3QA3p7ypGmv7pkSu+tJSFjzMQ6rl0Hd+8O9MXx8KFq7OhO23/jZSP1SwIzo4I46hIvdfumxx9dGYsJ7vwAtI33u1sfuc1JCOtHyf+EXyAqTLqDotuq476lQxERZ6M47HmT7LSe6oTOsen87DIiJstCG9nPLebGU0KrNeiB68hDX2FnfTPSwPC4eWQdZaql6n0fOnoqu9bwPizoUnrQQG783eB07x7vqP4G+LtbOOyre3XM+lvBWalfVqFGbFKx4ezO+43yK7b/6Q+g+TqAtu5PSaGHhxu91ehNpkgoOzTzaco4KD5m/Ed+fFfiExt9t5YJSPPsGkjMEOlH4/kBMHNsHTZ2Ys2ujpihnNSbNWKfxL3/UajMa8VO7gh23cv9mLEe2wr8sd+HSp4h/6W3cu2AZQm2zSEtIyyWhF71r1N3oOd/cIcqgVfNdrNe4I7oMeRG9heYJjDeN+agGekyMU3mcK4nsTp4FqPJ6xnKDPzO+3+IF4oehlPKLXGyePR3LdV5VAhrl6zqchpFr78b8V56F0IOUMwPkZsZi3PpqiHkzFq3FLzAanznfoE/i3fe3C8PkCeq5mz6+8hRGC+kLsCLzO1VfYXw44A9cKr7TLX9kPCN9wQpkanLPL+AOBPxxCcV33oenQmMQZacj+bo2tjFOO5mf4JhGb4rcFulcwWeeoVNx2TnyZQyie2GmC1Wut3ghEi8PcqWXqPrfsqR0QwdS6KkFund7HPhqi7O8f7grXhwehmdMOlBJiMP6G7u1MDFbDw8/cS8u7Nsr4ML3pt1dlq6euxmzpyZrPMGqm7haH9d/M/DxYU1P1fjJwIlj0ceZYTEBrXbchJmmy0N/8IVHlMUJXI1nlLNR48DB1BGIXncCqNUUz3Z+Bo2qXcbJTzZh4z5VWfSvH4LE16lVqpPeYNSuEAWgyeMNEHDqAL49riocdYN6oc7HW3Chw1AMeb4VquYfwO6sVLydfQZUFepUjO3IzcTEce/jwTmpCPeiSruAOo/1n38MTXr0wFPVzmFXZhb2KY/2vuCUF63+l8y2Ok0eR4OAUzjw7XH8lynJdYPQq87H2HKhA4YOeR6tqubjwO4spL6djTOUtBS80LJORy4yJ47D+w/OKZuCVypOXj40GlvveBZ9n22Ey3vfxbufnsYVL4vmFXwWn0OHoUPwfFNgz+pEpLHf+9VFUK86+HjLBXQYPQp9GxViz/tvIHXTIVxEJUoBWUUpIFahSfckfSwmrTmByk064elnGqEazuHIhx9h20HNqKAzHfPE51i61R/t6Eya0Zkc+PcmjVGohcDL//4VoielI+/uduj2XFu0bHU/ql86SbhuxbsbdoKuDmq0n4LkKW0Nw9RWeaS7N3kwEvYFommrRsa9o72FLJyEiksmIf1CC/Tt2xIVj/wH7245qJxppdaxWDurIwIVbKfg54GrMaujUfjkkinR99PHTkLasT+TgO2G55pVw+WTe7H9oy9VA8evBtpPScaUthbcqJhw8mBKraEc5EqNu2H0qEFo+5cqCCg6j2N71yExcSMuB813qvUqmcdHO6O0I/Br8RISZvdBQz+2z3HYUmcU4p74EolrKmHk25NM6X2+MzH+HnZf7D7UNCNiCeb1Fo1jVpcSjOl76qKb9T7610dI4usY6pHmDyM1bAy2+LdDjx7U7eNAFjI/+gkXvaQHRWc4uBxDx2VQ3ZQfarR+CTHDu+LhenT+BXk4tGMZXl2+H/eNScUsy/3nHRVrB6dgTbjW4/CqGTWczxJ1NmiNzp1bom5FM23d2ToaqbM6OztzeIMDKjbyr3o/mj90F4qO7EGO4gWqhNYRA1H8Vip+atIDPZ6qi8tHPsTW/+SoTiLOJzb8hBZh0Rj09wo49Z/1SHmXOZEIPyudMoCZEyYmDpvE4ibxilRqjLC5ixBqOmt7o0Y9qyz8r94jaFanCEf2qOtiNLyk8+eYGP81ajzbF882uoy9776LT9kfGf0vTcNQOqJ8Op+hbzfEa2lDja6U6iUoGS37TijqL3h3PtRGcMoaqNfHoKHfa7VBWPQgdGhcDzUDi3H+9Ckc3bMV69/dgO8qPIuZCWPBbJiDr/fHuH+dJtnqikezPatNGOzlmYU/VzyJvVu3IluR16wXSzDandqAT0neRET0RaPCPXh/1SpsYQ4E23NzD0hB5jhE5I026EX4unI2y/0w5PXp6Co6gwR+6U/6SKtGlXFBu6/ODVx85Sk0ZoF44caKnQR5egaV6R4vHu6PzFfmIuvX5s51eGScDR23ERU7CXftTGXi94sx3D8Tr8zNwq/NrfTn69oY7ezGnJFz8Gnxffjr0x3Rsm5Fs4xh50706kf0ekyjV5AM2ro1m+SmcoJoFdwOpzbsQb2+o9Hv2Too3LUOy97+CD8x+UPZB6sot9MsoQz974p/LTR9tjOeaVQNOPcDNr7/AY5eoMfW6YZ5i0bh0cBC5B3KxtspKeqdoPc1DpuLRaFlVacsroUM2b8+jY4t66Li+c+xZvVXuOBXjOLiP6PO38MRE3IP/u9fKVi3U9PVarTHy2NrYPXMrfBv1wNhzz+L++l+73l/FVYx2V/Bju8oDAt7F8UgbtMJ1aHt9HGxR1uaZqSupcpbMz1KxHN85xElZVFX+3flatQw5jI44f9Qt/8cJA5qaorIKEZGZAr2uyCIfGJa/VIOonbQbCE6QQeRPBiRWVQDQZ/avZZg1Ujx0mvEvvOibTG242AyBk/6BYPXUhtWt0X2rOPRLBTHpiO6hWZtcYZY2BBhbyx34aETOWsmxvVLwcHaQZidFK0IDlXm0RoiiVGpG8CSVSNNBp3jszkInr4TFxv0R9rKQUJNhvJjJA+ehF8GrzUpyyW5NKyLW/9PnsGqeV01RmRgW61bkofOajb4oIAMgX5UM1JIy6mGIPLm69gx8t48EQOTvkGhX1NEvLMQvQXupwihVZUwevHLTlEiQ1Gkh1R4ApMzZqKD7sIlL8j6CRiwMoeYoD/8A+5Ct9eWY2RTGx9v/mZMHJiEbworoG1cFuLaaudqozw6ds9ErwWFiNQ7ouVj88SBSPqmEH5+fkCTl7Bmfh+9NXPR3nkYGLuNzLBq6JakdsBz7EtEaLwfpq0bC94Qz54pqXd29jFqGbwsHOali4XOVkyNu17h0Si8pZ+jeAfZnlejbry5K19JjBrFiGXtxYV3nU4PR/936yIuKw4MTtbWfOafZmN5aK2SXEnlN/w9hTVaoNeQwejZvDr96yWc3LUaiWla1NR6v05Tgfigj9HORJd0n5cPxbgMKhL3IrWQ0UOf7U8hfWFvgx6031doPwMZlqib8wZZcecQpB0ttuFLAu2PO4wXMqjwVeA/186o0TDKKkLblxfj5Q7mtsf5exMRNXWLYqQ5O3Mc2JdI0bktRRYj06AVIlg8GvUW5nU1EbtuiNvxCYPerb/l+AJ3NglSFGP1apzELu5QYTBXao8ZGVMEw9rOqDmJ1cOGYEdLw0Fl8GU/ovHK6Dj7LUxsqfER8nCvnzAAK3PIndacoptKx7t8ZI4LxScd1yNRP8yS0nKJycXeqNGUojy3nRaJt3y6H3XacA878dLsZYiduQkn/NrqNK2vLL8k8kygQXqQX9MIvKPTF3uy5jxiXhkbWegOlX2Jw7C940qSMZZvHabWwGMO4Pl0s4xhhp7i+CDdwMwvCYfV0Ziy9hDuEJ0KPvIUxj8GZXdBqq7Yc/q4RI68d/Bqx58VB9CmOtF4h76jkn8B3ieDM7tLquHoc+xDIkVntlyijpzvvIqOPzPjexPqRNMzOmtMw8e1Mb2BOdm+6zDTSQ8znQGtqEHfVKQMqW9kGBTlYDEz1hSFxR09E48IWUqGnT54QjH8B7PU7ubDkBhPTjCFnFTjIu7/OmP4I7uwlHBnNaaGQUT3cHMchiXtIaeW8zNLSin6Whr3x5zEQaqcZbiMmI0zoUmY0OwIlsVQ1gp18qmk8ftiobmPYtTZOGT1BkAVnDuoniT5OCTtKGNYCIqIQF9bWVYJ7WdkYIq50FcdI2ByVLgyakrIc0rEI0qK/tX9XfkZNUp/8Tk42k0VHMdtCrINQVJBJXxOtFDbqO5oZGP9M4Km7lF0VewLP8loCCWj4be6IVhJXrQGJjzVC7AocLZ7pZ31TI+viNeWh0JUz5jSFrb2OBqGrfWouB1YFIKoHY1sWgWfJuWHDBZ1AzYF42S4hEYi6zfyCq4kL455A1CMnkWBmC0oy75fGVa0HooDfdaZhULB+4gOXoL9gZaZHNYXMIJICMR8Cz70ULU+xdprXvk9UyTCQPCZDU7Wtrr/ZrRcZRVCxks/m9OdhBEZS7Z48Za7rvDkzykgJaQXUnJY+Yx7j/j2aV2xqZWorNAzDixCSNQmk+FirJAJJxrKur8YTAHeSAowsSBqUTkJF8dn6BjbGhPsuVMLMNakiImAC0pitW5I4ueuF0AbhpTdPWD3MLZgrLYm9Ru+GzUcY3MHqX2JwYj5qiOWpJNhTs915z317o6q79lS0b7ttSN3PSaMXIkcZjcLRj97b/BeOjNSFkwBX64gnLMYsjaL2T6tJz4Peo+Ei/BHhYfNxG6QoryRFGV3m+DeNT/q1mMxWqz35N+Przbxj2tm1LB5V2FZqKkJa74Okc50Z4RFwELhFck418smck08qjs5Zgqtv9GA4HzUnk8I91O474qjYeZnqG4bKRcVIWt3QRujhvH3ly9igomHGjRsGC7Cgev0T06tteTUIsHgIH7XbXNLZJCirqibJaVl74jD/ls2Xt3jqWEYtu4sKUsbzffZi/eoTrXdaB77ATnOjB+UWJ5xGiKaNfFdnS3zsQV+aB6ZIRiI7hbLZOgCVF1mnV2inuHGR96w6S75GeZ0n46dhZXJ4WbwZPUtmkNuf2udzn3jKQ5yeg1G7nAeKdPWTo6t4JgtKKDo3wcEpnqHT6Kvdn/gIKfT4FwMF2fQ0U8VvrqlAK2VM3Bg98xemHmyL9Zq8ta3tan0NOXieKSTBWibSKvrVGK0z8Bfueck18ldI0QDjb+rDmhyLFYQjWF7Xs6cfQMXVkKcMtaAG5qFpFO9QTyR53IKzmsbJ6gX19jyFbu1MKNzIBbeOdMwxBR+uBbH/Voj9gN1/phy7zexgVeW+TnUWfHoxtexOGsXDp/6n5J1xI0hBWPt3n9W3YUsEzqvirJMWbgvkZoS8pzS8Ajf8b+6v/DNqLHmjCr5ln9F6Hjn3EBlnkv6PZibTgMi6ZTtu0xpBLubOJ4YmVCYwffobtuCk5hgJ0q5YdfMtpsN/7v1EmrAsgsTdQYR7pQUIuLgA32QYXUDaUzqgsdCb/K2BMfg++72rXvtlAfx2Pnf7ffHhHQUzkT4LrCMd7BnrEC9VVahwA0ue4NK/z3hE3p4INIpSmb6uDVqKFVUEbYn2eRSZGmKAPP2jzkT6dbI9KSEO+Gp1dW8uzcPAfc0Rb3KtMoLR7Anh9LjyONi8ow4RWoYNktRM4WMLFM0T7tX1iGMGgBK1IJZqsLdYMbYilpL9IGsdvv4bE5PrH9oFQ1ydVOpxZktecp0RYUb7wIDtmUd7M4uvBPzBQPfE55Oz+H3viEZpaIhy7yiozNQ1OpFhD5wFO+uP472C9X0HP6x5uz6BVTHQ53CET2qg3MOu6IMH0ewm9a7hkJsKJdsP0trppiG4fL3qwrCBVQOSnCmZ32Vrs6cG8L2wlzEyUGRyCCKRJK70saZYnxTUUi+eV5RcvinTI0aa00Z5fVXf6gTwqNHoYOlfSPisgAAIABJREFUaIAJ7AnHQnTvuT1fMpwRYttzto9eq6o5e/TdCGWRf7h2ftC39PvO+ZDWOTCvn3P0Wn9oPtaP7oOVP9A/mM7Axqhxwd85XVgHK6uv4EqxcBcUj/lBhGgKUIlpWduDT7TC922jAPF91O6egJSRNFfJ+5IwBr7ifPqwpeD4QWnkmYG/rVFDnntFaScdwE9T/m35mOkf6SzC9yNkuTCQmv29gKJJvShim2Xl3eyPXugFEZ/gKS2FzzeeQo7IAelossYyiJcPz+YygRkxQUn4nQ/uJh4+IL0J1ojWI610+7QuiM8u1vUblbf8jghtX76tjbDqmYHma83RYTPGHBsXfM6Fkq0/Q9vXN6J8UmTGF3jSlLFB0dZRrwKThVo07kj1t0QHBWO41CMQ7NbCnILB2QjKULMMlA/fRwXBiWWn02ilAP+sFIKYkT3w2MU0NbIiOLRUQzAP/dzIsvz1o9FHZVhmB7YPRk1JeU7peIRnCr2W3/DeqFFCmONA2RxUWHYfmj4YgLx9h7QCfmtoThVC/3zQ8Ji4bJ3LFSbRC8Au0up7dA+wPQGW0KhRhNMyVCViU3VyFnZPx4IVG3GYai6Uz5VLKCiugMAKt5lf/UchCtjARir8rXy7v/q3gJpo2ddazMeYxGrcs4S/w7KDyZ0oTYv+zYVx5N6oIfFKyvKyqlQMbzUqXN2k/BysX74UG0jJL1K+8wcKC0iIUKG3tgv9l1eo8PsS5bQH3BEIdfsBqNmsMwaNEorV6XwGHKMULJ7/z3/twajRIzl6OhBTGsNwvMck+L2rNSzwuxNNesViptCQwZMSblbGntSjJn41WuPF0b3QrJAMmj0HcOpyRdRpH4ohHYR6DFuj5k3ct0aYaqzsbzumdYlHds1gpFg8a8qf+XOEM2XrnoHpOk7O+2DKQhrumdEO38xIxV5WP0O5x21Gx1saKvDoneDt9Lbmgileo05T22pyLmjn5AlPp2ukvctO6WDT2z/I/DcNiG2I4Bd7o7mQw85D/hdZw4PGLVCz6AfkaM1C7IaQKkbvrifs8eWL0r2Kfpon09WlV/9dUb5ZeE6kNcHo9Z0eKJvg/u5OzRu8xpQZbusfUgwJbjOXmVGj1wwwZ1NjtKhZhB9ytIYZVA9irtNTnSOnhxupmK6cLTqGfuQo2kR0wZ1UR/phC6U9OunMnpQgT3xCV0A5j1cV46+7uI+Q644Fk1fV3qix41/c6eLamcSGA4qKH+PzO9FemYBeClqme+orrei33g5rParkgjZY44oHO2KojaHLfsEcAQsqzRX4e2nkmSejxpXD0w1dMx6wqCaWW/tzMyPijbuxUIscW6Su5gx14ezU7hyNs/fY9tuZpxA+A47hJYtc4DzBHL2PwCdPaQajrRzleAkOLOWMDYPLHcdzWhvTr9LuwYx232BG6l6lIZE/1VmNjhcboJTSqFGyEhhtwMhiYTS+ogYSBLnDIhBhyXdjqWlgMR914O8UWeTGXalHINithfhwyI4OWKeH5qn+JTEKU7dQ0peYRmfDqxS5XjxFKH3g8tmQScrZf93F7AS0HpyrrCOvjZpS8JxS8gj3Uvfa/tVro0YJw225De1NuddCzr8p7YKBnYJay9QwPfu4NGq4skjhu0ejtlD+NYlIdpHW1Heh3JQyUqO9rzhaZV75FFEKXbIff1Dh/rTpL6HlfVRo7Upp55dNU8obFOTiixXTMIsRgiktgq1xDerrhZsW9lpKo0Yh9uJo72adOMiIC6aw+0UqsB72KmK7NqaC0ePEhOwUdwa9anApgr1jARXvbUb85JXYzxQFXmOyay4ic/sanZp8NWr06AJjhgtx5O6zuFh3CEY9Xw0H3kzAm9n5qC+Eoz0pjGZljBxBbiN5FoJzMg6OU8F4PCpSbY65NESLYp0wQtPik7hCJEYE2Lr+1dRQxJz3Qfck9EM4/HMR0DUGLzU7h/eXLQX1VLDk2RpeaN3bydd9F9VsUW1DA5d85GMk9P8GnRXFy0KLHiOO2g/cGDXsG0XnT+P8lUqoXlOY1aR54I42EnKY6bviwFNr7ZaCz4kBHu41p39B6LvVfywRNEpJWzRwEjblVfCdHjoX4fz/bcBMKz2I/O2R4Vgb0871io5TrdnSSpghKEBlY9Ro6VNHG6H/nEQM4sVZFF3fHDcMSaxuQUxfZF7tft+jjxCxdhlBZulaw9aRD/8u9NIcNW7PqpyMmhMDPCicnCZET6ugcOnGCim/PT8PwnumXEM6Mi1trnrISj26ahyk5tQopppAHgkwRf1LQcsloBW3Rg056qxdIm0vpIvUHqszRo1ylFSelYNRQ4r6uC+ex0I7p5pHvcGdUePaESni5xyVtzFqbFNfNSzqaWnnNnqGUotJKWvnxFQujZ7qeWFwOa2NZVV86IB/bgC6xryEZufex7Klm3CIpdTqKc/lZNRYzsJVerIeNRDTwkWe6iH67VGFttMndez/hLWRE5B5rAD/oxyygAdCkZQUhgd4Wa6TUcOc4uvxEKsL1jM5WPphENXcGo5232SZxUHntVFTCp5TSh7hEfNr+AUvjRqVGLc/StEBa16mECbUhQYL4/U9iBftvMNORbs2TM9tilgpjRrlwmzDo0peLVNgh2HdSUNYK2fhyqjhKT9ULG14KNXQ/JYCMZfefYpY6dPPIrCNzsIpPc7uImkhcObtMGoO2PrsjBqebmPGg3t/7NMHvL+9uhdJvwPq2W96IA5ZcW01j69Wv3HJCAH7ZtS0UjuXkRLnV4MK9IKepY57bI2XcZlFah7vhDZiq0ibiAcz4BdVSXTKy1bXcd4mV53jJijaCl0sQuAsdzU16l3OoxqxlXzUOQ/H1xdTvQwa0VNjdAWOWmo+1sCmral4Lk0QPKMfmpfUqOHRVCFtUHmU1v0q41eKav75dxRW64n5vJMhW1/iJaemEOxnegqZhRcoaRbrG7tN39JTBGAolwWHduKHwPZ43GbqtFP6GU8JMdGwK3rgwsqeHkSjTL+j1R7Ak01quieKGu0wMvJpvV6vbIwadpcScSniHedURj2dS4gyMF72em0st4kYOXtGnXmukl7xr6ZYba2rYzsvrVGjezB5iqHqUPi2h+b0coGungJouqc2kRpGY/33oZeYeqLcZ21Qp4n2tJfZpGAq9/ibIC2VtpS07COtuDdq+F9pSHQeOYz+CECVWuSs0/656PxXeGPcFGRRUbRdfSijmfXNMoSIRWnkmWejhtdMGhENDzKF7t64gsnO6aaMtucVI1qLJpqeoqSmpSDHVbqukkqYg39ov/WJpzCjzxSpMRokEMB4g2hErRbxYNQI2TCmGhOLUePT2hQ5kUep0SthiBgqDSBHbn29NriURg2nm2KhXok5CBIrYpZFB7RLE3Zl1BxMDqWmUL/5kJbo4t7YrMXQ8RqoNFJwEv9JnoO397FufIID12rUsLOYAUw3ReWMel2uAyvG5bc97CPZOnmq6YjfwEilVq8J01G9aRRQCp6jQ1UyHuG91nf1v+mTUWPvKTOYVl3u4WKHMtsPs+zy+J2MGsPKNZRmltc7AicGCl2qdGw8GTU899lyUZTf84LAVlouOF+75bvsIn/4lNOF5Er5XdR1zUj94s8w56MygTfixEBBWTcO15NRw5m8ncApoLX1S6C4idjBy829ObduFEJSD8F5zQplai1A+QO4gWakmSh/sUmt8v2q8jCzWEyvGpW7nhDzt3m0yMDTN6OGxSOK8MvX2/D+1j2UcsZWegG5+w/jFEsdZK1mY4XucXZpXKzTz+BsdGY1R2Kpi9YB6MhjMUIHG4MJ5QkCTOl88sFjWCowP+d9qN5fHjVUMeX3SfAo6kJDuKd26/byUDzh6fQY7ri4Yi6CV56z6QGNltTizqTK89UieHfRVr52q4KhGHQb8cgbhgC2rkUttt2NK3oXKq0QtvBl57os3eHiR3r6JlLStCgwhSLNChTDfDqKp1jTRTV6uPAoRamF+jMbevAZU2FjZWfUuPKmc54peARpD112P2Nb2+Ns1Bjpj4bjihntb6H+6zZnVUqjhhu9fiI9ueGnKpS8NuOKpeDcxqih77LObQsqzHDqnql2dPuzpSCad3b0MyKoSgQ8HhdH8gY3paRlVxEGV7TC748nrF3wBK4wOssYpqCNx+VYc6S65PLMg1Gj06hNFygXa2e09uZ9a5zTxLTmFX8MtzHsefMKF15/pdbtk45aZzsfeYrFqNG7Bjp1xHJn1PD0p5OoYG2PbDFq2P6neMvvFCcOGXpCpF5XmvVIfemMGqV+moykYmskuNd/0Io3RWAUSk6rXnu7W3QiQy/QM3U0XU1t7ONLAwkXF0YxaM1rIQZAaXkNkCY4dSjxUnVQU6tpnS7sjJrRJzDAZDjz3wm1McyRNOIEBmqdQe1WpuNm7XTrtVFTCp7jha7gmkd48eNr+BUvjRrVEv24XZazd0RnSpYc0Dfvwxoh59V1+pl9VyqlC0tKVcy1tDw2Cv5c1dQYXWzMBWa8deMRVNFzJnlhvLk7krLWrOoWLzNvKVpZb9urnpvNhVZkLBN6Kag6dxXV7pizzj0ZNa4uOxsWFz1lLY5UCcFS63wEV5eIM3ORcDQl+Qh5Cdax/sPax05hZH/iBW3uPGnbp4Vgb490aoPqoir1JHnChlDXumJza2JrsTL1G1E6YG06Zy4Ej2AJux5qkNzn3jqwI64HXv38d/NzXBgHvM30uOQpEMfDHKa6j9HrzuMx3t6Re9fOP6an56ltHrfigThzq0ZnxVe9q+n3zDUioHrhpBGp4vfB1Fr4aho1dAd4e0pxDUoU5LMn9bxpdk+i/jtBTd1hQmM2MFXMqdbumR6pcVIwVGUzHrH2nXqUlubUGTDPmBeiPJLd8fgLiHhLNEKJ3hdTS2fWi1Rs8+uOHjqbI9G8vXqhYECx13HnhlhjdO2NGsaHFMCd29zqkRqzUWytK3HNlwxhL9absDsxiryRRlt47YA9KdpOKR0C8+Kt169YaoAYPw1ZjQaL7dvp81bQv9a28kY7o4bxZ63Nbac55lkYBaQo9I/HnipG1yK13uVrVOEpxlpK3+KzLwhe+FLQsje0Ym3SwSGzw/rLdVj+R0djILFVNrgbT8Bkw1CqD0mzFOGXWJ65M2qMLlf2c07shZpLo4a3baZ5VeZ5RUYHSdtxBdreaswXnHy+8BTBqKnO26BXaI6IJfPQ29Scw5VRU12r5yCDpnkElszrbW6iYk0/82VtijxJxz1zjRELXJ746506S2HU6Gl2Fmeh0q7a0omOraVPJh5MNGbw6S3cKY/A1DXSkuov9J4pgbps1xWP6RmvwX+GoJ859mJe31hsI6PGKSNCr9NjTvOZ+Kmv0a1N7xBpMk5YZ7cQrG6wWOjqJixdwK3kLZ1LwXNKwyNKcAJX8ydeGjUkyFmEYM09SLAYGXo7v2rUBljrdKZ4Arw2alwIHdbPnOZETPmBcmdNRO4pUsPsCW3WCys6D6KhVnXO4ZNNG5Xp9hVIQUmmQjWeqcLnYrAhe2NSJqNDwWbExWxElVa3I/vHBzFl1nA8csdP2LFgFpbRYE/Vi/IITu/7A/fc78DniybS1HmaymkKM6tHqBDslB/w/EIzc/Nk1KgGEauD8VNmMvSlQVfn+MBSYpaRydTJxCbVxoUI0Ir4aNBT/1fw2j9q4dvkiZh7pgmaHzkAv7CZeLnz3TTXLh1zKSXvUKGmMCIH+2rXR4Mf/kUYrMUhqslxIj6RRlnh3YLzCEmYjT6mScAU3vwxkzCluhzaj9O8C8XYWYOidhMwsV817OUhYIFBeFIYTXhOvR85x+9A/cY1TV1/2NTmxOhp2EY6rkmwuTEO8ndT7dD8A7g/9GWM6t1cm0ujDStk7fd790Clj99FdnEbvMxm7FQtxI9bXkPcsv24e7h1QKR9K2X1ru5BwwFxiGx5DusTE/EhDRfUO01xBUSsaWK4X2WjRplnMG0oErMv455uM5EwluZbsMFxY96Fo9scTH9kL+annECPJVS7o0S31JSVI/0sc0p0Zu5HgsPGo6opmydeFGY3KMTEhs9GImU/s0mtA1xVh8OaM/XQng1mNQ3+szYxYUM2R1PKKfWc6TUXSwcSPayIRcKvD+Avh/ag8MVXEdf1XvzvW4MelAL7P/3glh483VF3TL1sIjXq/Yqi4n3zzCI+L+OceU6ITYqta77kSulhc0aG4u0ascIsMXb09ukTOgYujRo+t8TujFV+OmL+RYxIMOZ+qVdDm3lmpRHlha7ki2rYpEfFYQPaYHjUCH2CueNgKkZEr8OpOs/QbImfsWFLLmr3U2et4ZdPkTY7AVkX25nmjynrKCktl5RWlO3ZYP3lfPwj7j+4XIMNvH4BnZ5tikaUfobzx5CzdR1S1rFBxFRTFplMLZTNgoQpvMOpCczbgrOLn1vJ5Jlro8YwRO3b3rqiGXbPV9RbpdbfWj/cyfRrJTRoT0Nfm1XEkf+8qw35pHpI64w6ZXDhFGx72DrU2heewtLPDqJj91ykvLmPhjG2QtTKmebBn+JdFGtqDnZE99wUvElpTxVaRWHlzK76/DN9a041Nb6sjQ/qbIgBcZFoeY5GFSR+iBNXREduSY0azlsu2A8lV2YG7UGnldwRoaXlbXCgBfHpx/EVNmz4Shm2a9YLNAfyCcrWsA4hP/0RliR/TAPKzSnV7virCr11LVpzjoW/4YmRI0ln4fWsbHCicE9seBV3bDbqFor2Fb5EZtY+nCm2GnUqf1k+Yj4ujkhANB9UqDAKbUDvoUIXuHmbflYKnlMKHuER62v8Ba+NGj6kKfWuWVg/jmXnUzFiZizGrSAiZgNnvf1Y08/0doB26WKqIrX4DHWcSumHeso7PBs16kTlKExZo056Vz7+VdGsx0TECV211D9Yv+uP+iGJNIW9Fj6fG4n4j1gbYPZhBsYAzEkKVYZl6p052KNrPY1YmjJvHfjOfqVMYV58hqJOKeinbkAvxncXWXAcTEfUlDU4aGwAVZv1wMS4cH2Qp7eQO/J2YH5UAj5SRnnTTu5srUw27kh5xKZ3UOetp2OXYBLbiC4slR+gyYA5SHI73Ze6yO2YjwkLdiLPLxC8ORzrJHfh0hX4BdRB65GzLV291B3k712EmDga+qaN3fWjYVUD5iTpk8E9KYxmZSxQm0egnlnAHbfTgD61jzz7VGochrmL1DPUDkOdreNqQCNvkfv5KfzuXx33NqVDzN2HQ7mX9HtRo8nfcK/jMA6eyEdA/XYYEBOF7ibDTn2V/T6c6Ui/T3doHQd/uwchia9jqBjx05mtt7fA5nveNgrQf8p68ychYc3HOHbpTtzXtD4ch78lBek2VL2fJoXPpLbBQvczRWmZcBA930pCT1bXRBPhl0+djYxDJDg8fvxRq00EZsZ2V4a2Kc6T1DNoz++n9fc0JG71hDi8o0yjVj/sHvWKnYlwUaAoF2435kbG+0YPerG88mAnetDP1uO+XH/B0/wkj49WFLoJONjzLSSpgHuYaO3iidZ7wWsJTQX42m+VuqoJ2NooFmmxbdTarhIZNZfwY2oUeWvPoNWY1zG9q3kQKF+pwivmHcNzCxail8JPVS/80lNtXPBgN0aN8lDe/TIT35/1R2CdRrj/zv8aXePYVyrdi8ceuQN5lML66+/V8fALERgf2tpZ+bSRiV7RMluFDa0sionDJs4UPR6+Of3ZUfAjtixNRPonWvc7/ffEE+u0wAuRL2OQlS6Uds6vAK+4Tv/0XZ65MGrOfYRpw+biq6rBNkOH3W9WMd5PD7dN7VZ+yXjBpBlYdyBfn+TOziEmaYJ5uPOlr7FweBwOtHpFddJYX+s1TzF0Eo/HxL7A6ctHHm7qyuf12tjlIodQ7DisYPUiygKJtz4diyWT2mp7LplR8/M7IzH8zVO4L2yuOdopgKBEOZOvYNiKBDx3l0qvu016Felb3Emm/O4Svpw/BHEfAm2nJGOKVanSeYurhg+uT8B5Lc6y16p72M/es+zBnX5EMm9RzDwce24BFioM6zTWjRqE1EPeKM1mmi5T/YFdixLxCK9u+DX9kg9GDUOhiKoVAhDgqe+9zVApV+lnPOWp0JpXqMNShIICPwT61mxf/XXReZw+z5q23oZK1c2eeyfU+XcDqqBWFWMivaMgD2cv/kGdjc3/zuo2zp8+r+AhFmHanWZRQQG1TxY6Q3l95PwdtINK1alrmSfg3T3YviDM2IczRnzvvr2b1nwsB1/lnKLSfPah4vymj6Mp6yrndnnUae3sRWo27RlPj/ApZ5mPkwdytJoabR2P/A0P1yvJObDfc/y0t9/Gun35o0C5A+onoEotCFfH4zJNX+D3T3muscaiX77GIcfDaG6ZMeLbw8v+20rHM23j7vZdVEQUEuD25L1cHPGeIuI9Hh6l06vHe8TP03rvOc2VFT14ub2y+hrhXUQgeUScGSpv3Y90IUXYVaSGpwuKc2pMy3UUUAv8QAR6fKmnTRL254EqHojIQfy0mPip/roiej85UkrFHk3ywqDnwCsa/2f/ZKFNl7spIS2XiFY8GZC0SJFWXfHy/L3LERefpTjR3DmgFJhKLM/MiDkKzqOwQhXfz02pEzmEJycvxeQOhvHroLvPGIQ+doTLbjfn5s1evOcpnu532f/dl7Xxe+CbPHcrtEk3KybdzD3h22Hsfi3e8YGSoGl73rqe6JvuwffgUe6XGX90s+MS8hz+RG94REnwvha/8c2o8XqFLAf7bTR51yiutTdqeP0LpfJ4PU3Y60XIL0oEJAISAYmAHQKseDb8V4wQZnrYGzW8xq2apZZQwnpdIOCFUeNxnSwFeNg2PDhlOkKpeOFw+gwaU3CZBj6ug00WmsfHlfsXCiiy0I8GcNPMbv/bK2tZAVdwqWE43rebm1TuC5IvkAhIBK4XBMrJqGGdaILxr2Z8UroDe+f1RSyrwBKKgx3kLRwcmQWxa9T1Aoxch0RAIiARuHkRYKlG0Tg7ihcQG7OQxAYIvAjWj4qKM2iuS2lixTcvlmW7s/y9q/Facia+YymubHDtX8MxY2pXc/E4f2UZGDWs/eyEghhh2KbaGOKzJ70cG1C22/fqaUoaXGK2KfVdnBHm1UPklyQCEoGbDoFyMmoIJzaxdEI27u1FU8bzP0DmRz+BZdLreeO8k9H/hJ7gNx28ckMSAYmAROD6REDpgvTmBbTv3QVV92cia98ZyrmvQCn/WptirRPZd9V9K+S+Pnd7Y6zKsW8RBk7+GNWfpQY3jSri3IEsRXYW2jSiUXZUBkYNy6Iwzw+xdOm6TqFjNQFf7PyBUowvo2LFOniw/d/wQKlzEK/TzcplSQQkAl4hUH5GjVMBvlho/zP+GTkCK47Udi6A9mrZ8ksSAYmAREAiUDoEnIt29QLiS18g4aXp+OhKK6WpiNrRTn7KG4Ht07ri/UfThQGqvO3x7/bpf2Vg1LCW6D1X1MDc1HClgQrPoLhdH85Y3ruWz5cISAQkAmWDQDkaNdoCXRTgswL1EjcAKJu9y6dIBCQCEoFbHgGXDUGuRoHrLY++CACbmzYBBTGWochalyxT9yv+s7Iwali79smDkfhdZdxXrwi5x87CQd0gF2pGjjwiiYBEQCJwoyBQ/kbNjYKEXKdEQCIgEZAISASuIQIHFoUh87FUxLU1qpfU7nOFNBbAYuywdZaJUcMelI+c9W9hfc45VKzTFn3CnlFaqcuPREAiIBG4kRCQRs2NdFpyrRIBiYBEQCJw8yKQn4nomDwMf11NBSvKSUb4+Cyc9KuFZi0b4U7rzi8dx9f7TqEQ5pkWNy9AcmcSAYmARMA1AtKokbdDIiARkAhIBCQC1wkC+UePAg0b0mDEAhzauROHCrxZWCAat2+PxoHefFd+RyIgEZAI3JwISKPm5jxXuSuJgERAIiARkAhIBCQCEgGJwC2DgDRqbpmjlhuVCEgEJAISAYmAREAiIBGQCNycCEij5uY8V7kriYBEQCIgEZAISAQkAhIBicAtg4A0am6Zo5YblQhIBCQCEgGJgERAIiARkAjcnAhIo+bmPFe5K4mAREAiIBGQCEgEJAISAYnALYOANGpumaOWG5UISAQkAhIBiYBEQCIgEZAI3JwISKPm5jxXuSuJgERAIiARkAhIBCQCEgGJwC2DgDRqbpmjLvuN7pobjCV7gbt7zseS/g2MFxxOw8iM+5A86e9l/1L5xGuOgDz3a34EcgESgesHgeNrETnhPfyClojMmASD6zuwfXYUTvVfAlE8XD8LlyuRCEgEbjYEpFFT2hN15GF/5tvIyDkHVKyDtn3C8EzDgNI+9Yb4/fZpXRCfXYzawSlYE36/vuaTq4dh7NlRyIhucR3sowhHP0zD+t2ncJlWU61RZ3QPaYNb5IjKBX935z7x4nikj2xSLu+9lR7qyNuPzLczwNgK4yutnuuNLs1rgobMy08pEZDYlhJA68+PpyJs2DqcRCvEbHsVnfnfHbsxs9dGtMyah6431cWVMqWMb5B8nCcERD0TFVGn1XPo3aU5at5UdOUJBO/+Lo0a73Cy/1b+Vkwbmojs/xYbf/eri5ClaRhq6PilecN1/duCrZPRL2EPCis1x7DEePRp6IeCfSswetIuPDp/HcY2u8bLdxxE6ohorPv5NtxxO3Dpf0VQTqoSCd9VJHyrXuP13aCvv+7P/QbFlS87f+s0DE3MxuWAyvC/cgGXrrC/+KFu8EKkhjeRhk0pzldiWwrwXP70MJYPiEDGr3RHg15BwpjWqFn8CzbOiMCywpeQkfg8AsvjtdfimVKmXAvUb+13cj3zcgAq+1/BBVUgwK9uMBamhqOJNGxM90MaNSUml+NIGzoee1pFY2pYG9S88iO2vBaHZdlnEBiUcJ1EKUq8OS9/mI/dc0Zizs4zqrGgkhrqdpuLpWNbXGNB5sBnc0KwomKMKmSJ8B15mxE3LAl7LgIV2sYhK66tVBC9PGnY/d0kAAAgAElEQVTz18rn3PPXj0aflRcQnLIGQuBPeDV5SDfGY/aqvTjFDFS/ANxRpyUGT41F95sl9HYyHeFjvsLTCcxJwCK+RchJDsf4rJNEYw3QP20lBtUt0aHJH0lsy+0OOA6mY+ykNBwi3qp/yNkVmZyI5+uU22uv8oOlTLnKgMvXUfwzPXwMvno6AfF9GkKRCDnJCB+fhZOkdDXon4aVUiBIo6asKMXhcOBPfxLN5H1IDI7BlsYx2PaqHoQvq9ddp89xoODHL7Bl+24cQSO07RiEvz0QeB0YC58iYdDnaPPGBDwpHNHh5QMQkfErKGcOKWvCcQsE1Mrp3pTtuRcdXY/Y6JXYf7G2C6PGgYPLh2JcxkngzgZ4pFkdVCg8hQPfHsd/URfBC1MRfhO4rH5+ZxwW3BaDpBDBcnFsxeRuCdhDQqxVzDbcMqyljG+uxLaMAbU+rugXfP3JNuz+OB9V27VFp6cew903VSa2lCnlfIPk460I/PwOxi24DTFJISTl+MeBrZO7IUEVCLeQrund9ZCRGu9w8vJbahj+6y5rsTy0lpe/kV+7qghQylwnSpmTRs1VRd3+ZfvfwfSMg7iQuw+Hci9BDaq7MGoOLEJI1Cacq90LS1aN1EPujoPJGByZhV+rdUPSurG41hmP5YMqT++RRk3Z4yuxLXtMb7EnSplyix34td+u7pyVRo3TYfhs1DjysvHGqwux8fuzKFJyjvxRtVkPRE8egtY1i5X0kBnLs3FK/SP8qzZDj+jJGNLaXOT645svYcqBblgwrzfqicGOw8sxYMxHqNFjIuLCW8J12QNLRUlCwpqPcThfVYdA6Sh1WryAiPGhtBZXiYa7MDd4CahpF1pGZsBVgy51n4nYcCBfU7bEfQK5m2djarKxT/jfjnqN78Xl3NqIXDfFFB3wlgSUAtZlSUj/MlfLo2cA0nMffgL3XtiHvcc45jZ7deRi8+ypSM4+pZ/L7fX+iqFuU3O0dJ7UL5HL8zQD6qB1+HTEdm8IPysGDN/W4Zge291caH9pB6b3X43Kk5MQ3dLViTmQtz8Ty5LS8aWuwPohoE4LdO/2OPDVFmz+zrrvrnhxuJvGC1Q8l52+ACsyv1PXz9KRAv7ApeI7cd9ToYiJsqyTHYRPAsihnHPs0k9xml0x/6po5upeFh3FxvgZWK7jT3urfh+eCo1BFGFpdliS573LYpxsPRKzp3Y133/xsrD9vfEqFm78Hmdt6Al2d/T+dhgQE6WkY+XvXY6Z/5+9L4/P6drefz5NU9Gk5qGNuqgOesmtFveX1lC0KNdQvqkphqigQTRCECHGNCHEnBiCGKJortRQqaC0qNxKS4tL25iqcquG0AbJlfj81t7n7DO95x0yqbrn7V+V9z1n77XXXvN61pztOHVN6iVy05ytaQCV9rBn6SIk7lbfx/b8bKvO+Id3Nj7ZeRDn5GexMkO+vx7DMbhHMRsW+Vl8g3JPVEXtv3fDX39egW3fmzs1X0Z1wZT9eWgYlIr5PbQV+rnYEtIdCSc90HradkS85uptozT+2e2YF5uMg/K9cn/8CTySnwc377+hx9Ax8DfILN2TGa2SlmPDTpn3JGkH7Z0ruLiTzjceGdlyLxfxZ9V6LTBg4lh0qg06vpX4IG4rTsjyy73ys2gVMBFj6Y966VVEwzsnE8sio5F6+jc6d3bHfDGcZEMnnaBl66U7aViDJG96YKiJDE2f+BYWXrL3LNfp7vSbgra7TkhlhsoPiL416uDVbk54zi4fB2DiWON9ezBoy4yUUXurodu4SAyzK0Mdy+tyZjKI5Os7QRIvkzDDzCnLVPnL5VkoJg6WynNtP2Ugs50ePmNLSa4nfHRMsSMkOdTfXKZzVr6CfXPGYu5+Vf+pdom5LZB/dg+Slq/D9mPiN5K90iEoFCPaGO8ge4kd28GhTmF3LBlzEz7CMYMc8JfltDlJbM+ay9wnvOnMhmKMv8mZ2UWhc050JgujZyaqvKHV9W6SHorbegKSqCJbiPRMAJdjtrQtuLIPc8bOxX6xXyd8ZmtTSnZPjTqvorcdGtkgcLpsN9qnBVtH8tzl2CLbIW7lnkC5e7dRWMGeHtc8izfyr0T8FqOOfBFdQmT7l8nl6bN1NuXjtUnXDB+PgXTn+RlMW6boC6avG78TjPEDbe3gojk1OchcFono1NNg7d/cDhhO9quNnmHXyNbu5Ws00YeuySznvFfa3yiSU1NwOhHvhW7ChbuMqX3wYo18nDlyUjL4qPnar1U2th6pjd4j+6AD1fVkfbEbG5J3UJ2tJ2XJVlPZhNbgJULHjUb01b5IpHoK5S+nl6JfyD9xmYjvSV7oau3fxO5Fs94FejETdj4vooYHcPP81zjNLpJ7HfjFLsGwhmamGxmU7aiUg55lr5RD2ec9MuIbNEHdijc1+/RFrzYX8fGRuhgQOhCvU07w0okDSN+4FfvPkxFB7+4VtxSBRSyF0dP273ijbVPUKn8Dh9etwdc33VBYWIjHvF/HsLBeePrf/0TCpv04zzm0GlqPfx/V1kxHunsrdAvoSrQvj0tHtmH16jSc/s0DzwfEYIG/scE4B+mTAxGX8RvI6kGDJnVRLvsEvmV7YH0xHbvD+4s03GwTiMFdm6FyzgkcSE3EBuoZoo5lmwa1gotbMC5kG16IMisDotKhxPcQuukC7rrXRMMO7fFm/SrA9e+xfdunOHuTDsO7M2YvGIGXvfJw5YcMbEhIQBo3yjztrD+LeppCsL18O/TuUB93Mjdi46GrqNg6AguHumPL1Bik/uKD0MQZekCAIjg1uZ9NRr8559CgWze0qHIdn29JxTG+fUPDNjXyTRwUi2/c6sK3fXs0ZTyRmY70DCqNoiNyr+OH2CXDoLDj7V0I95uDTOaH2Wv20/A4M3Z9XqyB/DNHcFK6bPANGoDCtYn4qUE3dGtRC3fO7EH6LvkuElhFx+7e+GLrT2gcEIqBr3sge9dmJGxkzpkbqhGN4iNa6gMGCugFq+7yRfv2jP/u4NKhrdiWeRn/pQ6pxsPiMNOvHnDjHE6mr0FckuTsuVVrjYj4CLQsIfBC+sR2lFI3c2rOIzFgCDZdIhCOFQTCUVcvBoWAr9VrBfGE4Y92JGbuZ1MxMC4LPj17o2n5M9i1ke5KYX0ExMzCqz/OQsSSr+HpF4elgbaN+VL/wDpcqNgA7d54E5yVif57d5+WjDCiv9+oV3F4cTrcW9H5NKrC/25zPmk30SZwMLo288CZj1djZeoxXC00AwQoiuGdRbQahTQmC7pR3upEKrbs/Qm3bMAxRDnfr6jWsAPav1kfVa6fwZ70XRKPuVWA76ilmNJJBKNuY1e4H+ZITFtm5X5cjgQn4LRXE1p/OzRr2gi1COTjWtYRZGaqNLbLc5yP5+PfVbSyMB0fJrO7S5LN5r49CLQFTi/th5B/XubyzlZXMiZ2Iq/9RuHVw4slHUDnXv5SJtLTMyQdwZ7p1wrZWw/hiQ5BCOpdH3mKfqA3Ph+AmAX+hobjspDZLpgvGvAdZnwxvVQRefj11HEevHSr4ItRS6egk84LY70ufphypBY6s/vUEDiyJg5Jhy6TvjHTxxSs2hKOkOXHuHy2/diRkbBjO9jVKXLv4YHfUbNxF3QmOV2e3bG9uyU7xa5uo7OeOIhkITUoeT6PziNHYGDLv6JSuXwSvZnYFBeH7Xc6Ys7SQP2ZMcM+KAW/GFHonJBdgGf8RqE3bu+Uk8t6uSjriO7eXyDtZhsEDu6KZh5n8PHqlUglRVhoJgcKvkSU3xQcqdWZf78hWVpr4pJwiGSKe51eiDOsueD0MgSGpFB/CNHc912EDe2Ev9WmoFXuFfywbwk+WHYc9UYlYoYB1UfSFazgQkZedcVudEQHGkMRGLId5dv1Rof6d5C5cSMOXa2I1hELMdR9C6bGUDWATygSZ2hsVfG8nAOIGh6FQ4X18Pc32pL+L487dP8+2/uVHHCn+0f62o309TlZX5OBYHI/j6B275Ho08EbeZ9vwpINe/ETYwETO7goTk1WYgBGpbmjFdkxjXACqVvYc23ljDiLX6s1RIf2TK9dx5k96dh1ku4R2YQVfEdh6ZROSgDEucxy4b6XwVdcd2oKqF+Eos5p+T4IWjQbPYSHnrMT4wbMw9E8Wp3Hyxi9luAbtcYNa84cnISz7i0RmRqJljrHPgc7xw3C5ufnkDGidjcwb3FJ+HTsuOCGlpGpiNT9SFz4/6JOZ/I+R4iIhSRA5p8iB+DyZdxyewYBK5fB36ap1olTo+yzGUavmK4KT90+DXuhLMmWcSH46NfHkHOZLnuVjohNDkVjV1EpZKP4CJ5Hv6g4DOTWLzM63sPMq/6YN7YRziwJw9Q0ahb2bI1pKZQJKjyJ+GFjkMq6xbhPaeIA5ovveNgoypwtIeiTcBpPdpyJeaEiEkDvjB+E4FTqOaHPk90XYTXB86rbkJXH/lumDWq8FGjCfzBo/Qy01QTTc0joD2ISyGcI4qJ7ylkeSWlG/rs9hr70ORav/4HXh6pOLEW4dkZiyLwjuMWcrF6LdTySu42M9Yy3NA5xAY7FUXYm7TY95kN80PZnLCOnZ4d3KD4kx1hZjstOzQks6DUDheHJCBUHKc4pT8tbrJFvMD6qOgorpqsXntGPRaxmjZqF/dyY6oXFSYFqDw9FVTdPCsOqY7+htk2zn9hLPnyCFmF2DxE1ZPdlAOZJlw0vj16L2drLJtbHm3WroCNlIZS1s/UoCsTwW3KgGK1SfnkSHafGYpTIUDADY9hmVB7aDXdWLsH+HHI4tL0rCn+xCIQvwg3nXlR5Zd+pEXfWABkrXiDO1OVUPJ1t3znwiNQ44DlbENInASerS71WVTnPXkRHI2gBo3HganiOXIjxbQwQy4KO/E564NWJKZjeRg2sFFzZjonvLpRkJZXZdV+0GsM1wQ/1fMhpDV+PGcolct3wZvei52ctkDy/h+y0qr1IHq2nIYVSWew+F3wZBb/pP6L93GUYrgv+EDDBmlBE0H28xZxn3Tooerx5EsJWkTFYux+SVgzU1HkX9bTNvs/2ORKHX52LZUPr4Ldcd1SvZAhMcVkbjITjJBVMHBTm0B38eyyWDW+oz45q5PczAdry4AeFtiyivwTh03fggputriyWvNbxoxtlOT+kLKdGOWvkhVHWl4XMdsohihzyRON3YzFTbowmwYXk9yOw46asX4UOFIrpMtkYA79AK52+V/m+0NA/yXl/yn7cogBbcx70qQXym3Ht+EYkJLBAIM9r45mAlVRGrjUgiubUXEoehiFbamCkiROm1W3Gc1HWZ2ZPcSJKemBNrWhs0kKMFsepkeXe6Sc7Yua8UIgkoVLWKxkCupJfyTaR+hsLDXL/Mu154BetsHKZvyobNHyoH/8g6c6kszQWwsbWkLiFryMkC++kEOCExqawcWq4vnVkNzrivlxsowB1xluJauBd2IG3Sed8+AHa/sycrx3wDiXbor1mIXxvEfiuzXTEDTTIHBaIEM4pvb5u70QkDK6j2lOkPxeywCw3txzpc1v7x2WnJncbQnt+hhbJ8yGuvqJnPGRbUlII5IxOx4/tSfYaZGf+yTUIjVjPQUA8fcOxfkZb2Z5yLLOc3vcy+oLLTg1Tln7x19HdpCFXlIaY9ykU0AXsSIaYGynIT0lRG3bCnJ4hX+Mfm/VMKxF5Cg74hONTzY+kC38AlXTRcumSRXzfFfNnd8W1hcy4vQ43n2ATOEnHTk3R9ykZ+gmVY8gBqIltIX2oFAYmAtH+CZ5Y0Auj08rrDMaCY3EYML8CpiuG8CWsGRKA9ec1dBR9BvRoY9aJpTKXLkzF51nZ+J1Fj3WKgBnso7GvvokjxBQEGdlnTZ7Jd0BCxp96GH4lI30Fra2ublsSLRZ4zdQIW+ldaeX12R1pf56I5JCEwlnKM9BN42S5NUTQh+JiMp4ahItDDShZ9Ey/sDTk0sVjPFNwYDq6T7+E3uvJuRUtTq46NWz2QnR5zCLhrO2OYjN4Atafp3XKhhE7g1numKbp89CRRDj1FImyVZKyUM/309OSCSK/eFzvbgLhS/zfhRRynp3eE7E+4gj9zAh5UYow1PSgcJ5fdBav6LKpOVTWFYjMTrKgF/vQCkKuX9WgRhVC/Uum2USu+vLGG3HfnBri4f5rn+UOtLpWUcYmskHSfUupOw3blZq2XFJS/bCz6Wq9cajdiHI+Tuhvej7CmaXhNHW1ToPrhvdnk9/G4Y4f68vw+LyQ6TgAUmLbKSACpsT74eCbq/VOsbIPNXihlxvSF5ixNjgpH34mWbMS6SlGuwXu6N/pIjZ9KJVKuFduisC5M9QgGrd05P3kucGHSojjZGuH8/FHL2CxKQBIDjaP7IkV32uiu3yxDxZthX7z0enK4strSQYesCsvFHh2N0IqUwzHspDZzjlD4qvLNnIofWIgNlQLp+Bbfezj+rUQVTrPU3RMLgXo/DI7YYfuPjM+kQOx1z00wVFZj16xA+uvDdR4GJ3LIjg13Jj8BE1WmAVWOROrAUQd7dUmcO0ebajH9E54Lt7n91kR7kXO1HDbY199kxEHl8nhIBkkGQK2zegKbbUIXEyG+pHO2EGGv14LMH3vT7r5upamwgnT7d+4Uyar/PBJkzW6PmUzp4b/0o7d6JD7CkiHDbqIoQa5cSzOj+zIXNluLcCB6d0x/VJvrNfYBEyfRrDZbPb0nmJPmZdVF5A90pkCvuTWmQLkSMGMkyg08KLLTg1Vm7x9uCM+1tVly3s5AKVkm8nOfgffxOrZnUxbPhRHmwJdraelkH7RhLplm1wvs5zf97L6hotOjaTwV1cxh8F1higl/m4c0ihtSrrE/2yoZ1quPJkBuaepDqWKO1DftdFnQtjliLiFMSI7kktR1+4UdQVF1LUGLX+fjFBGJU+25WdF3yc/7ITKiJGNWkWJ6IwSR8cnredfr2kNQkYTP2R0TNFkqYRzqO0dMBOyLLU+DiEfeaJX2HB0e+UWkuQZAooBwI3/U+hiCg/rrDzPSdScncXoqwgSwpa/6194TZc1IGN+xAfAxCVqJo0b8otw3JjRUwwYrfA8jfj+yWiwjjJCWtLSBX4rOgOFQggzYdVxHv6r7cNw1amh7/md6GkLzS07TjfldxyL64W1z65UDCvbkxYChMLzJohrEr/kIVgztI4p6e6rq5hkNpkNJkoM7DTUi/3ZK0G4tAZDyCE7T3E0qZRL4vnlCMKHSnRfiuQH7GuDJDmyz/bFFeCO6zZZOsWRsjECiia27pdTU7BzHAKzhxtK1USJm0rX0/H+CP6sCWJTKOvKtsIU1Kir1DPnAJDAWbTU2fmIoIFOdrlqeLPvLUb1BHL+dYNBhMMm7+1Jko+DLyLQ0T4UPnEjOWkwUuQ7mRdcukhsXE/suAHPqh0RtWw4ns2SoUvl7JkWqVAJpL1MARNSxI+So8b4+ItWxp4riQdVGNQq6DxPO0PrAaMtQbgyZ3pPU81A45LIa2fyQuMgKkHHMpHZzmSBZESvK6+XQ8zp6rezKVYL2STkLwuuyDqG8c3i6gmGXjvpfZJhehMVxZgFTo8deM6mAkRdX0HmbPQO342blK3RB2Jdd2pYxmLU5SDHQR6NblOzh6Tb/IOR+qudILCyTGY3zEeFOZpyXGeyx+YIJNvjVBdzWGDhONhD2OLyMfVXFsGVDX178kdrd1WkCoIUqiAgHUNyuOO8o1TPbRYgVRfLndajXXXBbbtOjR270SH3sSBXcgOsM0TcxZBpYSdK6/0vglKFfKXA+9sp8FlvCMjrXiZ4xo6+dno/JRvmKGVytD2jrjo19u4GtzHIWZJs8idJdg7GxUBHswVFUJ1ymGT76AMIJjLL2XUvw7+76NRIgv9MnzSK7NnGYUvm1DBbYRj6fdtNVk6a3TIBNtcTMYoHLa3jYAvtBHtmNPohtfF6jWGpRhleHm1cszBezJyaou5TinhmENqZkpKUDemjoFK8NFcmKTOmX45q8kWXdk+Xpdc+tGGAAzI5cjLjMHpSGn55UlvGZCJk2SWZVogITeZACB83OYPBm+XXPI1FyYQiZcNcJXRq2Nq7LEFlcmL4YHn2ruXVVMOQvY/WGBD/FBbrhrKJCJW7TcO3EC6qcKU19j+Hdw2RFcGHrMxGiq6b8IupUyM3cy7fjixqMeKfu7eRW+gBL49H9BS6l4dc1rxMjYwVH3enr+VSFMUL0tfKoXrTbhg+uAd8tDXfwtkyczS4A56JThqnhu/jTB/b+yDTTqqbLqZTY1MXLtHoVHetMcjOYgBO9d2gH6AqBLCixGTSKBPF7cExuybB7pdTw+i7qt46PTSyApusCYRwXoGS8WKKIOB8N0xw20iloGcJkIPqjBt0p5KhYUrZhup0OimVs1v3Lu6fVonZMbxZY/i8WGzMvELTbNjnHvJyCejA63Fq5dV/7t5mQzxZozHxKsXtcynL4UX8yz8VnkW7vkMR8KYW0EKVk7bBKMmByOxkx6nh0L5fI/sOUPmv7dDcxRlC0v29onOiJKMUiiEkdmWrc5jcWY6ai1QjL/vrHdhz8Ai++VZG16M+ocZD5yNaKefkF0oeHGnQB38YbSVDfK5nDBkbshtXEnntzGjS7F855zKR2c5kAOP7OLpsWgeaGUuhuPG+1thi5zwF+/NqUPmmrGMcPFoYb4ruYHtb5Kk4ROY/Fe8wZvVcdWrY/QjA+W4T4LZxKtLOsplaFdCgezim68CPRKCSVqFkQ5wYwcqCmY0zApdJFzAHgX+K7NSwd63B03bo6MypUUB3NA6m/aMQgRX1nrlqmFP5B7psfpEH3USsxpFTQxfIYDc64T3iif7n3lXvm0RMWS5o5DCn70G0ECXJ7D1JT2Naq6OYlpjJQRTcazbHyGgtKEsJnRrN/dSWzZrTTgbP2piJK5JCwL28XOS5eUGIeoUSZN+wIZ4MDMGL+tH1eqMCnm3XF0MD3tQBQp2n3pwhm2ikgklw1kZm6Uiej/98cxBfSwoB7ZobgZOcyYai/b1ITs2F/uZKrKRODSfW56/azg3hBjowxeDU6NfBBNBmvMhKk5zUXArSiCifEr1RaCYxssv7ZAZpn1PoqU0BK0ajqwYeY/p1qKOr3VeN9kfXB2PslnOSIV3uOfjPm4eA50Sdua2QZXvb/CKrnVaJoUREhOBkgn1dHTtzWkrq1HyGyW9FozBU5hWTdzFFE3RlpEGIMJkszZAxGlEKfykRHROnxrTUQBZMtTXpcxOnJodSr/6LjuMeNUVOnvIumtarhHKmgk6jOPjFfg5rOpHzuZNljNjcli2IDKNZKzD0lzhUNoze+9Ha6NRc6G+OP+/MSHGWCbDj1Oh5nkXwNqNRygfQT1uyl6UT/+4suuhYOJXUqVGcdicy0MypUdL82gwrp+VFpSyA/W7+madw7VYtDB7RFVVOrELsqgzk1AlQa8idGRYun48Tp4b4fcGACdhxxYNa1T5AeKfnUd3rPMmvVai3znhuLLYgNdayqOPQnwIwlf7joArkgBxaEo4ZaXTvDH1rjgwH9rf9rU30Ae/TmI+sp3zgffskNUTfw9P+Cwm8wPlEKElpXjONSBqz6rY6x/YeMafmm/8QM9y5hBOHDuALanglqE74T4+Fv9LLZOLU/MG0ZXubhil6p6a48tqZvLDn1BjeV3KZ7cwwMdGDLDM64jLpBDlTqjM2XYM35wFTVkPlku4Ta1R5Qg8+4qpTw34/H2eeuoZbtQZjRNcqOLEqFqsyclDH0KeTOZuCIrtzTZyaGug4k0q26Ira+3wR2w9H22vuoDPZY/MgM9tD/VLpOjVqoFncZeUOvzQU68Na2d/oeeoNXUyOqCaI6dCpsbEbi+7UOCqXqy1mhZEs999TAPeL5dAp7F00ur4NSxYTMBYr82V9zzz+f7+cGipdXjAAE3ZcgQf1Ln8Q3gnPV/fCebMAHl+WPNqC3YuhPyFgKjCVtxOQA3KIevtmGAPomt+YODU2MkshudRXND/rKfh438bJ09m497Q/FpKsd64RnMkM87+76NTYLxFjjy2ZUyNH6G8PRarGE+fLZZ7w5kZIUabNSRfj5P9plamtMpPOTFLithCwlPYUdYw2sy2KuE8WQUiohnm6jIFgYnOkJttjYE5ZHMrP0ERc2EWQMxF1CQXk2q1cXNoVj6gNDK1Fi1phFLJMmHIvUDeR3SZaZSwR0y2qhE4NF6y78bLIPDEaxZXHDI1ispcStefU2GSaNPSRLoZmMCNlEdQmRVecGhGRNkT+7Dk1ojyIl708ikj/LAzQZLwErXXNyCYlEwrJmWMcdAUjNTzE+fOfDbHG0M8j6fQSlp8pNb4iIyHdqSMdtJka4gG/E+ipMya0AtqQhVCyk67yvLkwKi76mYgguYp+ZuPUKA3ThnphE6cmaMdzurJAqSTvtmqIOzMsnDk1yu+ph0wpczAxvEX2Tym/4sxhx6kREWGJx9t/3h/La7N+GpF1l0ty89WSHoIfkqGyWXWJce4W+1sQrow09LTxUmI/7GkhenXkvoFt1TX9Gg4Uldwj+JhANJJLsdafty0jVkpflP2b6wHt23KofGQAlbvk6foLHzTaSpmazY1S1ExiSeS1M3nBM+ss86FxostEZjszUNg6ElBtnoanTI1TcV5qGVPuD/vxvVdrNPG2fYdN+Rnb25LKVL5uVqUgfi9KwIww8UVxaoKw4zltub7Up7TjtvaOqXaKGmBVM7XejV9BXYZg4ODTwG8a+vjIX3Ame2yew2g5GleDzKHwnTk1tuVnufhh//fwat0Etkchyv7Vc1P7O5/Daw0IctzRp1orDA9+Q+lvdZqp0dmNTnjPqOsVYANDb7RMX61T0y72CjnNKzBQxpOQ+lOPk/MqZGYJnRqlgkClm2QGyEPElQyfFEzOKNRXCJlWJTCLSS79q0EADcntP0f/5bV5P42iEXiGPF8XYFLsSGOlBj3PRmbJJGe2jN+eFkqvjgRAsVMho+sAACAASURBVA3VNb2QziRDUf/uolPDejOp9n9tHSw1Qbxx5tSIaIlaFqRZpswoHjYIUKRWKaI/5k64rkGMvWsCNWalKDlXxjT/RENd74yt4NMRRm4m239L20AofaNI+zTLeAjB4lJKlr1RMh52NdMaDkwAJKFukj77JAS0WsNq5tSMpEyTvgZe/E41+lha/z1cGGBElmPrcebUCCVo1q/EGqn7IPZ4M9Xw4+VVu9BMcz7sQnXP7ILUyJY6ZDUxJVdfMiiMK21TsD5TI0rzLnkYmz9dcWoErxj2w86WLqNUr69+xMXmwmA4qP55Fequ0ZQZyud/QymBk8srKVpoW4vKpQH6f+KLddpGPl5rvRZ1lqrCUlmBMyPFidEs+l/cNM4f44/Jd0I1DfFMqc+F52zD+8W7axAajtYoEE5bCQdg2ndqqCDT6ZwavdB3JAh1gl5B08qzheo2ODWmGWWZ3kp20Zlh4eR8RN+SHuTExPCWn6OXqex7U1AYYSzLEQaFpPDap4/DwPPvEv+qxacS7bV3QNxzs4wzPa//J/Bdp2lS5gQ3caqMQQ6HGioXn03uh+gjbqjbmqDRr+0n6NgcytwaATPMHC7nTo151PRBoy3b2xjcCdeAm3Dnrpjy2om8UHpAtY5emchsZ6aJFFDc2TRFrTIwc+YUI091+tl9jsgbr0cCk5S5BJBBpZZKX5gj2SqWKAB4ig0UIAXKPn9VWyYvHBjtfTIpcXIW2Xcs2IoMFMD0wXsXBhh0sfQSx06N7KRd1+pltp8I5I237c1Q+MyNdPQOyiSTUnW5/Mxkz46cGjO70SH36ZwaadTIJEKa9TAiyhqdGh5YKkSopspCCTq6Wk7o5H4KJ6nQoFttaSfbbQa7k31vSmGETtYzWgibkNta7dMxbuB5vKvV6bJ+0Qa0hA42L0c2yiyJ4rZOlcTzu1+Ote1XdiYiXPy7y04Nte3zGs5vu9ki5jhzaqjDWJoGbhASCuTtnWYmcLBMyAXi3LtJuqwDGAThoBP4vxQBDy0R6TMikkCgUJAaHBhZStTOBn65CPvkUe9P8YpSOqaiF3m+EYWPJ/zdpWPgjLv9JazUOIzMuJnlPk0DqVyAzNm9KVVNCAcNg+Sslnn52fSfeqvZCgWdqq4uomAEOFAX6sypkdBIFh0vNDSMCyjYM6ikK2ORvr/9pZVYoYYzCBlmC16IUyF1FZhBaFF4+K2QBLUu5ak6NVXlXqNLHgaoccXICkKKw/IzkRbXO7icp1OrahDX2AMFBGVFpdn4y6i3keKj9nPlbB6JngSxJDk9zGgUDXa2EMvSpQ+g/g6GMKbvVWNIQCOoz8wGjaQkTo3ghbuGOSMcSecmRmog1xn/Tbo8WAOxrcJT6lF5ZEeWlzYZ4C5d4n4N59mdU0PfETLEAC+qQI8WwaFSBG1bAQ9MDo0O2lxek8Gp4WsYew69FBQ+FTxBEf4lcWoErDQDcVhMvSFKft7E8BYoa9pyOdngO9Nej0In5GGeQIM0Ah4UZGJ273DsvqlG+YQRcpdkjRZAQtZUCFhVj8Op67mWGXNRcI9SnWGp6fpbtHWh/0GiOhkVa2YhfnsWfkMFNBo4iQ8C1gI7K2euQ01ijngU3KYZs0caJlTQIrXO2wNGW3aGgdQvmDRMV55RbHntSF5QRDp+EDWl/2KcWVEWMtu5MOAlP0uqIk7oQc7Pcbg9VIWilhDSqJxMi2zK7kL0TQTpxkmQPlpIsMMML9cAAc2eMer8QGzSgKCoq2Ooj/YQTF3N1EhyYey5Xpq7I5wADe/J/HhTV13gJLLviIzOZI/Zb3mANwGVY/Tw8uyrjpwaUa7Lmvy1owqY4Rt9MwhrtShaGuhiTw2sfNk4NXbsRkd0U5yaqqpD4xOERWaD4ckWUTI1HNwoGU/HqKMThBPirgQ1S5CpUUrqjdD6Zg6hCEJp7Ty5CupMez2wlgjq5wlbi9lAo3A1WDijqq2pBJhFgOCuFoVWJqodmcX+ygKBUe5Rqu0n65pv2wr7yLlcKOo3iuDUMH3DBO4GVAvXT4536tQoxmAhb6Tq3bsp3fpPsOOLLOTco4FZMYvxfmMdXA8lMIhhhpJw32CLNMSGCUVeH4nV45pyZSddsB9QrXlv9H7mLDbKQwZtcPl11FGNNO1Fk/Sqq/uUBeD5+ujs3xGVT7IBkDSoyGbQnbNjkQbmHWm3QsXFl2vTf311OIYTXv/1bUuweIdxdoSJkM0iKOKRm3Cjfmf4t/bAV3xgJI350uGLs/VoYbB7aKbaO3Nq5BkXDOefNT92pGFV3tdxcMd2PjHZg5RNPAEA6NLPbE2jjqCdAm8pl4ttLUBjGgjVBF9j69av+WBI/WBL2Ym4YJiPwsvPTqNtl4tIYDMzKEOjmymkkNuVTA2xGhuySahpbEDhqISJaJO7k3pjtqNSs8eR8eMLiJgxFC898RP2EbTsEho+qovgsL2NP4pXQ8ei5fVVmLEkgwYoqmVMQvhXN8XhZ/NSqAdiuRl6CuNPAWWqmShcbKdG8DtzPoyDcKUI+UKPccocE34HBsXh++qtaZifNw3uk4fLGnhbGMz6GUPO+N38744yNboSwwp18VIjb3jkyUPiyAnQzc9x8nomr5ZXGIFae9ksrHuo1d0Wm58/wujUyHJsXX4rjB3XB1UyRUmoRpE4MyzsZmqEMWU7U8q8mZ3JjJE0kJTAg7rHYPGAmvh2eThif3kOf/3hCPL6foDITn/B798mI4ZKQX/I09KInfdArEAAJr9bBQfmUNSMhhAo2TtlRoPJ3DEiy4kFfckRX26K+McNxi9fQejYt/Hsna+weMYSZNwjSH9HSGsuswur907CTLYfm+FxUond/tYCGCYLmYc84dP8KdIRUr/btAmrQGOhDDLGDCjgj6MtM4qGUtPyBu38EU6fYspru/JClOyyHkYT6PhSl9muHLLEl9t8lmJOTzYDSg4SphdwPdMKX2BjGoP6NgaIJD2x7mpttGYDBstfQmZ6OjL4IGnzwd/pE4PxadNozQwwrvj5rLuo/QYZryzddaeGcM9pPt865Lcai3F9qiAzPgobiPkKRRBCMxtML7vus1PDOIvNL4v4Hl3na+YPcvEnlfAb0c/UOScmsNjyvq/WZnrDMATWoDvKxKlxYDfa5UDm1Jxuiy4XE/jcOI9mo21mzvHfGjM1xJ/S0Ndn0D8yGE2vb0Zc3B4aTq8NkBbXqREB8pu2FQR8KcbyM/o3sotHSgoBMYsHoOa3yxEe+wue++sPOJLXFx9EdsJffv8WyTFM3usrE5gNNHAFEDD5XVQ5MIeAncjWVGY9qjMAbWbj0Vrsyyz6I+OHUV/iFbKP3n72Dr5azGyoe4Qi5whpzRVZYf87RXNq+AVIxHtj01E/PAnhzaWCT+dODZMXBxATHI29fCI6+xASj7cvhs/UIkWoC2VpUdbMqkT3dXswGnwU3VsQhsgdNLGef4+m0PeLMhmGZCCEEqmyLbFweZ85mVgQFknGkfRmtwoN0D9qnqYR1cUD4kZkPO4OWY7Yf9TgP2LTtcNDlpMilsceMyeifxTm+YuBmOZCNudADIKj9/Jp74zOFRr0R9Q848Ro9jdpSvXCq9T0ntAHtflbnTs1XMEmj0bEOmmWBP+4V0ajbuMQqUN3UffOh7nF38WQ5bGQtkcKJCYY0XvZtFr+ABqmOh2x7wsD/ja+mjMYkXuAlhHxiNCNq1fX6BJ1tTj7wqjUZX6M+6G19GLT5GvisG6N5rRUJjJzWqj7IOIiMI4gpl8xmQfEzpdKOv0JNjlZV4an2RHxZ+J7Y5FePxxJ4c35gLji9dTcxo+Jo6mv4Sqa6abE69+1LDAUh5vNRvyIRvxdBaeTMTpinTyMjvF2YwydH63ODDmfguCQZbhYy2wiuUsno/uSY6eGfZWhu0Rj5upMZDPgDLdyqFqvBc0/GI0uLiJsSSSUFYJLSzTIBsN9J6Lo72SxnJrbOBQTgBn7adiwDa/zFZsjdBlkKpu2HppIoBWUidGeG0WS8Eb4IkzQ3iHOW6HYpMgt+WyfIoOe/fvPNcwdRRax8ydwjGTjIGVBTP29Lqo8zMlcg1nx23HqF4bWZn5A7pWfRYeg6RhhGH7KooLB2YPlUhq5V+6Xcij3SD7y6VlsQr3vsCmGzM8DRFue1Z1KHbsmZaecFMWQ13acmut7J2NIzNeo7BeLJcOMQwMlupeuzHbpsjGhw4cZft91vuRwsPLQ8BAsZw4Be4RbNbQebzL4lrIBa8ZG4sPT8vfYV0kXd6ch3sPEREntEvhzx2DrU+ORENqEy7uvYt5GxF4+udjpRwdcYapTiH6ZCxAWScNUZT5W78Lv0lDGbwhYJTQRM9prp5UXUbeZrtQO8qKDXXEdtvAqgaIkoI9kCJg7NbcPYWb/qTj4WGuMXzgebbQon/Lz2bDGsZEfKnpDskEMKJFFlsPmizeWQjm2G+0QQAk0OT12/gXd2Rv5k/R/zTfCsWhCS3neS/Gcmp8/HI6hq7JRLyAGCxR7T12fuUNosKlIN3H+akuZmNERWKfcDeMa2XOlYeihm2QbWkGKfIqcJfbvP6OGWfDDqcxipr/GHrWxYV2jeVG+VWSnhm8/l2Bsvbz0E5tdeitFzK4QIsg9+nK5SqhpnBbNnkFGw7LIaKSyAyCjxdt3OGZO6qTJJIgX5eAsZaGfeUYVCAW8qf4eHvGsSkhA9kcAclSc359H69bPw0MeCnW7pe0MHtf3KfZVDpVqEnKWS7Qw+VJ+LnIJfk+/9HzcuHyDQ7aWq1QTZiQzfV3+DVy+Qb+yR2flR/nIzSV4Vwf0srsd8Q48QrMlqhvWbfurfOIbN+Ib7cnk37gMtkzzM6O93wAqubzp4hJeSGNzmgm+ckRLc94jI/ybLFR+paF+oBUJwp0zw7GYZfVICFZu1A3jIjWwwNptFBBPFBJPFJupxMNcoKXZu+jfrly7RWDB5rxdkHsDeR6VnJ59CU/mAfu5KseKdCcd7qK491CsxXgHhdxwdDfFd/RnW3DlOE7lvQif2tqbSvOvds5E+OJDPFjiTihi3cZFmhuMXEcwWexeNHkohs52pczT0MZF5ymSRzdQSZGRQrZIZC+ObL5ftGVqbxkio1O5Icidr+EzMakTGfU2PFNcPjE+iPZ2Iw8elfTy2PitP0Rmk3w8+5+n8IyG/8RZOrtviqx26bxLi5YOLrYd+VmQ+yO+u1ANrzTUOjR/rJgzO2t7toX2npmv2gVbrzS367LdWJovVZ/l2I4pzjuJfrmFZJcVXfHbs4NdWaPpPSu4guOn8vCij14euS6zuELgdoR7UWzY4pCNflMsp6aY73LhZ1I/yxd/n4zpnZ/G7axkTCNouTs0fGiTTTrehcdpvqIquCysGTUVu8uLgU+yJ+1GMLyfGoY5Fu0V1rctCrhAASllPfsapYPHv46q1z7HrIkr8O9ngpGim9vjwqOsr1gUuE8U4GWGs6+h7wfj8XrVa/h81kSs+PczrqGaubpG3nh7nobCOeiLcfVZf6bvsRKNIbvxQsQU+FMfVVbyNILYvlOmJRp/JvJYa7Uo4JgCzG4cgt0vRGCKdIFKzW60KG+HAg+wzHqwnBrWwPruUXRePwddWACDIjargt7Fhzkd9cMbi8hpSs8ERcUfr0iD6WjYXJfh4zGQp6VFerDoKdsiLsP6ukUBogCbQrwDzdgMGDkMKyGqQQPhaxHKosCDRQEGiLGjGYMZVpiWUA0505pOci/W6mW49BwqL/N5sQYNCXXh08AP0xRMWxe+/wB+haGDjs0N08ztktDqvnyt7BCCHkAyWEuyKFA8CjC7cWwuwjRjETi615evlchuLN5i/jd+9SDLrAfLqWH1vx9k4+Wq5/Gvc1Tb6lkPz1c+h4yTzytTvYvDMlKtfkW0i96IcU0NCX1TdK3ivMX6jUUBVyhATrRxBoxNQ7orz7G+Y1Hg/lGAzZ850dMwS6tdLC4qM2VKYy2iQV806rnwTG2/nAtffxC/Yju3ywTg5EFcuLUmiwIPAgWYDbe4OhI0cw6lnpPaJbIbH4StPahreJBl1oPl1PAo9nJUi5GhfgVCSLn+WG82iNDFE5cY/I6tU0PNhfHDxiD1kgd8w9dTQ5UBgc3F51tfsyjgOgUYfOIwGiArEMhyCLVpAOad8sW07ca5H64/1fqmRYGypACLzA07+X8KxLcEiX8KvtPMB/cVey35Z3Fo03akn7nu2iMegkwN1aPi7eXVEJM4DA0o5iYgqx+3GXrqGkmsb1kU+N+igK3dyKHKHw8okd34v0XDIu72AZZZD5hTIyOuxH2HivVqI//iOVwrMML5FpH47OvkHHH0hzPl0aBDe7xZvzwunTiEA1+cxNVHvNF6zByMNSDpFOMt1k8sCrhEAQkScytu16sDr+wLuHj7MROYZZceZX3JosD9oYAcYNp6ux7qeGXjwsXbeMw4nO7+rOQhfIsEtx73XUXUq52Pi+euoYDQGefLTs5DuGFrSxYFSpUCHKmvtO3GUl3hw/awB1dmPXBODTv6nJObsXbzSVwv742WPQPwZhHgWu2zDqFJXPwO//o2G3fkL1V+pgWa/rUEaGUPG59a+7lvFCi4uA8rk/cj+04VNPTrix4+bC6D9bEo8ABTgHoc961Mxv7sO6jS0A99e/jABNH1Ad7Ag7y0HJzcvBabT15Hee+W6BnwJkpF7T3IW7bWZlGgFClQNnZjKS7woXvUgymzHkin5qE7e2tDFgUsClgUsChgUcCigEUBiwIWBSwKlBkFLKemzEhrPdiigEUBiwIWBSwKWBSwKGBRwKKARYH7QQHLqbkfVLbeYVHAooBFAYsCFgUsClgUsChgUcCiQJlRwHJqyoy01oMtClgUsChgUcCigEUBiwIWBSwKWBS4HxSwnJr7QWXrHRYFLApYFLAoYFHAooBFAYsCFgUsCpQZBSynpsxIaz3YooBFAYsCFgUsClgUsChgUcCigEWB+0EBy6m5H1S23mFRwKKARQGLAhYFLApYFLAoYFHAokCZUcByasqMtNaDLQpYFLAoYFHAooBFAYsCFgUsClgUuB8UsJya+0Fl6x0WBSwKWBSwKGBRwKKARQGLAhYFLAqUGQUsp6bMSGs92KKARQGLAhYFLApYFLAoYFHAooBFgftBAcupKSUqF1w5ji0bUnDyOj2wvDea/aMH3vKpjkdL6fl/5GO0eyvv3RI9A97EM+X+yBVZ77Yo8GBT4GGWB44on392D5I2H0D2HfpWlfpo36UXmj+UwiIfZ/ckYfOBbEhbbY8uvZo/5HKxAFeOb8GGlJO4jvLwbtkTAW8+gz+LKvjf4c2Sy8b7Sav7+a6SU8Z6woNOAcupKYUTykmfjMC4DNwpVxHud2/i9l32UDfU8puPxGEN/sSODSmxndPw3sIM/FaoEsqtVi8sTgrEs6VAO+sRFgUeNgo8vPLA0UkV4HTiewjd9DMeeeJx4PbvyOcywxPNwlbjg/aVH55jLjiNxPdCsennRyBtNR/SVpshbPUHeJi2qh5aDtInByIu4zdpr/xDOq7XYiQFPuia4H+IN0t8y+4nre7nu0pMGOsBfxIKWE5NSQ/qUjKGjfoab8RGoyePSObjZPwwjEm9RMK/LvolrcDAWiV9yR/0+/OJCBzzLZqFTkRA8+q4+2MaZkUuQcbVqui+KBnDG/xB67Jea1HgQaXAwywPHNC84Mso9FpeHmGxo+BbnfLTBVewM3II5h25BXi0RGRqJFo+DGlrFODLqF5YXj4MsaN8IW11JyKHzIO01UikRrb8EweyzA/5PAWxxhxphtBJAWhe/S5+TJuFyCUZuOrVEbEpoWj8oN5HWtf/Dm+W/BDuJ63u57tKThnrCX8WClhOTQlP6ucPQzD3kTDM66XxXArSMbFzLI5QSKtZ2G6KUpbwJX/YzwtQUPAoHtUaI8fi4BeWjhfDP8WMtn/YwqwXWxR4ICnwcMsD+yQ/FDsQh5uvxNjXNMIiaxn6B6XgFzwJv4R1GPagB/Rd4qhDiB14GM1XjoV+q/0RlPIL8KQfEtYNe/iy2AWkC0gR6FWBH8LSnkfYbspOuUS7P+ZL/zu8WXL63k9a3c93lZwy1hP+LBSwnJoyOaksLOsfBKbj/txOjQlxmKEy8nu8kxKHrl5lQjzroRYFHjIKPMTywOFJUXCnHQV3/mROTX5+PsqVK2KnSPpEtIs98vA6NaaqgBy5b97C+mX+qPmnu7F/Tt78Y8h8P2l1P9/1x1DTemvZUqDoTk3+WexZugiJu0/hmlQ0TaW15VC1XlM0rvgTDn93Ue4pYX9wR+VnW6F/2Gh04aVZOchcNh2zt55ADu87oW88Xht/D5yE8C6uNRzmn1yDCdM24QR/gDtqNh+J6EmdUJtCSPlntyN62jJkZLMaZzeU8/bF8JmT0In98fYhRL+7AX+ZuwT+ZuVgZvtyr4xnW3XGP7yz8cnOgzh3Ta6dZs+uWg8tegzH4B4+vARB/3FkxFCD6fZozEz8Chel5hsinzd8h03hNHC7koGVH8Rh64kc8L/yNQRg4lhpj/oPlbqtmYBpmwQ9pT0PmxIu09uEeWif2+fFIvngOeX83MpVRb0WnaR97jqMCznA44+704/v4vbN27jH/t60IwaO8EftnUEY8fMgpES8VgolFgW4uGUyxiRmSvxAe23UawpiBjZ02nyaPvEtLLykOV8796SA6Jk8NwEfHcuWa/zls/MPw2hHPEflM8e3rER8yhfIEsxKfO7tOwDj3u+JhsVsEeA8OjMRX128LZ0vf+YwTAnvgmfcriBj5QeIU+6HvfO8jX1T+mFNxYmYF9oUZkuR9r0cW+T76FbuCZS7dxuFFYhv7e6deqj2zcHYufuRze62WwU06B6O6cPYO+hvGSvxQdxW5e5VbtQN4yKHoSlbwMUPETTmLPpviNBFsEtPfLHG7KVYlLgbpwz3sGnjivjp8HfKfZKuzbNo1V8945zMZZg+W6ydkb0qXuwSgomDpRIi008xeOD8+mCM/fg/wFNvY86iflSAyj5OnBr5Tq77IksnF//WYyjG+NtfH+OlebHJOHjumszbXKCi9vNt8dbgvuhx34BKzmN98FhI256DRf2kXQP2DBSZl+Zv15wlW3oN1Hm1N8JG012w8Sk+R4zfImTiKbw9ZxGUV8hv4s3Gy9dhu3LPGQ80QoegUIxoU9tEVonnAU2DUzDhdelBBaeXITAkDXXDN2Dq69Qww3VWJKJTT0t9hUxGdRuHSH4nNJ8iOTUk93bORPjiQ7gs5J7ZM9njGW9ET8OyDNfll15H6vWLqatGfK6XOxLtulHZ8WDf6nS3d2LmpHhZr/LbhcdrP4+/3LmIJ4M3IUKbsiq9C2/zpM9j/LAok/65aTBSxIGJbzH9nbQc67Yfk2QXXyadVYcghI5oY6I774fxTLyzYAKmpp3l95Pp+dZjSL62cQ1ASOzX8/WJWBP8SvEpW3ARO2eGY/Ghy1znuFVogP5R8+DfwI7gO7EUg5d5YbIivxzc41LXF/bPpdjyriAXP+5PRvI/v8DRC79q7FOZl2vUwautGuPGv3bhRLboBZR0RL0W/oo8KqB7MOeDtRp5y2yJF9ElRLonZtTkgDEr47FFY2/xgyS9/4Q3yae+g+Hf+jl4aX7sqm1TfIZ4uH9ZNKcmJx2TA+NAvYJkPDdAuzfeRP0qhcj6ZDk+PVeIwkK6uV4N0Gv8GLyWuwtrk7biay61PfF8wAT842QMFv/UAN1690T7ZrVwJ2sXNidsxCH6jqdPEBbN7mEifNQDkBROKn6v/RIaeefjzJGTXCl4+oZjUfvDGBf9Dap16I0O9e8gc6P0XLjVQq/FSWC9jDmkeAI3PINZxiZ3zb4q1PVF+/ZNUav8HVw6tBXbMi/jv/BC42FxmOlXD7hxDifT1yAuSVJIbtVaIyI+Ai11Gs6eEaM2WxIB0aBJXZTLPoFvz7PmS2q67Ngd3l+k4WabQAzu2gweZz7G6pWpOHaV/lrLD/MTh0Erhy4lD8Pgdb+hWd+R6NOhMrI3JiAhjZQvKsA3NBEzjB2rTvdZBW/MXIkJ/0+TgiGBcPFfyZgdl4rTtx6Bu0djhKyncoNSyNKw8xg0/yc07t0bTcufwa6NaThNvOUcYOE2doX7YU6mdL5+8xMxzERA5xyIwvCoA/i9ZmN06dyCzvQ6zuzZi92nJQPB8/kAxCzw19GUc1tOJhaERWLHBdnzNsoAz+cRELPAvlKwIzNEA/lv5LJ5N2iCuuWyceLb89xYcqvVEd29v0DazTYIHNwVzSrn4MSBVCRuoLp1mOyRFNWWcSHY9kKULRhFFvF7yHaUb6e5C1cronXEQgx134KpMan4xScUiTPa6wwzfh6xx+DVsBnqK2tjzcDzMaH8IkxIvmk4K0ZEX4Svn4G2XtT0uSwQET8PwBqqSywF9tBQ0XBv2r2BN+tXQWHWJ1j+6TkudwrpjQ16jceY13Kxa20Stn4tKXB2xhP+cRIxi39Cg2690bN9M9S6k4VdmxOwkZT8PdP7W3weyFpmVoZk36kpOJ2M9yck4dxj5IR1/gcaVSG5k/kZ9n4lOTjm8oVonfw+JiT9gP/WbI6A0IFo83xtVPcqxI3L2Th7JB2bN27Fdx4dMD32fcnpLNOPur8n/RKwTqkzMzNQJD4JSaGeQ7dq8H03DEM7/Q21iWFyr/yAfUs+wLLj9TAqcYah4d6+YXVxSzhClh/TgZmo23VDtdYRiI9oaXD+xfO02fRLSB42GEkXGiDow/noQXTLSgzAyE3SWht374HXy5/Exo2HkNskHOu1fF4Epyb3s8noN+cc8WM3tKhyHZ9vYTLeRO6RvJ44KBbfuNWFb/v2aErBuEuZ6UjPkGSGex0/xC4ZhoZaT4X1dA1eh9+a9cXIPh1QOXsjEhIkuVrB1/bOkxcngR5cuMd1epO6FXHzzBGclPW2b682uPjxEdQdEIqBr7MFnMCB9I3Y4f83pwAAIABJREFUup+twR11esVhaeD9AcNJn9gOLBlG5Q/YranpLri4BeEhy3FMi2aj4XfzO1TWTo3E56HpT6BD7w6ofyeT883lu64DZ4j96u9UUS9yDraE9EHC+b/incBXcWfXRqQRMxR6tsa0FLMAlHwHbnfXlFGa06ps9IUdmVFMeSd443h+TTTu8g6X/7WrV5Vl5Q1kZ23H6jmbcCxXoutj3q9jeHgPlPt8LZK2fi0FHUjf9xvcEPsS9sK9VTcEdO2AZ6tew3FhbxWagUIJkKWvUb5BB7R/sxEaNWyEWixOci0LRzIP4JMdUsBUz5+u2TZF5YL/pe+77tSQ8FsWGEIlVZXRevxCjJejDYyxg7e+gPC43ii/NRyhK47jltszCFi5DP41Nc2izDk1Mcy1DaVPdl+E1dR9bh4/uIQ1QwZjX1MVUazgdDwGBZOBRg6Bm1tFtJ25FuOayhKeok+bx/bHipPkEPhQZCeuK5k97IL742DbzYgTtVPKvp5Ex6mxGCU8buYADNuMykO74c7KJdifQ3XhWuM5/yTih41B6iWtYSdYx9yIydkSgj4Jp/Fkx5maCDsJv/hBCE6lWjX62NBArI/ew5w3VZF+iagus4HwFF2kTBI0R3DLg5B4PtQ4H8Xdp7ylgoxovDP5M+RSlK50FNkJLOg1C+7TVhPggHziOTsxbsA8HL3rg2Cn5W0Uud88CWGryJip3Q9JKwaS6a/5MOU+ZAtqjFyKKZ30URRtY69bwyB8OL+HxuCRhfpZMgIadERQUG/4VKXn3r6Ez9fEIUmOdsGuUrDn0WxBSJ8EnH6yI2bOC1UMTZWH+eFj0erhOieLNVP6TdmPW3VN9khnGj9oAv4zaD31Nwk3IhfbyMjNeCtRRZwqOIY4ys6k3ZZ4ou3PLDiwA96hH9J35N8VHMD07nORF6wiVeXsHIcB844iz43uFxrg3XVz0FOkNfIzMXtAOHYThHmVzvOw6f1GFOZm74mG2+RNYP9bOh9hBP+Cyq3HY+H4NlJmhRl8wVvxQngcepffivDQFTh+yw3PBKzEMv+ahNoXiSHz6B6wRZg6vkzpSN/Js5FLxeeBIjk1BXSH/WbiXMdYLBlmyE5q5UsVasZOpmZsIRjlXpUrZvJUITplcQ8dh3dz80xe6ZyNrbxz6tRwozsJZwufJLARzd1XFiTJw5Csd2SZLf5gblgp98O9JpoHSIY3txuOC2OeRe0FX2glhIlTI3qASCakkkzwApOxU7A/zxOtp6lyVrqzn6PpPA2fu+zUMLk3A4XhyQgVByo7L0fyZL3Jlynx4EdVR2HF9E66bGLBlX2YNWoW9vNglx6J8suoLpiNcH0mXTz/lgf5A5o7T9nXY3EUiU7LR7PRKzBdkZM52DluAOYdzaN1eKBlZCoiFZQHll0fh5CPfsVjOZdxtbAKOlK2UNlL6TKW7mmmTg2/Q3RGt1jVRgBCB74uG47HsTEhQTLgGQc8E4CVVCanckAZOzW52xDa7yDeXD0bneSggiLrq3TGvE3vw5mILBWnhsB+AoZsxTPiDAtIx3YkHYuKdG4pdG5aEmsCDrreMBNalZm+MHlXceUd5/s4nGum0Rs6jmLBsmHY/NQULBlaA3sFsIksbxvRewNDUsBMPHYPXh69FrPFYcrPUXQk6O6uZzav9IcC6j32n3oGnaJIP9X6DXe9quuyMdKXmP4OBjP9PN+IwscT/i4/1YltU4Z37GF4tMtOTe62UPgtOotXtPCcOWSoBR5F1zUsUstPCQemd8f0A3kU3V1BUI91KfxGl5vKBo4TYxgjDrxEZskapB+9gF/lUixj2YhCZHY5x9/CWJ0wYAYcpaTp4arjojmWEwvQa/QOwtRXGa6AlE/nnU2RwpUWW57JvrjzE4jMTrJhKBSxhyG6IYxwkv1VyDBJJgkh2R1mTg1TZqOxr34YVlOUSRc8vUyKvh8pevqlWQ8OvyBhabQPDZoaa9if64kYm6ZUOTJDzlxdeuYKGXqtZPsk4RC4AXXCeuJCDEP5sWeQFOFKMEG1uDoS5HMQvzyxoBdG77iOhkGpmN/DebyfZ6uS8uG3grITxG7Sh/FFT3zSZAUZuObQc1qH2IfKT4STW3BgOrpP/xJVTeG4VUOYGcta+jrbOd/XvvomkK+XyXghh0U6fF0EUnomCT5/Eny/UsZRt0fpr9yoW+CFmeJeMKU16CKGGvjiWBxr6s2FLwd4kO/ppd5qPTxFjzvtaIbN3PlXToPzLB2H6rhoNirx1HEUsnuxnaJ+jPMpUzHh1hik6LWlM/LY/7ssP86+or030v082nWN4sxJ53aAHJReWEGZ2LqcByTZYNO8zcptkpdgTfpRXPiVlQHqjd6S8EBRnBrGE5Ny37dfyqmVL8JxJEqdp+zBkE3XyNDeTgGN4pO29H7peqZG0MdUXivXl+mMT9BkjWokmJeysUBXANZfsQOlrHUMbRDYTJwa2THxaheN1HFNGTNLQAcVjQhfucR/3ZH6oiYr5apTw/RYdHnMMvShXFozhIyi8+SUr+dOOZjumuWOaYYgh3JminOo5V0KKvjNhWeMLSiDFFA7iUJtcITfrXhc724yeoDkShcKpuQZ+qG4vEmojBhaV81t0jNp0QaHofQ4S/skM6dGotsVO7DhWiRSo3NWtk4NszP8T/TEJp0cFDLJy8ShsKVZqTg1HNjnKNopQB1mGUr2bolWYdt+wV1WcePMqSkzfWF7LsWTdxKtV3mE2tpbwkqgPQz59FXEz+4k2WMi+HdddfjEvSTlbA6IoYChaPWzZH+kvzgET3++Ant5SU85PNNxKmLe1weZxBm7UcD6UwPykrltUzZ362F6qotOjSTEl0Mf1WYKapZHjGI4cxMs3p+yDr+qwllj4GudmpzMOIyOPoOXg0IwuHU9fBnZmVLLheQchKIXRZLXYoC+HI2EhB8JCaOxJJSkuREsIm0a9B3mQAw8jV6fkiNGho/ZvpjgDtjXBkmavhFhbBsNWYXpdUrTxKnhwuUUuphCPNsTNILVhGHL9Ies9OzQg/0ilxRYd6ZslIhjSfbJonbvYX/rpTxKIQxZ9mx9hqOI14IJ/awBSDbiQsvK9K7JJTd9A48YTacMgwZljp3xqMsI0ka3bX6sOuBMKUvNrgVIn0h8eKWPbeZH+X0ONo/siRXf0z8oBrSzvTNjIwynuqhOpjNlbfZ3c9AJxmujcTVINnApitw/uQHWGQTkZ5PfQnRGoeI0F1AWpuO8/yIolcpsyIth92hx9QQbR1ISumZRPVqh4oxrBD47v+U1sYg7FiX/cF5eDqUciD+RKZJZHojRZudo3/6Utf1VOUtpTzaIVFRaGDc6GmdeDkLI4Nao92UkOlNms1CJnpaMB1x3akg2vb0ZL66WypzsfVT5oncc2b6e7BKLhOGNbSOAJSQ7qx2fOWWZ3PfF+if+jsBJDvr07Mh4W0ekgGRJR8oAsKsjB71M18rklR85rVqERXsR3B14TpdJ0D+wIHM2eofvxk1yXCWHXvzdvlNDIVmkkaHzqOBvG0QzSZ5ua6TZg6tOjT25zfUDlR7LgY1jcb2w9tmVakWBI/mlrI/25HcCPc0glnMpANk9ASfRULnz/G6trmIOt22GXMezIgmoHCNn2GTZeyCviKMLeFBhLpZvEX1wEo/5j3kfPR00K9o6NZKe3fGcAxjtAsoo96aM8k2yK3U6pWydGiYHltdeTTpTX3dymYJw/SiC5Zj/pcNmWbcp+/NQkQKm9oNErD8tGXOXb8F3cp8m61P+G/X7jh9IBjQ/oyhcH/QhyXYmaEz4ns5j36zRWIlhCKm2nIo/jCh+trQqO31h/q4iy7tLazDkvQsYYBdKngUTR+Eq9YSpVQXSvU44WUMdWSHupalTo3Gaddm3zzD5rXk45u4GnyDKgBI0YDrPAjH9q8mU2s2gypfdzLYpoWz/X/i5i06NJDxOdddGzxlTRALTNSk3qm0dF5yA4xB19twCUZDAFKcmlxh38B60WKpJzXIji7QdM0qWNMHHVOr22d9i1OwHKYP+597V1GtLxyN58ZfsoIyJd2shRdml2Y/WHIbSbF/MqBmAU3036EtohJDXGE3yAii9u4mKBbTvMHFqmNJb8zQWJVN5kQ1nOXNq6FLI9cQeradhu7PwrLiIirIrxj6Fwc4ihgsqIU4YkMVSZFSysG8llqzbjSyq7eafu7eRW+gBL49H9NS4l4dcNsyOGp4rcrAC+lR4Gi27j8J7po39kiDK7KQ6NUxZB5zvhgluG+UmTTcqJeuO8OlyU7uQGYLnFIEl0embt2TH0Y4EEIrJbvTG9HzX4Gk7s33s1Yor5pd89vaQ9JjyW1KZMoXMQTS9J4IfPdToPufng2ghR/CYklpVb50N/LjkDFW3A8kr+Fbj1LDnTgOm2GQQ8/Gfbw7iazZqvvJf0a65a8Ag3Ek4RVFxTUaP0T8S06WINvvw/qJgJBwHGa5qKZ6tg5FL5BmMPS0kB136rSjHEJG2kvGAy04Nu6NJT2Naq6OYJgNluFN/zMhoGdhEHL5w1rTyRclA22FQujs1XmiLwNARaGOLLmLnR/I/s+w7lUme5H1fDfF49nEJKMNB75qpjOePMxoorqPAMZ7e/CIzxETe0MQIZTJ1kaeSJTTfmAhsGSsFTGQuM4QoaHTejQx/3lMjfvsyRqeRrhL2KafRJtSjWnzFIDJ1aoTBub3Icu/u7VzKgHpBEo/lUL1pNwwf3AM+WlQLijS/FZ1B5VV2osg6gkiBlbSbqp7ivHqmj+TAGYln4tSwgFa/DEI7o0oD6VRUJ/Xl0Wk2BrzpeSjl1LQrAttp+EI5XDn2gwzy4bjfxFZOsjNcBE8nGUvhHDjNPji+GQ7+moOTm5dh8dZMXMmXvnYvL5fKdr0gVJjyY9J7N6kqhQG3CN1XrnojtB84Av6GZnNFz5hm8CX6i/40IibqNXwB5a4cww+yc+NJv2NVIUwnDIrLRiteXn8UkRyRkBUGpGF0hZWYPp8qEwbMxKROtXHetCfQ3NEoG31hcs+LIe+c2gBM7vc+jb5KAECtwmAVE0o1jXIPxB3Lxtc79uAg9XOfPiXJRrdqvhg1e4oESKWVe9pgiAgq8ECzL44tW4ilvGeH+s39JmGmEXiEP8fWttExYf5/8M3BryGp1HZobouuUmyO/jP/sEhOzYX+2pkrTEGtQr115Bx8HkNlKIc5UtZdVMXrk6ip+HXRx2Dr1LDLOuIyQR5rU7NCecuMUJeVk0RdRr81S9CL2S4kwN8+3BEfGw16ObJf1TTyxzzmaGQUqtEpHuUdfRVBvFxGWpt+X0z4b0ajFCP2vokBp1Pc2kigHadmXR07MwxK2akRpQMGp6Y4+/Qi42JN3UTVgNQoMiVr5OQGSGlUqq+iZvjJU95F03qVUM6Ok6qUfMhrr03ADJmrpmFGGkWmTUvCJIdvf2uVN5mynn/mKVy7VQuDR3RFlROrELsqAzl1DGUSFMXtTlHcXINTo6eTyeaEAaMpu3JMAna+61DHzqyOkjo13PEoDJVK10zoqpQvarOJsrCuLc9RYsGB6PKzNOcs7UhSrBcMUW55t7xemxx6bXkOo80/GxpgXql2eeIgzM96Cj7et3GSgBruPe2PhfROZ6NLuOF1ob+uLE91wCQEq8O3b3JEm6qvT8IiQkUSdp+Ng8Ei7yMog6eLZIssqDD2zGSCAx5wowAOz/pKH5edGpap3FMA94vl0CnsXTS6vg1LFu/ADzCWuG7GyJ4r8L0uaCKhZ02Kz1CRnswYUDHOXVdRPEiUAk3/oKa/wqyvS9q1beBKJxv1tGWB4JeGrkdYK/vrOk9Z1sWe0xyDDjBesytTxbPVtemj42Yyl3pMFgzAhB1X4CED19xcwsphb0IpUeUlbWH46tU4PUCHiVOTQ06AP5Vn3iuy3HsOazrtQ5udjK8KkPvjFkSGUc+YLljImU2eA+SKU2NbtWB2t5QTsXFqmIHVB6d66ksei1oixSse0h7R9eXqBla72e+nNHdq7MtVhQOEoa4LSJZWpoYNY/WjjMotAjsagg/CO+H56l7cOTAz+pl85tDf3FGhWhECx9gZPRHUimxbQieCkzWo19IsGCqf0e/NRuv6rvJPxmPYmFTqBaFMAS+t9lBQLa9QGRRuS8ib7uRYVW86CJPGdsRzMvyWufwyLwkrG31hdi5Fl3dObQBGu+W1sZoc+p8ZYuWWc1Iw1asRAmfHoNdzcm+2qVPzDQjoEXcINOPQgS8IVIOcikb+BMoiQIdku5PsDRXuXN4Xt2u64Obaj7Dtm2/wNenCgkcJFW88gfHo0aYkCWqwbZT7ybM885H1lA+8b5ODlX0PT/svRGKAM43qui74s37TRadGqvs/0kGbqdE4Nfk3cPlGPjVnJiEubg8u3NWiQdgqPNODMmYX5AjqTVFuxRvvjqF7imEydQEdLht0qWMg+TjEMzXCjJdzHO0oR37N9mUvhW/HqbGJ9OqVvBJd1zlTRnZx5tSYlJ9lf439uS+g9fO2fSe25WfF3edQ/BQQgf9OSKZmfnXNJxf2Qsj26zY9UuaX4DxdtCHYdMkwgM+eUyPOTJSA8IfKUcZcUt47yNnUhRWZsg3ClZFqHTkXzDue05VVSOWDt/V9CELBKEa5RKdvuzmOOkqlW5RVVMr7nF1/Q4mY4eslc2qk+7X7ZblEwUhXTWRUaqKXe4wMTg2v4ddm5FSLgBtON0wyhILP1OyhVNK3wGuGLmDB6sv99rTgCoTlR6R+pm2orullskdB7lQd6aDL1KhOTT6hfd1A/rXjSIqLwx5Cq9OCkdgoaHbe+1sb+paMEewi8oAhc1sUp6Zd7BVyGFdAbntTSjvrCJnHRYkwXDWBGYVYZPBeuYZb98qhUk0KFMj/nn/ja6wMieAgJq4GHnQGoDF6r/RX2DOei+7UVHnuNTQgtGBHn2qthiP4DTEBxcTYYetaUplAFMyy3+LJQnZqspSSuSDP0DH2MaoQzrc8G6Bjx0o4vCkD16r8HZ1fu4Ujn13Fs4HTbUcQ2Dg1Qu5pSlkkK8W04oDqtqXySS73HkWkfxYGaPYl7pruPIWsVIIrFEXen4sXWj9viz5oUn7G+0spALHGbM6MjVPDnKIEVJun79cRssuVcirh/H5GskrtP5XPSakAsD/bzVZOsjUtQWUCKjBWMWv5SpTE68u4SsupkQ1YFhjT6CZ7mW9xjjUIFEkpvRZnY1PmKBxR8/I+HoD49K+I3jgOTXU6UVNardNRTF6kYmrf5fiWCGSW+XfVqSk7feHoXFyXd05tgBpqT69H7hUKgOYi6+M5iE35gYCuKuCNyE2YwKDKnQYO1KCPJ+lIadSF3Dv14ysKWJPo+SQDRFdpowQcBbiWrgXY1raR+JpVE/lRxQErb+QaVQKb2lbdBYAlZ7bKn//vLjo1ZFZSo/HkO6GaA2EED8D5AD2ChmJQK4LW3KlZV0cL/an2gah1rxJzH1eYQEJqmesxzYCQJhBcHjOUyLBSkz7UD+CmItfwmuBo3Bqu1jXa7ospQWq2nK0aG/yYBXMboyZCsehqKs3KLFhT63u4MECLJCMYyIlTI9Kv2igWKaS3PvU1IASx58nNs+f15RbF22d7fN5/Am6N0Z6xqDtlNr0rzfxfIebtCOy9ZSjhYOsnA3MHZRe08ljwjx5UwqyMUNCOjNL+n8B3ndSozj5c2H/+qj4rJhsd2ucKAa4t6WNO73sXBiA1sqUdFD6hMO6q0VsX5ICj5zpzakT5hJmBmkv76hN7HM1EX4HOaCIDLW40JqVdgoc2pa7hZ5GpYfM4toQMQkZ7ISjFpmTgiTOqgJb+Ip/JFQ1iE29e/hSvLNYbPrYK3uCIOaIfu1+T7yBUBiJgX5VKCwL0mV7FaFONV1OnxhjZF7/TZFyc84AKQmDssXPZqeGlQ4UI1U5jFzJGU27CDU/W82Mse3XCc7a9jS4wKX3lckoYRpx4E2unduAoYuyjgDAYslLqE4vu1BR9KLGJscMN4bWos9Qgq7VbFbLTFaAA7e94acdBHDlCkPtHv8SPBJZRu8cCLBzyV/MeJhunRtBEj4rEI/Xk4BtLvvTGLkgHrULdNZqSN5k3tMEFUZ7kRvwiyVGi0VufwtcEOVLpzdIazo7oZ+PUmGWbTcpaHbKZoyyovYya+kBbOSnJ4rV1lur6evVLEPqwCjpr0erszlBy7Z4o37q+CSN6JeIHg13A5MA0TLEplxeALc3CdlCpr6FcyaSMUFQ5MB1lnA3nKNNmLofYqh3bGi47NWWmL4rnbBrlnXMb4CdMfvsg2uuC5BpnUMhgp04Nq2CWg5zau5VFVQwjN+HXak3QrWUlfJW2Fz+x811NQVldD6UasLaViba2jap75SopwYh8nbvxsg2iXRH5+SH4ustODffMw29ipKbxitfYHnxTicAyeuRsHomerItaiX6bl5/1++gvKk66Am2nQSgRxoa2npRHnSPwXbsoLPDXQD/nUrSkXzSOVFJnuUjQxt+gkihZoma4ndSstfDaO3qkFpN9cVSiy4M1qBlS+UzskVsGFCjhOLGohxYq07x2XIscox+r4kjQCDQz1ly7mBDl5PQib2L9FC/pYFGpLnT7RLy7kMHwauFB6WCKtc+6vF9l01/UyJqCGuagTEB/LwS6lx59hgvPVGNkwY4CUpo9DQYCt62XIWBVPSRqnSO217Hn0EueNcG+JoAeVMdAQqPbcdNAJ+b49lqDugupV8wEOE2alUSISE/qoVSdygJjk63mB86cGgVlzFD+w4bshUasx5lKmrUoTk1V1aExmwFlzNTwy0t8GLganiHxiNCmwmUBfUNBIBO13DdUNEQZaSqdmnaNypcpmCj3KNXwkM/z27aaaKVdArJzCsfNkZpggAlcKgkeuUxLBTUwLT/r9xH+osDzqnDqHi01zcbOeECgEZrAervs1HDkqWQ8HaPC4YpzdlcCOcJ5Yo6aBrr9q01Ydq+t3YFv/BxpvokeItgph9r5goqmaB+x7A9yamjFzOgbdX4gNpkOA1Zlpy5LyXfqLDuuksOlzLSNU+NI7lXVA1/I8M1JZysqhveXUW8jxWe9AhQg9Koa4VdlpQqpLL3z05f0oxEKrmzHxHcX4mieLbQ1o9+Ib7vpdDjfuY1TIz/7FTUYqUSZPd9A1McTIABp7XOaFBD7opVJMEzJ1BgBHdSnmcpJFkgZdR4DN5kP/RUjDqh+Vj9XqLScGgX2W5tNkcFGzhAohhatVezROLJAyC6zcmYl087kmh4621GmTQTCVIdX0LG0nJqy0hcmTk1x5J1TG6AqOcR+WFkzRlNGKp8bNfQrwXWnTo0Iql+3QeCVhnUmI5MarcrVbodg6uf0NU56FpVGBDhn49SY2Tb8GFkWOAruUWowRwJE+RZt7fTtFlf6/xl/57pTQym1zyb3w0KPcarRwi9cKNKrv43QQe1QXu5duMqGESkGuInCE05IeV/09X8O2albsPenWzrMfaHgvYzIH/TO5NGR2IrmGDr6PbwpN0cVnE7Ee6GbkO39Jnr7/IytaTTtuE8U4mg6Pf5zCEkzY5F6q5VuRoh0YCb7kvHNv6/eGt26eSN761bsZwMyPfWetpiRoGsskzSCUmOuZ1R5QOH3XTFfN2jUnqBRGwFtIu2UcuS1vIe80IQNcat1hwZLpmMXFXgyiFrbAZbF2ycfFBd9HLU6+6O1x9fYKg+kcjxTSH8VpGzCEdylQYdj4t7Hq7nbMSn0M1TxvYtvs19F6KQAPnwzfe4MLMm4Cg+ugBri52NUJ/psAQ4vGIe5+2k6nQl06IkFfal2ebkBJUia8bAuvxXGjuuDKpnxiNrAhvMJxaPOPjHr02GOy3tzbuG9WHWeDNsRG+QlAWHYgZB1IgG4QxTxPbrOn40emgZuZ04N4TbLsxgY4EFH9O7gjesHd0jT0z2oBj0+Dl295Zczp+Z0W3S5mIBVx36jDI2+3lpZoplTw/6YcwAxwXNw4ll/jB+hNiZLg0OpFtynB7p5foGNhKTWnM+rqoy8H9MwK3IJjj811HyALjc8vsQroWPx9rN38NVids73qITPtXk2nAcXemCcMixODLarjrdDB6Fd+RNYFbsKGYa5HWZAAUyGRR8pD9++/nguOxVb9v5E5QbqgF5BH7s8IA/L/CHPfOiry06NuL9HnkH/yGA0vU6zs3jprur8KwaZMcv21Rz8X+Qu3KnWEB3av4N2HRqiPpWfSYOBNyFh036c/82DMonxdC8EYxRHPWnQfUxopD7xj3NqWIYxfWIwPm0ajdk9amuyqzk4EDUcUSQ3bGUnW7kdmXtxHYaEEARubDR6ct2iZr4dZqZNemok2ZmBW6Q3RiVMRJvcndQbsx2Vmj2OjB9fQMSMoXjpiZ+wT8g9XYMyG2FwFK/SnWl5fRVmLKEhvIXqvBwB0VzdMNtN0kmH4NWkG7q1oAHXZ/YgfZc0pNp0ThynXyA2VAvXzE4zc2qI0hwW+jzqky7oWFkaQlqUYZJc2zJdsO5pxBqgqhXIaeNMJg3b2pOTfFbep00RbRjezRFWJ6VRAMp2cLU5RPhl7F0Ujy9I1TTwm4Y+Pq7dGXHnPZ/vh6mz/g81v43HuJiraOBzBifcAjB9fHs8RaiLyTFUIvwDG3fBgpPAyWNPok7d7/HPiBlY/wP15JhkY/gKKGC0bEQYUvK76asPuJO0GF4zDHOCFCh4/XwlaTel6NSUib4wc2qKI++c2QDsarPKgo/waMeRGNGb7LyNS7B4B5WfQTN7yeDUtMjKxJmKjSXADhpM/uOWaZjAZuWZDch2wj75sl2aQmevDrFWf2Ru20h/58GcL19B6Ni38eydr7B4xhJk3DM40a6x70P3rSI4NbR32Yk53Gw24kc0ksoTbKav0xCsN8KpYVdMcDZXeGyS9uiIdTTpmE82gnvNNxC+aAKkALFQJG7kL2jTtIL+KozhqWvu8PLHLPkSAAAgAElEQVSuj2cr/IbvT57DNTYqnn08/4JXXnoCV45n4Zf/VsXf3gnCGH9f3RAz5TRN9mVcn1uFxhg6P1o1Rs+nIDhkGS7WMptK7wjlR5qOvvAqNYwl9EFtB4Lm9qGZ6D/1IB7TDh3UsiCDYpwzGrF7penpMiHRfGQ0RzKxQbQpzj5ZvWbyaESsOy1P7CbD2ncUlk7RD4RzfDPIOFozFpEfimeIAZ41cTgmGNHK+pnR3h9R81jDnRo1seUP+W1MqPtTQ22yoc/KjC+pTrZB/yjMowzf73IWz81swrb86JzMBQibfQ7/mDsf3fkhSbWzi7Oba/i06PKAOwcLr1KpZAL6SIevINuZz6mRvmPkR7ox1JzYDeMi9YhuSiOqi0szLwOi4V/b51GvwmFk/9cdVf/SkPj0Io79cJE35LOPW7UG+H9/KUDW6QvIKVcHrfqHYbQpOp30/ZwDMQiO3itNaNachfmgXePiZSfmcDPMjh+BRpLgQeaCMETuuKDwvl6G2Gna50GRCKyTh/KR4MEb4QRsYtKkacMDl6nUZCCVmsgixiGJdfXxduQBQ20LD8Fycj5lKajIzifkjOCvT/dC3NJA3UBWzg+5PyJtcRySD2pknnQyNBm+Md4JHo+BTR1gResWr67PRbax+zXHwzdL4z2G3jxODEbHMdj61HgkhDbheumrmLcRsZePXnX6MQaeGAhD+OKv8Pvjj8NdRqtyr2N+DsrDTZwaXuuuk52uyD11uVIgIUOWu/TbztMRS3MuSIHwfy/UzW4SvyPduG8ORsfKd43/MxtMORLRkzrBFAyP7kTie2ORXj8cSeHNJb1uBulsvHNFvsfSvWVVD4k1ZmBzCPMaWBP4NIxbyJw2p0clfcEGDYwNBA3HmK1PYXxCKJqwDfDqjxDsrST0ifHZZmVOjvS2g7UZ9TDRxTc0keDDKbullTXsHBTbSHsXtHrPzntk3f1NO/3sNR74SKyBGZtDwH0wCkpFDY/ig1lL9HE2p0b38NLUF+blZ8WSd0bb1IRfWbXD2MgPFTuU6QOd/WTM1MjgOL+4EzLr3bskt5m89cWwKQbIe5JJO+d8gOSvLuIaAyCwcxgMBc+b9PjQMf76LI4j24Y/i4I2GtvJrUID9I+aB399CVCJWODP+uOiOTVsl+Sd5hZ6wUt0pfKdiwYu4BHPqqguI2k4JQo968q1W7j3iCeqEmKIZOBoptra1EGbPFEGKRB/KVepJrzussave9I/6Z7tSDCZ7Eusj1pwtY244ikFuTeQ51GpGHMi8pGb6wYvF+iUf+MGUEltAjbdgUKDR+BZ1WRyrfZHZufnZJ/85+Id5SqhZiXd4Ts9ZuUL8jOMPFLAG/XovGyeLTeC29BfQkMJX8wihaSyKzdCt3GRGGZjxKl8yfhCWTaLsHx3AdVeaagfgmrYSUEuwap6eSkN2MgnHiGYTheOzSFN8um5bvRc1wx67aMEPYp4z1w/IZtvKmcjXSbOX+65l0G4INKnKPwg85m79ixcXhudZW4h3Rk97ynrc/WeyzJGarB3fl9seMDl9br+xfwbEj3194JBYP+Agr/5mBuimseL30virgjy1/Ul/gm+6bpMdWkzJKv+nXkQZ3OA8t5N0OKVp1Q54NIDdAfEgXSMd8W+3FN/K75j5I2z32ShskP5VURZYarXzTcq1qSTqUWhSUE+jXosh3JFF4AO3kLO3NFP8NHWT3HoxBXk0xiAV1v2RM/+rzm9P0VZuqPv2qOL+f2mJ5naP+wNDKxiOuZsP4VrBY/C23c4ZjKHlJWch11F8Ib30UhZSAHyGWuVLjGLTZJS1Rd2VlE0eWfHBtA9W9wV5/qA/Uz7fnv6TwzbHpUwBV2eKoq95KptI21Aore7qX1a7EP8k/+w6E5NmW6YRfRDEbGepQBt63/L9NXWw/80FOAlFrOvoe8H4/F61Wv4fBZBYv77GQv5409zgtZCLQpYFLAoUFoUoEBo4nv/v70vAauqWt9/n4gcwFmzJK9DZvZzyBK7NGimaWnOl+uEAymKoDigqIhioIYKgjOiqBCi4iW4DklhzplcRbPUNHOMsBQVLUDIQ///t/Z09t5nHziAKck693nu8yR7WOtda6/1vev7vveDb8JVoGoNoTYMqxPzO0Vt2FV3gW/0XF1y9oN671/znAuUgzg+4Q6cuvRHP2Ivpyk8P60pC/t/DUeCP8Sx3nFQV8P4a1rBn1p6BCTlwwZMtpvKLJTgx22bEoBl5dJHR2rInbov+Rbqd2yGOnmZOH0oFYk7D4qF3lhOSPd52hjfsveVP+ExQYAl0e5sn2hWj5FEJUh5QFWs7zHpLO8GR4AjwBHgCFhHQEgK/wb/FIpLSvXxWEjYwglYSDlV9moRkHKPoygxv6+NWriE5c58ilYkfNMm3kr9m3Lfr4rUQKko7XesgHE7NK5hS9/roqO3D6pEc9vGFrSKuuaRkZq8w6EYOT8Vt5RkENZMKR7ca4pFdd2ydpTf//ggwDTaTw9Qy0yLcbgZrlqZ8Menx7wnHAGOAEeAI2CEAFP6WuoYgoSJ5qAs8TpJ4TKPCtqqJOHLN4riXvbHhJ0I6yWHLTEj2QPXvCNQPWwCsidpJfPLd38qZusUkRCbuy/mCjZZz20bmyGzcuEjIzVie8zxjuy/Km48eFmHsWLdz+ozeJ75lyK5nU068cMjzsIlSFvtumKhwnvLEeAIcAQqHgJWq64TFKJimrWiseURK1EkKbGhzlPjcQKdh1zHaqrttpxCmmyVACmPPawYbaIcr1OfI+mzY7h2z5Yei56aVl9y28YWtIq65hGTmrI2n99fIRGQtPu35TVBI8druJqRh6f0srcVEhjeaY4AR4AjULEQYAUtFzsssCh0yco1sLo4kffcsTHKDfX/JrAwpcuJM+Jw+4V+6E/Ff45v24sbjvbIq9YfoSH9H5rwwd8Ersermdy2KfN4clJTZgj5Ax4JAiSZuG9dPPbTMUjtlq4Y0r+1sVz3I2kcfylHgCPAEeAIPBQEWHHg6dcxRleAUywOehDN/TeSvLLjQ2nKA3uJSn2P9PfQoN1beLVEKloPrCX8QQ8bAW7blAlxTmrKBB+/mSPAEeAIcAQ4AhyBR4mAUIBz24vwDx+BliwV5efN8B4Ti7w+S1QV4x9lC/m7OQIcgYeBACc1DwNl/g6OAEeAI8AR4AhwBP4yBLLT03C9rYtUqJZyGn7JRq1nJTW0v+yt/MEcAY5AeUKAk5ryNBq8LRwBjgBHgCPAEeAIcAQ4AhwBjkCJEeCkpsSQ8Rs4AhwBjgBHgCPAEeAIcAQ4AhyB8oQAJzXlaTR4WzgCHAGOAEeAI8AR4AhwBDgCHIESI8BJTYkh4zdwBDgCHAGOAEeAI8AR4AhwBDgC5QkBTmrK02jwtnAEOAIcAY4AR4AjwBHgCHAEOAIlRoCTmhJDxm/gCHAEOAIcAY4AR4AjwBHgCHAEyhMCnNSUp9HgbeEIcAQ4AhwBjgBHgCPAEeAIcARKjAAnNSWGjN/AEeAIcAQ4AhUegSsb4TP1v/gFzvBJnIG3VYAcWOCDjEHLMbRxhUeJA1AeEDiwAK7L04Fn+yJs+VCYp+UFxHgnoskq7fwtD03mbeAIlAaBh0pqTFmnkLQpEWduU1OrNED7D/rj/dYPujhWAS59GYOth67hHr2m9vPd0Gvgm2jKqgzzX7lAoODSl4jZegjXxAFCt14D8SYfoHIxNrwRHAGOgI0IXImG++gEZKI9/HZ/jG7ybaZ0LBq0Ec1ilqC/o43P+rtdZsrCqaRNSBQ3czRo/wH6v98a9Z78u3WkgrR372y8H5KGwmdcERnniWZytzNjMXpaLqbEe6NFBYGCd/PxRuChkZrs1NnwCE/DvUo1YH//LvLuM2Dt4OS6BNGeLfBA1kLTOUSP9UXCz0+gWlUg7/cCFLLXONCms4E2nVqP92CW/96ZcC56LHwTfsYT4gChQBwgtPfbgI/5AJX/IeQt5AhwBCQELiBqmBcSf6V9rPtHCJ3ggnqFv2DHvPGIzB2BreG98VhymuxUzPYIR9q9Sqhhfx93xc0cdk6uWBLtiRYPZDPnk+yBIpCTipmDQ3Es3wGtR4cjZEBT2OWcxJrxM3DglTAkTGz1QF/HH8YReFQIPBxSkxkPzwnH0SU0BAOEE/kCnFnliSnJmUQ6GmNozFqMcCorBCZ8PX8g1lTxEzcXWlhNWbsQODoCx3KByh0CkRzY4cGQp7I2tYLeb/p6PgauqQK/0AlwEQcIuwJHI0IcIAQmB6ID3xAr6Ozg3eYI/P0QMJ2Lx8QZMThPS5jye6wP0TIR7zkBx7uECoaxsJufWQXPKcnIpAOqxkNjsLbsm/nfbyL8DVqcfWg+vOfvx03hIFH82Tn1xIIVE9H2sWTff4NB4U184Ag8FFLz8+ZJWPyEHyIGqpiLiU4OetLJAX1g7f120yl9Wft2GKEjjuDNdVPxhsowvhA1DF6JvwJ6t2tZX8fvLzECh0NH4Mib6zBVO0AY5pWIX/EMXCPj4Kn4xUv8eH4DR4AjwBF4+AgU/IITX+3GoYPZqNWxA7q+9SqefVzDnX/ejEmLn4BfxECYd3MTUmf2RKi4mWN32Tfzhz+GFeSNppwf8b+UvTh0EXi+Q2d0/+cLcOQHiRVk9CtGNx8KqTGGUnbdPyhSY2XAUmeia+gxTmrK7XwmctuVyC0nNeV2hHjDOAIcAY5AUQgoh4ec1PCJUpERMBVQHFIlVOJE8ZHNgpKTGiFBcB1WJR7EhWwxlhZ2ldDAZTimTRyAlgZ5K1c2+mDqf3/RKW8UTWqEZPI1cdhx8pqUdwHY12qF97x8Me6dhgZhZAewwHU5SN8Dzj6JmCFL0RRFakwZSPKfhOirzgiI8ceblObBfkp7nX2QKD8oYzO8xu9B249XwrNl6Y7hBKGElRGIP5oh5RQx6Bqgba+eaIfjSNn1HTKk+GTqLao2bIMeQ8bA/V3RzW/8I2GEHREIjdONR9t/w2uKmxjmZfhjggqrsTx6N87eknKP6J21mnVEzw8a4Npnu/DV5Vsq7Juho/tMTO0hYl9waQdCgqKQdk26174WmnXsic61vtf2g+ZGnSZvwc1vMnoZigFYJzWmrDSs+3gJdpw1twP2VfF0o9cxyMrzDixwhSjyEoblJD3ENtsJe+qiz7RAeDpbT6oSxmbdKiR9dRm3xEQfZW5Xa0DzbsgouHWydqpVgF8Ob8HSddtw+pqcJyTebl/1aTR6pSP+Ndwd75ZCDIFhEL94DZK+E+eMXaVqqPRnHgqrN8Fbbn6Y3MtgbshKNw5vY2asD14tYnkxZSTBf9JW1PZbD38X6QMQrs9GelQwwnaclfAQ54b7zKno0dD6nPrlxDZs/eRzHLhwDb+rcaT8uUrVGqDVe/9EzZMHceTqDeUbYGPasE1/jJHna3Y6YhfSWEh9FnFsiNc8ZsHfqL/099KMX+rM97Es0wXe82YV0SdhsmNHRCjiDl6AvOSx9rTpPwZT3MRQV6Mf+0YiQuOV78i+ajU8UZAPuwZt0H/MFLi5WIqkmLL2IWzqYuxXfVet+vhi5ijr7xHnSCT+o6yVhHWdIuaH1flgQsauefBfcRjX2dJO33SrPtMQ6OkMiy+HYRIShKg0eX224Z20d+wLm4rF+8V77Kq3QD//YPG7pL+lrfsY4dtOixjr3p2x2QtTLg3DpoA3tGu/7pls3azVqg98Z44qYu0zIetUEtatStKscXaV6uClXpMkrMX5v0hujzQH2/T3xvQRhIe+/2wPpDXXZ/oIFLHMFPUlCm1aGRGPoxl5kHZWYd63ef0fuHsyHZeVdVraN/5NmEjzz5SxC/NmrVKtx/RNveaBWf69ihDJkXFIxMEL2dI7aRwbuGD4tIkYYLyZS4pvz6JvmFndrWhSY7BH6b95A2T0a59wibCfOOOdfw033BcLzsRiRlACTouTCPXfHI+QWT3AliztniX2U/n28w4jZOQm/GPxSrgpLijam95fhkwXb8JWfIaVL10QJ1qzaRe+U42dsv6/3gejR/TBq1bcd8x7krIiHFuOXMUNZf8X+1qtQTO8/f4oDOlvTYShZPs4m+NN3uoP71H90fqBqzrQfEqLx+I1SRocBBvn3z7id0Mm/6UdIQiKSsM1YRGw4buR1t942pt/s3NEVeThbsETxdgVRXxqhn+6go0+UyGaqaLtIP+0c0r89lw85xjsRdnksfwQ4Tf6YnW0u6AwJ3yX/itwWFhQdXNOeIGtc6yk/am415eM1JCxsdQvEDuvykuuDjiH5nBfsBRuukxB4xAwa6SGNtYkf0xacxK/qWxL85vsULdTAFYFdNBttLJxrPP8WCM1sqjA1acsktStLdBC7LDfUbweHg3PEmZDms5FY6xvAq7ep4W25Xvo9u7zqI3b+GHHdnx+6S51rwF6LlqKca84Ij/rPNI2RSIy5ZyAgUNzdyxY6maZgKn0gcaDkYrWL+HpysDdK8dxjhlF9o3gGmpEwujjm+2B8LTfgOqN4dKtG5ydquBe5mFs256O638AlVq4I2zWu6h16wK+2L4eSXt+Qq4k7BDaJB5jw4+jSgu5H/fwU2oCks9SP55qjH8tiMDY1va4c/kMUhMikbD/CvXDHo16BiN0ot5AMiY1pnNR8JiUSHHaNN4uI+E3pgfaNKTA35wsnN+3Eh9HnUKTCdGYqxMXSJ3ZlcIgmGMuEnEUy3Zu9VBM+vQ65W5ZEyOghXhXEMYuk/vTCq1atoITs++p78fSD+GznSJhtKvbCQGrAtBBbeHRGMRPDkD8ZUc079oF7zo7o32zOnRzHjJPn8HpY9uwTe7/wHCs9iiBKMaFGMJgB6p0HYT3nr+H9C1bcPhmDXQKWIYx9kn4aEEyfm3ti+i53bTfgq3eSUr4nekRBbtRqzGnh9rAFhfnUJbrZF8fLds/jxp3L+LYmeu4b+cE1yUG819eG645CuR2aO/30KxBTdSvaUdDdgtZGSeRsCIMezKkL9mxBdxmTkCby58iMmE/rrCJblcXncb1Q+66GPzUog8GDeiG9mRgZB6IRXiMaGg70EnwBgpvMQ9BaccvD1/4uyIsnTFFK31im5KUM3H5KSL1PT9Aq9r3kJm+F3uOigTHcE7QfTl7P8KI8AtoPWAQnKtcxBdbUnCu8HlaHxfi9R8XImDlcTi46uaD6WvMd52DYxTn7jGqN1qS/zI2PEbYEO0bDUT4ag+LNUCMkz+E3+u3Ra+eb8Gpym1c/HIPdp8TiYPVtcNgz8shhaShYZfRok8fvFX7Ng4kJePkTViKubB582EoTtjJaweNUXoqUtPYd05TppErQld6Qnv2I82pk47CfKp07TS+vfIbCgn7gUtmoMryGYi/2xaDBjmjysUvsEVe+1z8sXFuZzjSdxblEYCfh8dibmc5AYDlUbpizjEn9PQYhd4tgWOx4Yg5TPOU1r6B4avhYbFOZ+PQfG/MP1yIJq91QWdnJ1S5l4n0vXtwVDLsHdp7YbjdJ4i+3AJ9+hCmpG+WnpqKNNZews2hvSs6XtuGYw0HYfzg99Ag/wASVm7Cnp/oeylVPo0soHKV2k3ruNyuO0cQF3scd+0KUVj4FBq87Qm/gc/h+0/lNVWcf9Mn1kVscCrsO/aBO/vuqmTi2PYN2MAwrGy8JwuHFkv9ELiT3mlo/zigufsCLHXTrVcXogzDha2SGrY+TpyBmMtPCevCB61q0z6Tjr17joqHouybD1iFAM2iSq2T8j+yHVqgu5cXBjk/r6wlP53/AttjtuHg7abwWBKC/hLbEPeMZPze8GW0alCAi8fOiGsGzaHl3Y5gWsgJ1H1PtZayP7L5t4LWWQp7zqZ102NTUyyM8RDVwfK+gL9rGMQlwooIQsEZRI3zQ3K2k7iPtmqpWv/TcWz3Tulg1hjP7EML4BNyEH80eg1dOndAe2fV3nPmNL7atg3HqZ121V3gGz1XJ3ZU/D7u2NYT4fNc0QR3cPlMqrKeWMO99Kaw1Bbaexu+3BEdOpB9Y/FdTcbE+puw7mY3eNF30wxkW2yNxBb2vVqxHeX196JdW4wMnUc52XY4F+WBSSkNMC7wdRwNj4OD9ybMUIe0l6oTZntUth2Ex7B88FFx+K39EOFbr3VtCyIjaS1nppOLdu9lOcOuc/ajUvdQxPu2xZM5ezF7aAjS2LLwjy7o3+95ZH+xBSk/VoOrNOdsmmOl6k/FvakEpIYlCI5CzCUazBbd4eU1CK0F2y0TB+SNhOHo0AlBiQE25LUYkxp5YuSSMfWmuy9GvO1EzJzsy1PyZGLbih2auq9DlPlIRWS8QhiTLaTGbLTVliegag4UdepkOhkOtxDAP94XbW11MUpGwDG0xuhwWSyBGUxEdAK/R7cxL+PAio04z6RBVSptaqEDO6eBWCEvtkJb5T78QWQhECHj5JNccdNectYOhdevI9euKdzXRalOn2gDZYsC5Rk9Iyv2CP1gi5InttYagz731mHl/mwiBmZlOrbgf0hsIZdOv+ztn0LbSWa1suL6YU4kNVK7MyI18lwrxDP9lmODtyURMJ1bhQ8nXcC/E8PRW5XkqCc1hDKdHq2Ef/BOXLWzFCMQxvOji+gxPxyDnH7Dfcd6ljHGtDGv+tAHyZSa5dBlPv474zVptuRg7+yhWJY7HMsXfYBqtEk71nO08CIK7/BLIQpbkryhHGz3HYG096PNqnCmkwgn70xKHs2TzR+j889sE9+JBr6b6RoNCDaEXF5AtPsEnO4djyX9tefwyjdY+RVM/mQRekh/ZidWvgE0T6vpZEEFg3MSUhwGY374CJ0xy6ASjbbAS/2xMrgLbqyRRELsWsJrM8nesm+XjGTGodjPaMyF8fYhEofK6BS0A3RgL/zKNn50arh1FvzW0wFKw6GIWTtClSfAHs5IxjxcpjVipWdLrbeUjJlVnlOQzLKja3dHqGY9OI2lQ8JQOVBF/rKTMGlwJM7UE7GrI3xPGeiuyiO7Hu+JEQc7Yl2Um7kdEraJ9B7NZitvuKOT8PR4PSnViqTYtfTC5iX9Lb0tmn2P2jxwLgr94+ErL2zyupWvXkPEb/M/dSZgbXAPjZeKeZkWTliI/ZSJrF+vTIeC0W9xPnyU9S0bu6YNR8Q35LmyswNajERc2ADleQXpizDcfzd9M7XRMyIBTJxJXHvtMDthIgStputkcIw4iI6G6xuJ0FjkUYprX8B37yDYYJ6a1zh6duNBiI4chUbKGk/iNsto3dxBiwD9Kr8yGZ8s6qHC1LynWK7VGqAt/kN+L5oPNX8/bNzHzsNNtwhMbXURK/0+QgrNAYdOQUikyV+oSs63ph6prLuVLdU/M2mujRI3c5E0iJu55gCBPbdTUCJ9a5ok1RKQGpF0zrtM34cFyVWLBdVGd/JoKvNOVuqyK0q1lK3r6bjl7CIR/UzEjh6Ffc7mPcu8ZtjRHKuBzvM+wTRnKeaBPHxbpw7D2jM0V1tTRIagVJeNpElu+KrzVoTLmwp5CbbO8sP6k7+hoYUIgnj9f+r5YdnU9sA9e9SraRlTkb1rGoZHfIN8u+bwiF2JgfWlKXCBJMEnfIU2wRGY0MKEHPt6sLydvWMwIlk76UBnJx3oiKNRun1cK9LkABf/japDgqLnqfW/UltWfYhJR1/BvAhfC0+l+ruyXIvkftD3ql9HZVJQqNqH2Dc/dAucApMRyFSFmCR18JOYR2umDGvpemFMar6e3wuL4C98c8pXIK+LuZXpQFzee+W8Mkeay4k0l9ny5EkiWJdg19RdtaaL694y02hpzlFri5xjpetNRb7LZlIjbErBX6OOoQQzOy0NxOgIZvRaKqDY7qlhC5M7NmZZWczUhoSFWpbtpCaHDIrBZKDns8WejEO1PcgmQ9GudBMOBffDJ41W26zycnrpQExOqaI94WYG6vAlcJAMH9mQzNd8AIz4yMacHVp6bVYMUPH6Q6ipGQ9p0/6hN5Ys6o1by9zgl3JbtWhT53K2w5fC9C69qj3xzk6aBI/0HogWTsFlUsEMSHlTk8bmCrM6VUatjf1QFnYLw96A1MingXatqaidlrSYP1Zm9Lvis3axRG7Ny5klqRHvkPFq7f85LeLyU9gzBiD1pdF47sBa7BFO7iqhKZG9BTqPkvxcOzr1+1x+AFtQx15E52H3kMgMYymkZtj8CJ23Uu5jDWXBK3bRMe3CtA8zMEZdU4BuOhnuSmOaQ5sR64c4F4MzB2GjelG3wVOTs90Xrjtexjq9IU/vYAv5nP35qEHGfCJbnVU/8ds5BRcVsWDze+o3na3LubLNe94fmBFNtRAkAi1v1C29kmlOO0JcXw4h3yrxkzG0k/rOGlXG8ZP6JRp4BXBdSye2jc2dZf2alTNRu6GpwcimMRoeAbLLUbtnhFkWlb7ZYZ80EzxKZnMwh4yTfmSc0Mmw8B7xe0psHIQdAkNjf3dFeo+dRFC1pyUKKdaseWLfP2u3Vne4Y26geu1oTSG5iqFmNPlYzZWQKlioMw4yY0fDfeMVOkTaKH5np5di4EJ7BG2Qx1L3MOFkMwaXyMOqPnjaO7sHdrZXGYvsNvasyTs1xEX/fS8/VYjKZMiLGDHDYwZyp4hGQw6tWa60ZpkNPelumfzfrowOsvEjLuwYFsBqclg7kLpOhI3ILdn6FgRSWETM4jaGf5eJa6HuvUV+7IxMTkZKFbUnwETf+XAsqR6MGOZCYD+21tAYXLFzgf/nc8GWMGFf2cnqxOjq5AghPquxLPkALkjhsDIZEmaW6RCC+wXj6zrG3gf1YRrJmWnJfkk8NWx8Z+Vgou6Q0wyHmdjSB4QImaxKNVUayXOuSPykP7L5Oz0XU+VnCP8s7hFsDpmJi+phyvwj0r6RDv5oeptofeu5yxmJdAhgPiaS9sMCV6ylg0VliWD3z81D327XkPgfMarCvpYzPBbPVbxHwtsUzORvXxgE0Y6oOQatvouUol8oiqMLeZVmaKNQFHuEDieS5eRHJC0AACAASURBVHaVeh9n71bjrj+QsQVs3TXXEzDuwyN4e+kg3Ps0Bd9n56PBW54Yq4QKF/NdQfwG2FRWq+fJ81ujqEcHG65+x9F5eTzorJMtApjklYXxun2y5L0wIjVko7kuhsMCSwEjZi8NjjyDQuX7kO9/EaO3rsAAOgiUbQZ5j1PaJPThJsaoa1vJNpd+jpW8IxX+DhtJjcRCswZbnmYqEGZj6/gBWPsD/QN5FdQfv82kRvj4d+IF9UakGyITneANohO8u+StEQ07+QJbSY1ZqcW8WWpfUmzSIxGKXpF1EWHTh8Q+DD/87w3JJSm9KjN+HD7GTKxUvE3yAmyv3YilxS/4EFlOqg1GMDzpxFFzQqzftNkH349Oh2FetJkh0G8NxBNy+YCenUi778M7MSoPm7zg699Jxq5a4cb2fphJkRZ3S1JjopOt7nSypZ9H+q9VMGq+6W0mGXSBNVJDVoFgRH7pLIaliT9yD78fgZP2dmjttRbBpMCXKkhMF6pOYNgeIHsS1CcztC2xdq45D4dqb2BGuC9eMaUgyGsZeQvV3koi/FunYthaWgANvJhWVyBmGMe3QJx5gostnv0+QtJY+0TFQBGrP+CVrCr0x+YnucHza9CGlUgGnMVLRAP7YEeRUOh/MobGqoTi4v3VWxKOgoH0CRqtti7L/vX8vkhsvVFjVIvk7C5emZyCRT3I1FLmqpE3S3VooiG6ZRs/pd+SkZfvo1ZhpG+i71a8tEH1nRgMlmz0k+WNoB30/dA1bEw8rnmTQdpYdccV8oyNRkKmuX/nVrnBZ287aYwYritQL9KoYKO4hqTcVZFidmI54Tq8ivQYS6SXrR10WKIhvpaDDtfTAyxILFnXtAGn4K6UAH4yfCA+abauCIKkeqdy+GGtb9K3b2Weyied6vWGrXtr6i8XsGXr9Ip6kYZzWJ5famJuNA+tzX1D0iKQKlaXxgrpobV617Tu5H0iT45CxIqxMQR8/4c31J4KRp5c09A9USVxzw45uhOBVs0zWuxEj6ya1LA80WmT8B+HgfDzpjyO3BjRs6L6bgTDPTQLg4sopZC9dTwGiJu5RMKlfpSA1DC8t760wcITrEFEJmtqD6zUr8qveGPN3H62KcnRPUbzV97LLQxLoRH0jfeag/35qjVH8P6dw0CJOMptFQ9dyNOoMkSvUN7E6G234FCnO+ZHeaPZBUnaWvLGiruMyhOh8RyS95+87qm5dmhMYckL//00zq4ZjxkUDtBIHYVSQIVch/tj923tIUFZ9nGhWSrcNcS/mOlq9GehLbufwis3MvD/unUnHFKQfDKbohoCkTBD9HBY35fFJyo2l7JOyWue2XaRrqR1dDwSC9pjiNsLuLRlK650WmIm/+wiVQ6OkB/L8rBe6gpP33F4x2pilNG3zb7D0xhgtIcq+xVFGwh7r3z/0+gnES75cNBiH2Xf/IxseNswx0oxHBX+FhtJjThgJ96XTuuswKZsQrqTI5tJDVvMljsoxoHxa+SFSL+x2EpqzJPXeKErzlMjfIG0UZxFP7UhaXUqsXatQV3JJSl/mFHuq/AsJQeqQ6fEzeYY7PUbolwNWMFVZ1hKi+ehYFckt1Ubj+YTEtl4FMbibD/ziQ9bdum9w88OwSZNAS4ZJ/OmZkn26JoS9EPYBBIydUp0lqSmWFIpY82M960vCaE1smle1OLJDJ3FDgtUpEZ6t3qzkRcr4VTMBSejlmH1tuMUm00x0a6zME+VNG20YYr/liUS7hapWLroE3xBuSh/UpiHpQeniPWHxmTYZQrJ0Whcy2OiCsES5uJXeEsthy246Om03OIEV34fIwPr8OwS6bRL14yiSY20QUGSbmULdMxzCOr4DYKi04U8E/v6b2J8iJx8zzbv1Xgmymysy2ExvxLu5mJ9+nmQg/P7U7Av7TTOnpVyxCju2nXWPJXgQ9nGz9xtkeSl91CRmmL7Jd1N5NONwuJuqDxMbA6sbxKnlalXTvlVm7RgvEFbjd5wSsheHnNoLTMk3K/0wQy7Lfgo5RLlz9hRJFE/CrP01IR/KAcEmrkgJ/TuwAWKDRd+9/OQQx4Gx8pPaFvwZz5yWBFjSuyuUdWeLstBYWVHiJdVQj3nPpZJx4br1Xo0iSOvuObpbB5SzLnGCFRdIBvtKkUthm0Q5ui+C0vQBEOLTlLNhIgZSTF4LqgjvgmKRro4UfHm+BDMksRP2FOKNr6KIzVGxlkxNgbr45q62sMHVs9r3ztIkGMsWf5L+GTMSqGQ4YErzAacAakR8CkMUIXssu+PQmdvmA8BhTXqxPtFk1xlDdGFc9tMamzDG5Dbp9rPJS8EOViMf0ICvTMGTVGJGRiulyT6I+05RR3QJP6qPkhha8p+dNKcolMzhH0hHT1U/y6v9e39zN5VkUxD8MiPqZqEFURW91MuFiWGYsKiOSpBEgNCL68Rz7BD4UG4Ex+GlUlplG/4hIUHp+T7uJ4cyIcs1gi67baxvA+aPSpyyFwjxQNWHKlRCLriiZTwUXkmlRYxsarPk/DZsXw0dR2C/q1V+aDKASQTWmqOtvUK8MMZSfyniNxJ0Qtc1IGFHg+ZdMlzx3yYI6c03JLCz56mEPp4wa3EfswL64YZP7uZw8/kRxvMMfVbBTnu/T/QalAFjf759l8g9GD7mJfnK0tEaq4OK6aejLzI6iZiiUhNXCMh5tx6uRLz5HMauFZ1GlpyUmOtPk6xRrWwsJO7VReuYjzQrF1xaKQ2Oq25TOUNQx8LbuG+FjHQjgcje3SyzDwwReSYCH27OkxTS4AtxFtbJVrUCtIbtxa4lLQfhvOjCFLz8hhs9Oto/fu5QnHYK4gEq+ZLUYunpUEkGVWN1KfYakO5F+5+8h9sP3ECxynx2vRkA3SavgQzpKRW2WBUzyPZmBL+rdVxfPKf7Thx7BjOXP8TlZp2p+T+ibapIxls0oZhSNLcaKip9SQvuOZTIy2IBnNSY0uKYgvWvg+Gcexz0kJN7XT70gT7jEro4TcSrW5vx8oVOyk/TPZW0bvcLmB4PIUrCapsR5B3l6k7NcB788Mw6TV5QzIiNftxPocadvsiDh06SInluXiyASVGU2K5OARlGz81JqxP+zup1rdi+yXdnb0V4wesxQ/FkBrLcAXBgiZSk2FDfSbz4YQ8JmwuL7n4LG7lOmHUuN6ofXo9QtenIZvmsiYnhzzb/ciznaMiNdkUeui2/BT+dOqO2XNGwrlJTVSyYhQqoTPCmvQCYnuQR3cXC3+iHIAfkxDotxYUjAj/jfRv8rqjrFdyWBQzoEJQZaEY4mP+Sf26ag6pUv9VNkjV3hY2Tp+2LPpwjT3D0svD5uGXMNlnoFIPP4xsdRvbV67AzvPQ5I08ElKj3/OUsXhSUGRKupwjKAlWesENERHueEFO27AgNUZ7gNl7pJ47+j3AcpE1Cvekq2wmNbbhzUKh5AgPtXcsOz0KwYtITVKWGzTcBVS5OESk+x7pjv8qRFC6QfJa19HYCvLDpPWjUD5tl/o3+Sa8JK+r+bWWZEecn7c0OX7yHsmwntk4BfFJ+3HyxCkSRQCp8rkhOFQW/JHI3BPq/ERp3aZQxMg4N/yZEo+k/SQ28C0JcDxRC84eizG3v6g+WpZ9XO6TYUh1KaxVsc856BqSTDlL4gPUOLCIggdKatgLCu7g+p375CVT58BK0S6XnsdQypEdISuVqIt8q8McNX0tKakx8PJlU2i/23Kc+tMJ3edFwLfFISHU/1QNObRSijigSBlvVe50UXNM/psgguG7A/+veUtUvUbz6bcqeHNaLD5SFt1SDNxjeouNpEbcfL7tI4WKWAFDORXUhTrYTGrYArSyFoVUkQFkFXD5ZEebMGy7UIDZQNAyaPMLiyM1ouu3mhLbXPTcYJM/HFXminHg0hePYSvqIVITt6vaMPSkRj4NVsii2Icz/1KTTOMTJn1cp7DZH3tP46lJnemK0wNU7ZOaWSypYRtcCfphHFZWBKmp/QLeaFGvaHjrdoS3TxclSbA4T42WvEmL4I+vKrlVcm4H7VRSHL/4eoVQqIUXWCzxiGj89EYgkgM70GaTQ4v3YCIEVZXkZvFuVRKxkpRazIqiNzKVhHEWSaQSyTAkNea8GOMK32wzX4RCX8v8DTG3g+V+6MM75fayuTeC5p50r2BYZVFCpDn8TMjXIaNZjIn/1uzCFzaiAtw6ugJzV6ZRZWt7NPdYi5VCUV6D3CoNRGIyqg+FZ5gTL8s4fsrzWZ+9kDVeFTtdbL8k61wx8syGkYWnRjk91CVea0gN80z9AMdO7Yju6X+W4WfCGrXzBQQmm0OUxBj0PI2RpZyAKiFe8gmtjvBaIzXy2kOJ8SmLnkSgTFClJsokXsm5Yf8uh6ypQqVY25bWDLfIQxTX2jvaNgvPluehap0XwgSXwlFaS3PO78cPjp3QzhIwKffsriovTJxfWepkb9kjoDrUKBupMYc2G+WjGX7xbM8Lr4K56hAXZSwaC8qBuTmZ+GLVfGyiZPVCtbqantSwuRgEzNEcClp6+YQ94Ns+NJ49DEojSK2Uw91UocvK3mVQLNlyz7QNb/UJuVHkRMGd67hD8r1q49WUk4GUj32wjJRFlDA/NpZDT6KfOmRPWLilPCjNwZXUR3mequwVIZz0m+6a/VGcjga5G1KI9lOS0qYc4rzxit4rYk72V+c2HV3QFwF76pnXTmktydLtEWYlULNoRln2cWlHU0IltYfDxexLBn+WI0zayKHEdI0YelVJySEtjtQonlUldUFe81SEU3i3pBRIMaCVHZ/CH/m1SVpcVjlkcy4cearcY6W5SridNbEeI1JzDcf35+DFTs1V+VXKwieF9mvbZ5ZwBsmJu6L9jSTs/NGE59/ph2cu78H3lbvAN9CK3LzV/CDWtiAUBmygPCJGaaWcqKvvmvPQSj5sj+0dNpIaFoI5GmOvDpeMNyM8zEl5ekPKZlJjQ3y+klxaBqEApT1WWLvyd11ukPhNiUpY2+vJiinFzQ1xU/mivep0kW0Y5MrupTJIxPVXDD8rFAwI84Yjf/DqZEfWxhm5U1Qx8OyD/hQtpYRHsVXyh6qKxWcL+ex78FWdRLHY/sUOi3QGh2WMqMXGVcJ+yDGmmqRqA2O2OFJZFOLWF082DlNwz193WsyS2Mcn4EbddujToSaOpuzBTzoVOvF95jAJswdDjpe+gbrt3qO7juGL49fxlIXsMN1uxYtptS8aI1MOP8lEZf2zrZAaUYqSQtCYYWmRqCt+q6v+HGOgiiWfQOli6eWGsoXX9St0lgUchFCjQviqwzVkQ18IG2pOp/TzYT9fm3Oj5KIoBL44UsOGQA71UiVGl2n85E7RBjrsM7jEiTkxwq/YfomBVMo3qzKMNKRGyHHwQeSpfEtpZA2pYd9bAPKni0pf6p8iosDUoHZSCBfta8Ip8YHXtV5taY6pT7zlb0mbbM/CLHSGF7v3y7csDF157REPgEChTOvROJYU8WQtA2ms76gOARTVH7VaE0ui/zAN3TaY1fSEPkrJ9RdJuGQzHekqTmbZwFMJpwiCDp+/ihWS0c76FpA/3SzQIIMm5Ugdyrcjb6NM3MVT+UJf9UGQvMaZ51OZSI0SNmU2Potaq4S/CSEnX6C9et0WQh8bI0Zz6CUbeexQQ9pLjEjN+KsYJs0R8d3yfarvWRA4uYrhuv1H3Vb5YMKcCC391WZPjW14m8UX9ESgaOTkAzLzvBbDehZXDtKpZYr/7pfylM4jKh9A2Zk9dYLaYQhyvXVqkgKM4Rj2mQviNJ4gUf0y5BjlxXQiOedb+4VcErVqqDIl5TxR9YGlShq9U8fncfEgSdvnktFtIZlvEJ1Shn1cOy9KMFetDYkkzJFahSIRQsehVeY6jJ9BSpUURicrthb9XZlDt9TjKYjgHLoPjciJLu9aEEOJqIEwQeCkqAgEK55HpU9Wcmre/xwuBmJFlvuXZsUmL/b/sP8IedlOncAJqh+W7/gaJq4KRE8rtYrET9VojrE/UNuHXcZI9WGF8O3naXNpi11sKsYFNpMaQd50YCwaL1PLA5tBUk6yyyjpzDauCVdGCPHElorJ8omH7rRaaIat4WfmjfQMU+gZGoWVIxqp3mU+bYMsOask1Gdhl5BIzk4gVBKUxcwVS6UpUbko6cVwRHtKcsWqk3itUpH8selOGAQj4TT+pZxMidftfcUsSKBI82rIG1Ma8cfd8ZIkImu7oFJzHaNULlFFhlF1ryXZKEE/ZJlORhg0inNlyKkxwN3q4slO7DxoYYixDG1kpythH8cjPYtqATfsCh+jwn3yiR/FeWvDsqTCclvSkVVQCQ27+hgWSlROotSJvkXNG4XU1JHi6YnQtPYi6ej+2iJw1kiNKkGVnRoLuvmq94lz4xicdLUoFJU6Q8IvSrRG1g0z5zQIhlw8nltg/h5kg0jODWMbwLgf/q2pL2N5cFA8qVFCuHRtK9v4ESiEofv6JoLyn4KRDf0yqyupVQLF0Ashp6azitB0n4cIX12NJl34GSP9IXe9tFLBpPi4jOSymZKwRsGKfbNTL2OgSvBDVgsye00kVaG7aklm2VOtVegSxiO5jlZARFFBrKF4HvXJ9nJCudnrLQuC6GR62bJL/fXY4IBJulpPF4igjU+4g1f9JJl4eS28Qx5UaU0S87BSSURGJTHMvBwhd+Glkh0XJGtl6WXNXiQS+fjnFpi/BZmE2JtFHkpPamTj+bZQF0WorWOTDSG2a8fL61SHSmzcFsI+SD6ZpQeZKGF8ECWMUykwxaNhGH4WjJ8GmT25yvesUTFj3/FAxDZeZqycp6jHlUXS2Ta85bWCGbOKbO6VnYg+9X8YZqXQLjtYZBLyiZna70789wB813W+tr6OJA18rKY5h0/c306Y1UOlEKVlt/6tDd9UuJw7fdNMXl9vldCBU+xCrNpxAb+hOlqNMC4QbHywy6TXxeLKO1hyW/VWGDHL36BItQGhFRTDSrePsy7JCrAs50xzmGDTnLW8iNWTmRwQR/VbxEQoVldnwmrKIZIKfBb5XSmqgTobx+hgTvCufU3CGlJkCQv/nfwbpgqqdAynecAsy6gTszCCNfJsRGrEtfLzl7VlJUxZOzBz5DJSvTQqLaLDpmAHpvZchm+t5rear78QZW2O0QFB36/QTeWFFNfdqqSqqzpgKuXYPW632U5q2LpKcX1jw3IxNlSrRS4XSDqfb1zEzmZPjYAuC9XxwefOIVgkxY+KoEtF0/bftDytFv5eAlIjbbBi3RWWAO6HGW7/xLP4Bf+LX4DwI7Xxf3TqnkZ1AezqtkW//m/D6d5pbNvGigQaFKMrdlaINUGOdTXLr4ou5W0wte2DPu2A43KRLV2RL1Fu9qrh6Q8zBgJvj8cGCmRlYdai0Xcedd8chEFNL2HLFlawUCsFLSxorMjessqYppzgS5Vwf6iHTlR4rwEVlhMLRmoLVhp5UGzrhxx+xQiBub6NCNvDITVs8xxDifdaMYRiB064oOCXw4iZR/LG51kVLV3+QHGPMOUg43/xWECLsHC7evMu6l5Gas51Rq+MSKFGQuX2ky3qggi3WyU1QstxJmoc/BIL0Eed0yXcaK5z4NC4ExUZbKUqemhUv4Cuj5+IgN1tMD/aU1UEUi6A2BTDAn3gfJtke8O/pCKzKqNZOAENxunWVER1JNVzOCbmf9ykQwWzTLluHlQ7SUXLXoJLUzazC/DL4dWYPZ9qDZFgg+UcKnoQihu/00uHkMGyRqfoVXy/lPoiOu8Z+07WVB8Hpz3BJNX6J5z6LUaUt67OjTD1dTk1UqG3mw2l8aAihampLFGYVdHUy9yLMrNxBR0xddpg1E5fhfmbmKx4YymcRVXHQifDL3z/IWnIpWdOiJyJd3J2UW7MDtRsXxVpP76IgLlj8HK1n7CPpGlXpunWW+YZm/4NXvedig6310thhGbjVyae9azUlxKKDYadRjO36RinVEk3F+5r3b8PHA5uQVrhm5i+bDreqZWPH1MWInDlKTw7ZrluT5AwuNlQWLdaUdFJc5FMy3kiE/mmwwLh43wbW8PD8SUVkq7cQQ4fLS7233rcvXyod9dakcaipqhQr+QYuq41HxgKc2vJDbzu7U0FB+X8H936Y0FqaDmQCOLzPd3QqfJRJCWfpO/M4HsW6uCEIXdsKHydVXWq5GKZ5w08i6r1hiQLNJ4Pw71BOjixirdSv003t68nwufDKPxYhRV37YPe3f6J5g3roXI+FV5OS8InVHjzOOUoOvVcgBUT22rJo1AMORDb8CbGTB6Ld4X1Q6oJR8WvrzV4l2ry/IxtKRl4ZvB8hI+giq3S+p6c29Gwzgqd+lHdKRK6WGOtvEARg0vrvzh/xfXOSS30UNzewVa+O98jVfoOC3U150q7j4v1t0j1zSgi4dRmzEk8R8IG2rBuG5oqrNN3rt+h/6+EmvUpT6/Ym8S8vKAZ60FbnKUnm+7PTp0Nj/A03HuuJ+UjsXzUC5RHPQFbTD0xf87LSA+LxNU+y5VabmweTr44WFdDynzgYL1ml/G3La4Zh+HYjuy0t5xw7+KXSP1CLOpqWZA1D4fnumOtgy9CJ4h1AxUvu1UlUhmkouaYeAixPN8ds8e/hioX/oswsicuNrU1WqjYgXisLigRqWE9z05fCr9Fl/HB4iXo15D+QcorOG9NqUQNlyZXxDyJLBKSWciG/xRse3Y6In3bCcU3xfhTqTpfMUOgeZ688BsUYstKW0cfSrJyusCKelZvMRjBYVRAMO8QFkyiQnLXSPlHep9dpQZw8Z6nUcuxeTYIC/gq3B+9BqEfPC3cJlYT3iN8IOxn30j+cMX/zjsahlGBXwIdArAqQKtdL17ByIIHNtX1l06B9VWiibANFRdu7QIjGjy+R9pj0SpyFzOAhc0gAHFUKlfor111tB2zBCEqYmktLKy4flyhU5Sx8TfxvFGF6qJIjc3gWl6olWRlp8cfAR8ZyA7TXNsV9jHij2bgFlN5svJOu0rV0KBVH4yZ4gYX6fSJXSrE0M5Zj+9uiMm8xj9SYqnxDF7q5Y3pI3Sn9db6qBgstoFgLalfJi++J7pirbqoo/BYIj2xMxCUcFpQLRMnYX108aOCf++oFGWoKN+JJWMQeLo9hRcYCB0I3+skrGEx/+JDLNR6WGHGsMmhYi0gaX616OePYEVNTk9upSTeJ6jY6/37QtVz+1qt0Md3Jka5qNpWxvETana4UfJ7vEo+V4a8iH5VEw4lEnHjuYEIX+2hInkqBSybhk5rHLICp1MDN+vWJEtVM+HR2elY6hco1bgQv9kWw+YjgqrA/y6dRNvpql6LTWIEdTIC4sTaGmy8GpGs7GqP+jiywAche6jCtzhItB4Ow/wIOblZvFs2NJR7ewYjlOo6UfVewQAp1NXAsoBBllw9cg1/2NfBP1rSRpJxEuczmICE+N66Lf6Jf5gu4NzVbFRq1BHD/CYbnGDTpeTJip0aiM3yuiXA0ILEEYJVKnnKgCIjyR+T1og1pYSe1+8C/+Wy8EQpSc3Pm+E9Zj2uNXHHgqVarGyaAgKmRGJW3cfoNaEQtweTRVtZvzQKigakRjj8U4+hak5YRD4I82cRLn+wGEvEzRwJ40Yg2rbNvFhSY9QHBe9qkrflxnMYGC7nRKjQKvgFh7csxbqk75CRJy9O0pjVaoaO7jMxVaVap8VZVvdLwtlb9nBs8DyaVf/NrILFLnb4B159uRqyTl3Ar3/UQZt/e2GKm1zAWvc0knN2IzW6eCFvUvvLTo/FwlU7cPbXu9A1U3Uhrf9PN8Lrg/wwWeN9ov06KhgRuy8hWxBPMf6xvadOw9fgNnOqSj1NnCMl38evINFnEqIynOC+YKmunho90qq9VPRMtg0Ha/0ju8pzDvyteOYKLu1ARGgcDl7OQ/UmLdGI1oVv6XT5CZoH73kFY5x6rxK8dVNxru8niOhbm31ZSF/qh8CdV63iq2+V1nagubQvDJNDzXaasL+9OR4hs3pooybYg+ibigoMwbbL/w9VKwP5Ob/TLlsdLr7RmNtNW+Ra/V5GfqzNMeE6nX2mX7dsXWcqwnUlJjUCvjkk6+noaAMTLwuEBcjJsYOjo2UQWlmeanmvfLoAPOFQB/V07xMTFdldtp4+FNG6ghzk2DlqK9ZLydP0ctQxqEZfcOcOULOoU49sXKJicU2bmj8YU04WqSL9adgfc+volCSnkPBV0x36N5aY+if1tmZ9g+rGRfVNTAI37gc9904+Ktd0tJ6Y+mAHVXkaU9EJJFUW5hY3IqVCyM6+5+nEeg56FRXvati+o1jQNwBn3vgIiya+aVs9hb+on/JjBdWgMNpkb5lIKcwF3vOYtDJzo/vhps8mi3wNccHMQdatXNCM0anJqBprNHd1fZG/FaPvSLy0ZPNLnsfCrVa+j9KPHxmNu+bBfwXzZkqEaVqggSHMTkvFNUDbL/IenTgPU5vWlhtbmcfYjBN9iKhvUKVc8x0bfbPshPi7q6j7aktV1XuLARO/Wd07FNyLeLfxGkOhmCcuoFZR79Q0QdVPZYztkSOc9oo/W9ch81yxYZ0uZs0tzfA9iD2xgPZVO9pXNTue3NYS7j/ynC0WP5onOYW0JxV/rF4aWMR7rOBd8MsJnDe1QWurtUOkVUPaz6QJUcz3YGWOq+aT431xfyxqXRGXKzrwmuePFYcZybcn9bI+mBaokkwXwhdX4XZv8hiNIY9RCU2V6wnjMGKjPUaEz8O/Xyjt3liKfZzG/E5+ZdQsaYOtzYAy4mDzxFK+BWFhsD4PCgpQUKlSCe3T4tTPirYTtX2gMcn4Dv/79hru0er7Yqd/4gVrWBc3xyymM+1FFK1gZCvajONjfmGpSM1jjgnv3uOCAAvnGb0bLwbMgRtphF+ID8LclHtUrFJOxpaUoBpINVdK2m8h9Gs3XtHUICrpQx7g9VLS/B2nLujfj7LNTycjKa2pEGb42pFgfHisN+IUCb4HYTxJ+wAAHHNJREFU+N5H9qjSj58QVrDoFoZ8PB1v17mFAwtnYu33TeFjkBT6yLrHX8wR4Ag8IgTE8NNFt4bg4+lvo86tA1g4cy2+V4f8CGIiV6gekmXFeVsaLeSZ5LF6aOY6a7bcV+6uKSMO5aM/xZGav6KVNsyxv+K1j/kzOal5zAe4InePqTBNzfFTFeoTEy6/foPyYwTjXqrh8F0lNGjRDo1rlBCtvCuCssl9Ckts0a4xbLq9VLHKtrVLKPy2r41K5ldUlfm01WYsaROPYZQMH8eKBjw2v9KMX1109PZBlei+2Nme1WaSjleloquULW9Yof6xgYx3hCPAEbABAco76bsT7RNFtUH2E8VeYFacktQYsykMqvVLT4OijUr0yzr3NX68TR6gZq3x0tO23d3CNQiDW5foNX/9xWXEQd3Auh294dNFU8yq9O2nULDYhauQ9F0GhQayYpyvwTNILgqtf+yjIDU2zLHS977C3slJTYUd+se/4ywHaEW9SJWRKi1cDc2eGSVp+mHBYZHb9eBeLJz8/TEBO8N6Ka53Jn3qcc0bEdXDMCF7UrGV2B9cax7Ok0o+fmIOS5P1+tpMYk5PhlJz4uG0n7+FI8ARKI8I0HrgehoDdPWDtMVymQDQeCSQoNDD+lnPnXxYLTB6z4PDQZvPUoY+kYLf0uEzcbDOexj03vOocvs0kpOoXEO+WglS/fxHQWpsmWNlwKCC3spJTQUd+ArRbQox6rumLhZIal2Cpr1PMqrKdR4EECgR8NTnSPrsGK7dewio/IWeGkE7P7GhzlPjgROdh+D66v3otJxOHa3nKj6Ezv8Vryjp+ImemlZfesLzzL8UmWlR+vYsXIJ2QF+U/K9oNX8mR4AjUJ4RYHmInlRkWFbrlAoennVBkKrGG0j04nDCDqRevP1QOlMuPTWs5w8IhwfmqaGQuB7bX0E8hfYpFTmk/f+PnhGWta2Umn4gpdnIh3T4Z+Mceygz6/F5CSc1j89Y8p5YICBJVX9XA00aFiDj8i2YyFOyRCNJ/BjBJsmxxt1+gWTIX2M64dh7wxH2edXQPzQE/YtJyH2MkCi+K1Kti215TdDI8RqukvKWYdHU4p/Er+AIcAQeQwTkcgV5TRrB8dpVUmF7qsRy8o8hLH+LLlmGnrNmSwqbQlFofRj2o/DUiGVSWGkPPsce3LTipObBYcmfVC4RyMaZrZ9g65nbqNKgAwa4vwupdEG5bG3ZG0UqLd+n46tL2cKjqjRoh7defbaESjBlb8Xf4gmkPLNvXTzJtt9D7ZauGKLUTflbtJ43kiPAEfiLETBl7MO6+P3kxa+Nlq5D0L+1Wur+L345f3zpEaDixO5JryJaLcOdGYvRFKWRb+iJeTSkhnWQz7HSD7PRnZzUPFg8+dM4AhwBjgBHgCPAEeAIcAQeGQLZSPL1Q9aY1fBsQUoPVM9qlecUJGfaoX4rZzxfXd+wPFw5cRLX8h9m+NkjA+exfjEnNY/18PLOcQQ4AhwBjgBHgCPAEahgCGRfwiU0BSvhl3N+P/afz7EJAMfmndCpuaNN1/KLyh8CnNSUvzHhLeIIcAQ4AhwBjgBHgCPAEeAIcARKgAAnNSUAi1/KEeAIcAQ4AhwBjgBHgCPAEeAIlD8EOKkpf2PCW8QR4AhwBDgCHAGOAEeAI8AR4AiUAAFOakoAFr+UI8AR4AhwBDgCHAGOAEeAI8ARKH8IcFJT/saEt4gjwBHgCHAEOAIcAY4AR4AjwBEoAQKc1JQALH4pR4AjwBHgCHAEOAIcAY4AR4AjUP4Q4KSm/I1JhWjRlY0+mPrfXwBnHyTOeFvV5wNY4JOBQcuHonGFQIJ3kiPAEeAIcAQ4AhwBjgBHoKwIVGhSY8o6haRNiaBi86z0Otp/0B/v84rBZZ1TNt1/JdodoxMygfZ+2P1xN+UeU/oiDNrYDDFL+qMiK8Wbcn7E/vhPcYiq3VO5ewwYPgAtSW+f/zgCHAGOAEeAI8AR4AhwBCwRqLCkJjt1NjzC03CvUg3Y37+LvPsMHDs4uS5BtGcLUA1a/vsrEbgQhWFeifjVzgndPwrFBJd6KPxlB+aNj0TuiK0I711xKU12+lL4Be7EVWFOSj+HTghKDMAbfGL+lbOSP5sjwBHgCHAEOAIcgb8pAhWT1GTGw3PCcXQJDcGAppVo6ApwZpUnpiRnopCCnobGrMUIp7/piP5tmm3CufiJmBFzHrlq2508NxvIc1NhnRJ5n8FvQDKe85+DUf9sCPusw1g9ez52Xv0TLv6fY27nv80A84ZyBDgCHAGOAEeAI8AReGgIVEhS8/PmSVj8hB8iBqqYiykVM3uG4lghi4jaDVVE1EMbjIr4ooJfTuCr3YdwMLsWOnboirdefRaMZlbkn8lkwpNPqlwy2VsxfsBa3HffiCi3+hUZGt53jgBHgCPAEeAIcAQ4AoYIVEhSYzwXLiBqmBcSf+Wkhn8r5QwB0y5M6x4Lp4gETGxVztrGm8MR4AhwBDgCHAGOAEegHCDwAEiNCRlJszElOh3ZLAfAvhZaDZyDBSNa2nTifmCBK5anAw5vz0Ssz6tlgCQb6VGBCEk+h9/I2wL7+ujivxwzOlgJZMr5DLPdT+HdxBkQtbdKSGqy0xEVGILkc79RyJodKjVwgfe8WejRUJ/0YEJW2jp8HL4NpwWAWNuqomGb/hgzxQ0u9YySJCgcLnYGghJOi5hKz/ec449eQricwc+UhbT4xYj8z0lcK2AAiGPRrOMw+E3uBcPb6J59YVOxeP81iLfYo1arPvCdOcpKu+gSuudU0jqsSvoKl28VUN+l9tV5Cb0mzcQoyo15kmETvAjbTmdD7LE9qjZsg/7e0zHCuRYKLu1ASFAU0q6J99tVaoC2//bB9BHOpQw7I4xPJWFlRDyOZuRJ72QwN0Sb1/+BuyfTVW2V3+eFKW4uYPCbMnZh3qxVSnuE8XnNA7P8reAm9El857pViTh4Qe6nOA+GT5uIAUZZ/Vc2wmfqf/ELnkXfsOUY2lg7jgyXiNA43fPaous/fsW+ggHYsKhHKfExnjL8XzkCHAGOAEeAI8AR4Ag8LgiUmdRkp87Eh0t+QttBg+Bc5SK+2JICsvNtTrhPndkVoceAZ1wjEefZrJS4mnAy3A1+qVXwzihXPHdmC7Ycvo77dk3hvi4Kbhb5MSZ8Pd8Vc/b/H/x2fwxRe6skpOYCot0nIMW+I/r0oaPz08lI2vMTch3aw28DPU/hUZQ3EuWBSYk3ULfle+j27vOoffsivkz9Ameuk7lvVx0uE1ZjTg8iAqqeZ8Z7YlTcb2g/ZDwGv1cL17ZEIjKFyBroet9ozDW/QLwrOxWzPcKRRmyOEYQW7RqjBvJx4+wpXCBWZFfdBRNWz0EPDYGSMDjmhJ4eo9C7JXAsNhwxDDf7RhgYvhoeLXSEK/sQ5nvPx+HCJnitS2c4O1XBvcx07N1zVHgPUVO09xoOu0+icblFH/R5i4Cnv6empuGKwDTp764dcW3bMTQcxPrWAPkHErBy0x78RIk1DqXKpyGMo8fCN+EqtZtI3Gtd0NnZCVXuHEFc7HHctStEYeFTaPC2J/wGPofvP41Ewv4rAvG1q9sJ0yfWRWxwKuw79oF77/fQrEomjm3fgA0M78rN4b5gKdz0OIAI9FI/BO6kdxrOWAc0d1+ApW46wQlZHAHPwDUyDubpruqDXSXUadISLz5dGbh7BcfPiYSzdNiU8nPit3EEOAIcAY4AR4AjwBH4myFQRlJzGksHLoR90AZ4y4ZfNoXKDI/AN/dbwycxHMWJWD0YUrMXs98Pwa+DY7BWyPA/h1VuPki+AbT0SsaS/lolLYGIEZPKBZGQUpCanO2+GLD3LcST7LDIX2TykonKnYKQGPCGQFJMX8+Ha/CP6LY4Ct4t1R4W5onxRcBGliTvQAngGykBXG7j15jfaxHgn4gAldSV0ubK1ObNRJzky03nEOUxicLmHNB2ZCjmDWgqesjo3+MnBmDn3aeQff0mCvXqWddJLGHEQXTUkD5zPwqfcUVknCcUmim8JwDfvROMcAsvXDZSZ35I5FRM+W88KBqRoxqZiVrBGSyjNu6g0D6gMl6Z/AkW9VB50IiUzfyQ8plySX1u4ArEeNhObmVc0Hwo5oePgAAza+vYebjpFoGprS5ipd9HSMkshIM0NoVnVsFzSjLon0Si5beBcqi0Hr0C+RqGt4aoEk9jpDPmElC9Bbp7eWFQ6zr0nDxkHohFeMxhML7KntspSDuGsEJq5D780agnAkPGKV6y7EPz4b3kLOwKr+M6w4Yr8/3NllfeXI4AR4AjwBHgCHAEHhYCZSM1zEhbUQ+Rupoip5cOxOSdtw0Jhb5jD4TU5CRhUr9IVFUS/M1eF60HiEKGdgVi7LITdFLPLNrSkZq9s/viSPf/EulQ9cZ0CMH9gnEIJL27g6R3kYPtvkPx1bsbtAa8covsLWIuCpVc78lwuC52wAI1oRDuyUbSpMGIPEP6bENl8iYb2NfxqsYwZyTDA5vq+iPC93nsk+6r3TMCCVJSRk7SJLim98BOUkTQ+GNMJxHu5oeU25XRITAZgR3Ev16IGoaA3CmI921rLHfNSBK165KFF0LssImIZE8ikoVW/p5N7RkceQaFlTsgMDkQ0muL+Q4YqZ6MlCquWBLtCZFXM6/dcCypHmwmR5mxGE1J9lfsXOD/+VwwATF5jmrnALu/AJd2rMay5AO4cO130UuiIqqQxvnrOup3mptpytqFwNERRNDo3xoPRczaEVAchUakxkQk1nUODtXUPs90LgoeAT+g95JF6H1rGdz8UnDbqufxYS0X/D0cAY4AR4AjwBHgCHAEyicCZSM1ZKi6XRiOeO8W2t6Rh6LXnP247+KPz4vRoP16fi8KA8tHje6hSCSD2dpPzDeIx1eXbwmGpl2lOmjy1nDMnNoDDZ/MROxod+x6KVQyuo1IjegdCTn6BmZ9cAY+ERTzVipSw569AvUil0DrAMoh0tGPSIcUWvQMEa1RGfBImAirud2ysU05M+39dpK3gKxywtT19ABDLBgR6UeGP7FFJAtE8jriPYcirooXNiteIyCHnjF0lzM2yP/GiBIZxXcry4RLJCkr6kVaeLEY/ifDXeGXclc1JmR4901E641Fed7I29KVvC1WSIs1L4Uy3kIyPHn4yJPTKWiHljBamxRCv/6HN2he+LaVqBlTsXNNQ/dEFTGSn63qP8O5K4t7VM8BUwaSpk3CfxwGws+7D17NjZFq6Zi9jiI5y8LgImS/s7eOx4C1P9CznTBwbQw8GksdMCI1wrfyHd5R90EIhQxA7hS5X/LcKmuYZvlchHirOAIcAY4AR4AjwBHgCJQVgRKQGhIE2LcOK+N24wLlzAi/+3nIKawMx8pPaNvxZz5yfqckcEq4rlHVXvxb9efQod8EjO0lhUdJd1ynUJ6hLJRHV1le/UAl9IolcDdvi3oFP+CMTG6cxBPuZmQwekxKQe2R4QgZ8CdiJCUz5qmJ7nqWEtPjceuNqQj2pGR0I4PWWk5NwSXsiAjFlvQsOsNnvz+Rn5MPO8eqlP6u/d3PY0U8KVm8miOZ5oRBvh0clf43Q9chY+D+rrr/Vyg3ZzQSMm00VmVyooSGMSIRDsiESGgOI3i+uDNRrZTFQtrmYH/+0+i3PJ5CBYueNgp5kseEvTfmOQR1/AZBkiCEff03MT5ELYxQRlKjwr+prdLFbBzX1EVooi8UOkwkYeC+d5CguNEo/yV8Mmal/Ipn1KFtBnOAEb2gwgBsIIBEiiSHMdopNWLYNV4n3sfGKDdYFVdWvFY6JT0DUiM876u3NKF+pkPBcE1ui43hvYm4ij/lO3mFPFMkGMBrcJZ16eP3cwQ4AhwBjgBHgCPwOCFgM6lR8gicumP2nJFwblITlcgwHHZ5pGWCv2y8ScZ3wzuXkb4+CHOZYanPC5AN9af7YXm8Nyzs7RwylgeH4kSdflgc5S3mTNBPHeYjh1UVnInFjKAEnM2zx5OmPNGjQ0So5os94DPNHW8+K91sK6mhUKylw2dgZ1ZltB79Mfx7NEc9xyt0ir4eTeJkgQHzdJBD6VidmzE/ueMj+l8MO6Yv+AWHV/qL/dfljJQo/E7ygOVrSE0cGqmTzplBPe46vNSGfolEEFQGtExqmEfuSxPsMyqhh99ItLq9HStX7MR5FmqnVLl/RKQmrpE290eZk09io89UJF3Owe80ESq94IaICHe8IKc2WcwBRvy24qXNag+cCbumdUfEN2ZyIpCQq8Owu8hCRjIWZjIkzBJrpEb3POa93PrSZq0XTW6vPtfpcVqNeF84AhwBjgBHgCPAEeAIlBIBG0mN7FHQqTZZIzUyUdGcKlOuhivlauRQHstOIgTKUbPsRWhMHpu1EPL81b+9s/F+SDZGbl2BATp15szY0XDfeAUUJ6U5rS+48z+sHDcLKSQUYKiqZiupEd6dhkJNP1hokBGpkQ1g0RvS7cAwrGnI8mnkjkr9LzCHgFGgmBSyBijeiWvHsT/nRXRqrhU3YJBYhp8x7CJRN0KlpMUM5yBgjiYnRw7Hq4HuoYkUqkXPOr8fPzh2QrsGljPHIvxMwCtLMz5MLMF1+Sk0UrwqZSQ1SvFTcxuLndOM5IVXwVw1gVPmZGPkZN1Cbk4mvlg1H5tOkvS2Wp1OPwcMcTOPj1yQVfCYfNunaG+JEkpH6nsbSX1PdukYkBrheWf+pSFJjOju76QrACu3Vwk9LBYdfgFHgCPAEeAIcAQ4AhyBCoOAjaTmKBb0DcCe3FcwOWURFDudDK3393eySDaXjW8toZANa72crVlNSq0cpowAM+b0p/HyHw3JCfujNaEA6UZbSY10HWvXDiWciT17DgoD9GFcEmm5K2LULXUaRlwZqck3Er0yakNXJnQqTBimn7sgURV6JLZazBtiHM6Mq4lSQ3pil3Oi+VSfGc6Tb8JLECuQfgphaAmvZNETIST+509XhAMUvGXBAwqdU/J8BHJXCF9FKY5BTO/xSsSvSthg2UiNTJIKa/dERFF5SOpPUxCI+ALt1cRBCJVrjBiNeIU8NiryaERqxl/FMA3hlu9T5cawPKixVzG8CDEDpS+2CAUwHGfkYoqKmLF58mnLjYhS2JA4Xl5UGba43LMKs3LxjnIEOAIcAY4AR4AjwBFQIWAjqRET0mMuWSpieSXX00k3y8Z3bfRUV0A3pWPRIH/svqs7vWaNkWWJM9kpvSrpW+AnBka61AElz8AiJOcBkRo53EttnEoE4WI3WZRAbIwg30ziCPmtfURCwsLAJtyEj2ygK/03E0OWO9Ev+BDu0+m7kugv5GN8jpeXq2SyWaHHHTMxctk3yNcpYJnIiHdbWQfhssqW0L5w5I1h4Uuia0sJHZTbxv6R9S3kLrw+IZKqeMBITGEZ1dVh2stqRbac7fB1jcdzC8xjIxvu9grhKwOpURTX9PLWxX2rTGHOFTteXidJebPrDWTGFexVEt+G4WfB+GnQOiITorswe9c0DKfYs3wNOWGqdQMR23iZcp2mlaq+2CbpzFTtPsTpfyVqlOa89r6C0HjKFRK1wQWFtP25um+qOHj43zkCHAGOAEeAI8AR4AhUEARsJDWiotZgUou6TwULp4RPxOs5OzDLdy9qu9zHt9deh+8sd6H4ZuriuViZdhOVSfls49yW+Pnkn3iumQlHlk6jyvU32VE51lGStUU9TKplEjXOD4kFfbQ5EoKHYhS+6W420kUWQUncH1Itml/t6JFmQ1QctwdEaug50e7jhUR+p34LsGJ4fXy7xh+hv76A/zt/DPlDPkZgj3/g92/jsYDCus7nO8F1STQ8BW3hHOydPQJr4Y7ZI2vjUBipu53PhZ3cf9n4zSOSoyEWktTzYUe069MHbzndw8UvU/HFGSqKSSpplrVKxPdsb70aYQNYEU+5EKkJLboPQkccxBZWSLKwto4wZhJRHYW4mw3Rid7TiopOpqemIu0KhWlZ1G6RC3U2xbBAHzjf3orw8C9x9b6a5JaW1EjtJbW1UtVhuRAN9wnH0HWtuciqWBD2Bl739saAprexfeUK7CTs4UCSzhtJ0plF9hkJBUS7Y3zCHTzf0w2dKh9FUvJJ3Cw0IFpCHZww5I4Nha+zKiZSqA00AzHn8437Yq34JutD4G2M3zANziznJ5s8UIMjcb7umxg0qCkubdmCw1T8xk5Nftk0P7UZcxLPAXU7wtuni3XhggqymPFucgQ4AhwBjgBHgCNQcRGwmdSw+h1nYqcicDMzkBlg9mg0MByrPerjyAIfhOxhRjf72VFNwmGYH+FGdUPE8KjQY8INsK/fBf7LZ6CDLjdGgV/w2PjiRNe1mlNwoWbH1HPo+0kE+tYWCY1oPIrFHkv/s6FOTfYhLPAJwR6xoiLsqrvAN5oMY/KoTA6IwzkRDNY5dPFfjhnqzlE7o8f6IuGqfG9bjFkSgv7PElli//7z0yoSpOqFKQv7wiYjVMFUfP6b40Mwq0dDS+UrqTDmD72XYFF/+juTJvafhDUsj0RodF10mr4M099hpEf1IyIZOzUQm89J1wn9a4F+/sHwVBvr7Bb9M2n863fxx/IZHaQCpKUjNT9v9saY9dfQxH0BlrrJqmMlG1GBxKy6j9FrQvHB00JjkZHkj0lrTkpzVezXsPkRcJOLxBqGIGbjkHou21VHi2HzEWHUrux0LPVbhMsfLMaSfg3pndeRMG4Eos9L86HILliGYLI+eGyqC/8IXzDos9OXwi9wJxFH8UEO6uKi8rO5eEDJJgq/miPAEeAIcAQ4AhyBxxaBEpAaCYOCO7h+pwBPONQhJTCziWzKycKt3D+BSjVRv6YsMcXuKcCd63fo/yuhZn1STFOgJKndqGCE7TiLW6Yn0cDFG/NmUc0ZFn7lR2Fbm7T1XQoK6AmV1M99mGNiEpPO/3wCDnXqwdxtuW/6f9cwB8P+m7JO4Wz+S2jdsAhxXglroKjnS+8i0nHpl2fRVPW8gjvXQUNFQ1IfmiHRQaeMncUYWWIsP1M//qUfDcI2pxCOjmUb24KcHJLZdtSRNnGuEgK6uVd0a23FDaYckjR3RBmbbv4iLpG0edOmEklk3CwHWbdy8ecTDqhTT9e30gPO7+QIcAQ4AhwBjgBHgCPw2CFQclLzgCC4IIX6OHXpj35UnfJ0chLSmk5DYsBrOBL8IY71jhNUuviPI8AR4AhwBDgCHAGOAEeAI8AR4AgUhcAjIjWiqtS+NoFIDuwgnq4LqlufohXVCWkTPwzrm8ShyFIgfFw5AhwBjgBHgCPAEeAIcAQ4AhwBjgAh8IhIjZh/8ceEnQjrJYcdsTovHrjmHYHqYROQPUlVe4UPFUeAI8AR4AhwBDgCHAGOAEeAI8ARsILAIyI1ouxzYkOdp8bjBDoPuY7VVPtmOblprOkJ8NHkCHAEOAIcAY4AR4AjwBHgCHAEOAIyAo+I1DABs3hMnBGH2y/0Q//XgOPb9uKGoz3yqvVHaEh/FJU/z4ePI8AR4AhwBDgCHAGOAEeAI8AR4Ag8clIjNIDUvb5P/wqXstl/VEGDdm/h1WfLpoLFh5YjwBHgCHAEOAIcAY4AR4AjwBGoWAg8Mk9NxYKZ95YjwBHgCHAEOAIcAY4AR4AjwBH4qxDgpOavQpY/lyPAEeAIcAQ4AhwBjgBHgCPAEXgoCHBS81Bg5i/hCHAEOAIcAY4AR4AjwBHgCHAE/ioEOKn5q5Dlz+UIcAQ4AhwBjgBHgCPAEeAIcAQeCgL/H2Gti8JUkluBAAAAAElFTkSuQmCC" width="618" />&nbsp;</p><p>&nbsp;</p><p></p><p></p><p></p><p></p><p></p><p></p><p><img alt="" height="600" 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" width="626" /></p><p>&nbsp;<br /></p><p>&nbsp;</p><p></p><p></p><p></p><p><img alt="" height="372" 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ubKs+cCfBw6AAfeTbQahZbDiKMoTsZN6ty0YSbe/IUJ0m2oE7qBvlNyKtPR+b6YVhyOlNCWiidUMRgOFqKh/0rVCy8Jmw9rYMSKKHTWYsWiKLNHYPbeS7JRsYiMMLXIIB9po/zwYa0wLBjTGrjlilpP2IZ98rePRf/4b1Ho0gQBaxbDV6kC/XJGV8xBuP7cSJhPGEhKyw03Ulqs+7NkRaH73EIEq52r8rF9bH/Ef0uRFRcXoOn7SI7tqRq7Rdlz0D98p9RStEu87MGzHI6DX7QLJm0aSRMtHPlQ6mefWLhFJiKQC8b8NIzqnYBjteR6ixpEYwNjzqKTpj7lAmE5YF87zR2QCJaE8yikEsFphbxMy7JiVCqNtw7Dakq5kF0FBXRHeyPmoEuJDgTmWc6+3ApeqmA3VzLl+5+Dp7rPxbKhXHkgR8GSgQhOpzw3+tSnFrkrNN0L8rPjEBL9DSzFF3DhhguaBW3AvB7OOzJ0J8FxOl8N7cctwLg35Igqu8vBW55DeFwvVN4SjlBWVMw70dW+iO2RgxHPKv4Z/zEzComO+Xee6r4Qq4fa7zinYtFpOuJDuRdcj4XNMzTna9OB7p4YOrQ+ppymF6GtBjeOrXRWEzOQR84i2457FhyOo6htRhFaBC3EHNUott4xYpJ4KWQt5nTWnK96V9lbqqMTRT1DW2oqIhS6zis2/tacBi1fzoDP5L244Vobr0sGkydFFph44Q4QSbro+Ja8P3NDp2z3yg5fKPgYoT33oE0KNdxQIFBliFt7TE2ltE2J9TMnRxR+6qi9R/IzWfQ6NGKd1JDA6S6FRF9LBo7C1y9paVI9XVleS/Rvcg81tFm9E2UlqLKAsRHmCIvGgWJqfb2WWl+zvUm1vRvhyeVZ3hoMjnoU08tdwG9m6LCGSXOA8FREaAwpdt8HUrrnDTdZ5lnFHDlpJ/XFsmpT9PtgUEiOM2rjXfwUui9cjaGc51nOIm3sKKTcroPHf8pBHnvmQ9oB0Q51i38WCPxHELirhk7Okn5Y25hFV3QVxRjVnRQ4T1+sSApAfcbc/FNRf+pWYkAyBnlrBsN/3UU7ipW2o5NW6Zd/KwuxLLQI30EedUcxzUNK4CAkXXhZz5iYgA1Yj5rh8Qht9JmseBZbFVrp6QX0nb7b0Wq1VTAZ38oU7cl7C5kbEDttqrI19U2mf+dPKyBlvzvIRrRVYMuyZwsZTgPPYoihaPlwnA8pIgXwkvBTiirzepXSPeY0Ev2jUZmMND9tixnpbNfhtNp9hu11NlynaoSDDizlHE6Sx1prxJLB7DvtJt7reA6pH8rpHK7VWiFg7jT00Ocvol8QKfLURNV3BRlK9dnDyXjzmQv3WbYF7NzoLq7fF0krBkitV/dM6oxtrTfra1TY+0O26YwZ67KZweiDhUeK4UZGsFzEzwTteNwYnUoKmQM0mLME/dY2lowL603h5833IreOTa3P38H+7oPsztv094vdAWZohWXgipvW4HeGxt3RfipXCEhBeZcUlHrOdhAyUzJlWv+skdaQUvBRZ4AYvOVMqRj2HbxXz0HHM8q+3DUKnwPwmn2l4ONQ+Cw8iZe10V9mXAZ8i25rpilpuQr9ZxXCk3eiY4oopS/RcdveQ5YGungNMr89g9+U9D4WtTBPey0DFspG1PM1drS7F4aOdKfTUUvBLXNCB1J8aWEa3qU6HPCUvnGEhN0SXOlu0nKceFhXMj4Kjb9R9izLhNPsRQjbadv5U23EUL0L4lUHgxkNKi2YL9pRQilyvCRwNNKZZ0p3f9hCzAydst4rO4S7ZxLe+6oT/q1rBsLpEHQvZTnJ6LfvF29j9ZzOptF21Zij6Iv1Lpd+WS5QpGLgV//A/F638FHG/yK/sA7aBH5gTe1S76nhbPmjVV6p77bIHGEhVOCrc2IQn/IJO4Q3F6aQscBkKd2/oIsYXu5GGiaGDnvXXHfMsnk2c6L1JrlK/SG1Dha2j/BrGG7iMGUOpr5JJ0EeF6TP66G0upcde0swVOLjl5XGIGaO0dJPQXxDICAQuJMI3EVDx0Ke8ACcG8oVTmXZpxPhP3gT8tTOQKxQMxh7XolBqqQVykxq27MltEhVukPtvEZ+JZqrsUNn0ciCbFcra8i6VMAk5p2MyjpPMfNk98X2VqtV77FsBFzTKLTMKRWIEZeCsamEZFxVCNsxZGyUBSWPeWP2RVR6phlYdhGuncBBKSXBTHCVYc9MuU5pimSDNbhn0ruIPlCspmZYKErSKf6PUlr6kgLgcxQ9U0Oh1+uZkUERomuKckLCxpcU+pVx3ezOQZEiKlFZOoXnNKVyDN5yGe41OmHGsqFonLsEgaPTkadEO+TAj+JpTqWWxrquU/bWpghWZnRT0pfcspjR3iLUSjC2L1YUnKqdKC3BuEeZBiTBpzlfZtwur73QoTbNDOOAc0MN32XG42BsyrMqFKzANXjPK8oa7K2VYcFxr0reb8XYcpLGXWgvciGtsne3lzB0+TR0N6l/Mr9fJkqmpNj8gK6m7abtKZHD8J33asXDz+eE2Do4Sr3jui/IRuRyBGEDKSo8dsDu6Wy3WbpokoR5+m/k3V9HUUlmxZunxchRpxN4KWgUBrVvgC8ju5ABUIzqnULhS5HRteivT2VzGgvtBmSeScvSrIvp4WVsRmCsC2Q1Ss93QGDoMJvhsUxhHXPKV8XNzNAhV5Uyz0Xf6lrqmre6unm0PXeZ4qSwo0DzvdkxdMg7JjtVdE4OExqU3rMNz6pRcVvKsVCUthdFaa9R1EJ2+PDvmNBome+VnVtDNLioVgLJHH0EXe44eEwxrp8i+h2EswEl1YBYz8B6l0u7JfK92PmXl/Db2f9Dx06NkZtBqZKUsvpW5CYlpYxjYOecNPfDemc4P6IZXeu0zrBc4nHDkVrUGn38nsXJjZtxuv084oOafoFO0KZ1dyZ3lOjH52hPRcfQ48Cx1RouTNZTVZTp97k810bMC+j5fdfXwyyevcINQhaFE81TSiM88XeBwF1F4C4aOozZrEKDZL33zUIMoQu5AIs1PeYlYQke7WCMdCHcNREeMwTUKIlJK1XGpOa6z1Jzc0tFkAnROCBsG62Vu9SZ4Ay9ipHa9CPudXyyOxamUME2pfWkjfLHae/xcNk4BRknqTjWpQqadg9HVKC1INM5Q+c1NULgUtMLfYZ3R/NCMnIOHqXp8JVRp70fBpkUypZlz/1OURqWrk8vFxBuqueQOh6QYvAF2mhSpngDg625VNwgfW7jZgFFNDzc8IgO7D9RWPA7FdZTPUjVx2iQ5E0UUHqJh5v8rUq1WsF76CDDBGklgqBpSyzjxyJ81uiFbHRCUuSHPJaGRZTOslcqYvLCiDmT0Vkb6bFLAFwAc6FtTrMU55GjGjrDSvNQroRpDB225qmY7BANsu+uapCsb8GstmfWKAfSe4hOTTzaBtGtRv/UWoJy0DiPWJnDSPVsj9dBq16jMbJnM4132UTJZGtY84xyd4xPM1EimVd1thtmaLyw3PB4ktLCUiQ3cFk+8tp+6J6uUSgvUFQ3EoiyKmKsTnBscAKOwAvh63iUx0SJYlHdQbvQZqmSkkNLkh0E3zJLBOsWv4J/UzrhnhdmWdNgnMXCsE1uYFijiPSFshg6alqYUrNVqwg/HlMaoVAKqc88TTqlpMSG4MIQnjrLXmkb0WFLVZVHF3JyKHxVuscneiODohA2WcXlNXRMoy12aLDUzn0szWkyWBBen/5pQqNlvlcMJaVRz8ZsXCySD/jPwgJKvaUifVfDgRPvvEZRQtYshtgs8VVKpfUgnip9rQoad+iDIYaGIJKDaFOeE134OF6aaAxPoVUjuqUZOlaasDohld+40D3aQfdIuzVK9TyyIw2fsBRnnz56WeAUbWofau6MsC8GmAOGauFUXUJ2Mp3sY94W39bQYUZlKC4P06ZUcmfEk5TepkSsysKqxG8EAgKBciNwjw0d8zCxJCzP8tkPjCkmo14pszJU48FkKJczSqaEIBNWyfV0dULMSz/sArXH1eYeqcKYp08whjoPJ56+jBuegzCsW3UcXRWDVQfyUU9Tl+KcoQO7Ba8lnXZZ9mw0dExTnpQ91+WzUPIp/cSPUnf+pMLgSZPxfqsGeKISnVm/U3jfJi2ACxzZkHh2TWd89sZ2yUNqKaABlVTESSUQ5DVdpynct1VOZIF92Wp8ERAcU6bIT6ifgZS0vTj8zREqlgV1e/NDVIxtMawtflyh4YaOnRQ8MCWY0tvOmAhqeihXKKpSXjqnF0bTHzXjUYCS76mZoWOWVicrsmcdmCOjrFcKMinCusw0Tmu36YJmvh99Xr4dJdNwz6xPslUimTGbUHuxEkmRv1naXXKMI8prO9NPq8hojNzPZ1Fa21e4eY119quBf0xcSB22lK6IJhEdU15BEVO/4HT8pihP9VmkcsYF9OW1YybnURIWxn3dGUNHSbs82Qh9Z8RhAK8N1NQZQZsKxlKLev+AnhoPtT1Dhy6FHLmHVdGTzu5MP5P0XelgyxfRccbQsUuDHGUr7aopi7KgsOXNZb5XVK80vz/Gb7sItxaDMTO8M5rU8sBpM6cHl1EsR5A5U4b8DP8pwBSW+k3G0q/7qTZ1WgbOP+WLRfRvajzEacNX2XdBB+r4Nhat5BuntInnMu8OGzrsFUVXceEq5SrUqAUP1QJ2kjZ1F8RJQ4c7MFVDx4w/WF9gY+iw6M2wC+SM00b7zdImHeNO4lsCAYHAnUXgnho6auGfIcdeb+gw5XMxqpGHviSHLffsapVLDg1TkDY3T3V8SCFjdAk1Ea9R1E0NBy6M1RQmszQ7pebmpjVkXZpyplcWWqsFny41m6JTp3eomw7b2S3cYhGdVzrgdZP+y07vmYSgztBRC0mZE9raPIArINzQ4Uq93qNuz9DhXi0qQM2Yg0cj/ZDbX3OuTHFiqWM6Y5VHWTRRJSXv+y9qBx2elmFMhbAa0tbc6HM4tLcAz7VvYpsux9+vpq4BLDVn/hNxuvQlq4J9VWdsyfTGa2k067VkIar7fHhMc6xGx8bQUT2ZhjRFnaFTgON7f4RH+1dQx4YnmKSulZnGNQ+3FODi5RtwfaI2GbfKv5OS8r9bojCBFe3r0jTspA2FXEKQaSqHUYmUjbVj/9J7Vfldsk1ZdYYxys8++I42oqMxdCTFq4iK05MQF7cLZ6ijl7Ww3laJYvd3b3uD91dKTdN4iVlNXKd4XOMpcIyXOIyFcW93KnWNYR6Hm2bNHdRUME2KEjPelj6FZWpdgv2IjplRIEXzP2qGNWbF5uU1dNTaES1PMKFBdg8WV6NxBywib+/D8dXcaXuGTpnvFY9cy7yxs6Lgm0Z36d08Qijx3Y6fo9/yulJ9DrcL5Ah3kY4/qVE1E2eg+c4tJHtYyuULmjUpzqBKPG23NEPHWktqNRI5P+IpwvztlG6c+AFCadiWm8df8EdhdbwXyzuwOkmbpRk65w5hb8FzaN/EtqmObeqaHNH5/FXz9Heewq7uj9HuVGCyztHHaU+TPuwMixLfFQgIBO4YAvfM0FHTQAqN6RCKsFQjOnLh5dp6S22UTeuuuaJraAygKp6jcSvcUBhfEmRSmhA1FEi11mYwgRNyKUg3IV5Nu1OLEM0Zomy4WBUE5wwdNkKevHTf7MTHmQcpXY0t/BrOUovrc7+zuRHuhggIV7ad3LPO0KG5DXEhmJiRBzddxy16tiGiw/dizb9m72dCiVJ3NAJbPgrFkFFS/aiwAKvqr6F6Cy6eFWFwVZPHzBUWTcoLMyZYB5xo6vxVvz21lr68l1pX51NaiW1Rs5oypHrnaG3v7oBXahyMMzDVAmdt+iNL1Rh4AB2p+F3b+AlKCseJl8OwgWpXVHGp4HNR0zxB6iy342UscrCoVqfcSJ17gpFwhArgjfvTGToMuwgUmsxqUOuctBiWmcYd4TVmqSlmHk12bz/Amf7W1Cfr042GjplXlStixfraFEeWaPgOU1Ym3QrV3G8lDZUao2iDuKoSpBpx5oZOcj29UsR/Z9nvpAIAACAASURBVEzfOaI2rHAGC8PiecG3SwsEa+naaQ9+SdFzfh6aOhV6/rtZb+tqIu1GdGA1xtSoouQAWIt6S1dA01RP3lw5DR1+l/WdOE1osKQ1cJg5vo40IyjzveK1b/oaDsYLJhdH2KRlcuX6pZAMzOmYibEDTuN9rbGmnL2WL/P0bmP3xRJFodTIJBOVO01BzLDmyFs5HOOpG+JTvouU2plSDB0J3yhkUXdQ3jiB1U8ymR6VdRstaP6QOozYUC9lIUN6YHxVxEqGsJO0WZqhw2h3hxdSbepDrbVMWpyk5glf/p0MYorS6PIsebRccy8kp8UFDNE2LlBTj43GXRmYlfiJQEAgUC4E7omh8ybPdScjp9N06mBmmCCpj+jQflinpRGnMWCT0krTsEUeGSKNH+soD0rno2EMJoDSqJICrSH8UiGS254urmH15EtGTdxNDNnAu6nxjmDQMWtjcS7FBKTOUtuuWD2Lzhs6Zgu24LNIb8z86g/b7m1l2bNq6NSwGjlmsz8Mhg4vvHdrq2kWIX0nHTUMnmFJ4aci/apd4uVmDeT9fC+1BdZxYZO/GcN7rsCPas0T77h3moq4De1J2XDGNbOxZGuuNPeg+QDzoYwq1qrxIgumHS/qW/1aLm7FhPcXULtu2zayvF34KM2cJkkXoxS64ZuuWjt18SjYVWu3vqJjrFFCJhU769uYlkSCqqHzpsbI0bUcVn5tSF1jikz0tSCs1XZeoq5RC6geZCt1atZ3/Ck7jZd2fVTDSuc5Nk/dkLpBJVQzGUpqmxYk7e9GsNWw5PUC0LcPL219pn836apk1skqf/Nw9FzxI2CI4pITWq3fkO7Eh3/VtP5lLXqpWcB5TdMEbvRr6ricwcK6Bx61pBFVqvKppQ9KbzKpWzTHiHnapwMTTSKPakRHXyNmTHe1b+hwL76+ix7jCcO+87btFlYeQ4e33r9tVlNE6cd0Vtq5N2wNI04PwCbTob5WfHWRbQlAs4YZZb1XPG1W251MMeRPdNQr2HzcQiE3bBlPG4FLwbwZgQXZc3ohnLrzSIYQcyRxg+M2KdqqDHPkprCZcCGISJa7W7I20vp5PCUbOmrKrZEGeUtmbYtsKer5JV7jDVOYPAi5jjFSSp6TtFmaoSM50HbgRW07aDaeYesEvL+AjSQgOl9JzlHWepN9+Oy1tta5deyfJWOMUlLPa50MklFDkdEh1rb3HAdSFkyMK0fOQXxHICAQuFMI3GVDZzmqDPPEbjbbhmo6us81nxFjY+jQ7qR5FjtaIdowdI/PaThPjFQ/iFKGhCkrQ6jIfr2zI4lZn/8BH6PF0lj0ZPNdlJkymRZKH+vVDti3UZ7fU51C+Fovj8IQi9qNwdje1ZG9ZAbWH6bvaVoWO2XoTGyMY6cfR70m2nxlWg61ro0LnYSdJLSrc8NBoYIy7ZkZOjlvouvZBKyi9bq1DsGKKJNhqMYaHT4PgQ2wG5GACW8U0NyQMGx9ojUeO/ATnouYhiEvPo6fP5uLaYsP4JJulgDrsjMO374aijFtr2DVtMU4oJ1NpM6OoWYPqym1xIk5SFT0g58yZiOSvZPN8NAogXKr1f3weMV2CKHpLBRGf1mzEBx7FI39xmFYjxbK3BxlUCLpki16eMOdaOJA8esYx+YnVStU3n8ETw/Rzggp/aoy+lheZRg8d0dh25k/4ambMaP5vbFGR6G9S3Xbw9u7OSprB6+6m7TPLSuN290Cqw9IwnRSVI4TPZRWayU/Ru6OF/FjN8zT3W1bJVKuGcvEI1594PdCvjxElfpNGCNdRzZMRmoO9aFoNxTBb2n7m5eEvRwlXOA21jpfSTJcQ5FZ6z2EDuyAykdXIWaVkZ7MmhHIM0IOVqbmIdQ96lx6Gnb/fIPm7FhrJuR21kfgoanjcgYLLXajqLOgTeSVfcHpiI5c8xRCDQJ0xjKdkTzv5gpcKHqtdqYzprtKrzRvRmA1CozduVgb3gCsrxmumR1EDyqzocPndTFjxjgo2l6dBPtNMHa0itbM8mEA5iNrxlDMoFlepvjaGxhaxnslO06oWYBnd8xa1B+1v1uO8JjzePa/j+NgYR/MjOyMv/7+HVJmUe3fcX2Et4DaUA9YAfhPeh/Vs5Qhlaqyzs/vpu1MotLZkfwNJX0TlZ5AbZOZZTaPYfw3bSrGr6IhrNT5Tt/EQv42H6p665kuVEM5Eq2q5VKUaAQ2WrpgxuQXkR2bgDPeC9W5bk7Rpm5BZjU6FvKz+WDyfg+8QgO723je0g1XtZ35JOsgbMbOH7VfIf7aBp63srFRGU6rdzIos68+vkkDlXuhHfZJg9Gv0ygK48wnR+EX3xMICATuHAJ32dCRvWkOfWy8kPL06tFbnsa4hFC8wia6KcPMdj/RDzPizYrNWRh6ClVpmqRGOLAIaTBbxI/oNm+ONJ+FpduFj1qOw8r4bJea7WWl1jAUND97PsIiyZhjQ6Pp41KlKfrNiIefoqk7ZejM9FA7/jBvWqXHaeM3Wecy+dnuNlOny7hnrhQ5gAv7itYjyoaohkQkk9IpL8q1ni/ilgag9ldkHETvlqeYm+Ag/aM6jZ7/VhF6pERIU+qLDbOMlPXlZ6/B7CVb8cP5a1BGlJisnDpHPVkPr/YKQ0jXhppJ1uS5+ywWITHWtdGqaRjtcERP7Gx/ej1vbfrVOfzhWgN/bVYXOHsYx8+yInVph6jZ9O/4qyUXOWfyUaleO/QLC7HOnHAQW5U+HPq+XnFkwwHHRG5Qz0LywDbtToNzA0mRsH2g8zRuNUDsLo8NXhwejYmd62q6aZVUjCsbjAsuUbOBhN40f519zL3l+gn2dGZvhWPh+La62SFc2XYmRUd6pWLYfNV6DpZQmg5jMazxwvywSDI4FSJmdKJ7p3mhs82dqP0WwheOR1vpDHh6DBu6apx75CgWxAb2T0e/KV/gL+3HYcG4N9Shteq5lMHQkTEYg5z31iL+PVYMSJHT+WGI3HZGoXGHiNI2ysybMZi116V3Jn4wBpmNwpEU/rqMe5kMnZv4KTGE0vcukdNlKSZ35g0j+JpLoEGWIho+GlueHoeE0FekNXw96z1E7JaHwZb20fJDmZTKIjvIsJoVjOjdbGwAYydV4BWaSI1ZKGITEoFkZTC2xKts6F6pb9mknBP9tuWQeYju8TRFnqnuZdMveNIktbe0fUnnL0XOf8B5qRmHMx+SV3W8EDg53C4PLDq5FfExydh36iaqNGiGesQ7v6NumY/QvKl3gqIwTBnca72f5aNNHU9gQ6ljQxDD8WYvMeVdfM+y3Bgzdy/OcQHMuqr2jkLsAD7sWPmuRE+jsJw5OflZmtKkM3iK7woEBAJ3AoG7aOjcieURo/n2E3y4ZQf2H72IoirP4NW2PdGz32s2yml+9jJERqdLCp9LpTrwGkpd8HWKl2PrsZw9iV+fbqh5fhGuXrhKVTOV8ETtJzTKs+F5SqH2n6V9z5FlSN60fOQdPabU6LAfUSOCF/+OF+p6qMrkndqzI0uy/Y4dXBzBgX/nEXfUoE5DPHBTdPIb5FZ7Gc2MCjofNNhtFhYNaanpzOPsyvmagUfca6CWtcVPKQ+yoOAiddb7U/matG5XFEh0IX8qaQv0nV1Wub+vWZ8DHtgy07jNOgnP/03DlHHJuPR6GOLHmCjfdvdWhIICF3g4cgaKd7mkM2PGjrFOxiFYiRYLij3gwZsryBqWet5O0YkpXWvmO9nUfPAVOo5F0dWrwBMl8CGHNm34UlERiipVss/b+NeZ8UJzsFI0Q4/tRXR4zYwuxVX7WlPcy7R4yJDoDtDBBzmOuyMPLOu9shRcxGViLkZaK7p6AdQTo0Rexb+j4z+sZfMPhXi+hdbx4MgO5IwInyVX0G3WIgxpaeXNjv3aiW/xiJHMPO1HjRylTd2rS+m6pr77EUOnN3vrt8qN0vi86Xk4AYv4qkBAIHDnEajAho7VY0VDWKS5AmzGwO/kWXGp4oXQxGnoyBVilsIzeCelTU2GH/XWzE2ZimkZt2iORUkD1e48mPf0iQ/TnilN493o0zQwLxm6sT/3FHDxMnsIyMquC5oErMFiX0dTx+4cnkc2BGPmmp/QINQYLblz7yjbk4pwbE0oItYdByWy6bsZlu2B/9lfsTqjwPP4QFMEb27o8DpFs2Yx/9ktiLeXjIA0MPp0d92ohfsPMyfbS99/GxQrFggIBJxAoOIaOqxYeMy3+PuUGIzwUlISWOh59gjMphxqV00xPCsGHlMQphnOKBfCfvmada6JE5jcF199qPaspMHkU3pDi+efBM3LK/3T1AdTe7co/XviG6UgkIvs/e5o8frT5h7/omzM6R+OnVco84aag+ywjpG/Z8hmTngXy363l856j5ZB6VifpV9G7XaNUeNmHo5mZSJ12z6a68SSf6hmzKy5xD1a2p17jXEwYj42D+8J1qtBe/b5NCy1Pw1LdaEOc6mmBf93bkXiSXcWAXlsQz6qNW6B5590iNPaWUBNtBsaDIdL5krbBqWUrpm9BGnfn6XUZTbc9m8InDrRzmBoYeiUBqf4u0DgYUKgwho6rOPSfI9ouVuX7mM+p2ZRrQTNlHOF0dWl4WqaNIsH6WBZXcfDs2fWxGA4NuUphUqOHKSmu5UjXxffsYeAUjvj+hjqNnkVf3+9OZo3a00dDXNxMDsLW7bsxWmpVsus7fnDg+rN/TF4f0YmLuuKGljNQkv8T9Bo+HFnzX0OiZTatOoa2vd4F9WOpFGb90tUk+BGtUcbqIic+l8qHdC+r2HeLOY+3/6Dv/xcGvQ6nAa9OsFqzUExNqEoB3TUGGh+/wnYV+Md9HqnESpfOYr0tN34udDQKU19hTB0yoG2+KlA4IFDoMIaOqZD+BT45XQJPqmZ/pG1LV5eE7MSA6VOXbwF5GN8ON8Dd2wP4Z6pMcD+TVuReYJCB458RETHEZQc+A7Vq5z9Hnu3f4xP9n2Ps5etjTH4j12rNYd36AQMekCUeQdAsfMVfS2XU/U9ZX/pPf6loYBeWyh/8/8h5v3J2H27tT61+B6vULyufAgUndyPTVsz4SirNX/bHYzoUOpy549fQgoNquXZ6lzG/2HoQCqvRRg65aMA8WuBwIOFQIU1dNiAtLnuszTpaBx4ZfLyLX+sUydsyy1G476vigZ1i3D21GVY7LSffnCO72Hc84NzevfvTh4GZf7+PZ17tXJ7BfSszbttc4d7tSrxngcRAds0bbZLJdJsGrkXhs6DSAdiTwKBsiJQYQ0d6pEJ/3E0bdgwNFSerbEPTcLXURtO7ajQfBzbvBabj11B5Tpt0dP/bTQsSyOesiL5H/ndw7jn/wjQ4qUCAYGAQEAg8J9AgOp1/dNeRmJkW2v7emWgbaFPgokzVBg6/4ljEu8UCFRUBCquoUOISUNDtzyH8LgBaMaMll82YOiQNbjpPQ+JgU01MzsqKrxiXQIBgYBAQCAgEBAIlB2BfKSFhuHikKUIZLnpRcewJHA00vNcULt5KzSqYnzyTZz+5jDOFQJOz9Yq+yLFLwUCAoEKikCFNnQYZvnZB3ChpZdUe8PmW1z8lTrCPG0cDFdB0RXLEggIBAQCAgGBgECgfAjkn8RJNERDKtIpOL4Xe48XOPQ8jybt0b6JNvPDoZ+JLwkEBAIPEAIV3tB5gLAWWxEICAQEAgIBgYBAQCAgEBAICATuEQLC0LlHQIvXCAQEAgIBgYBAQCAgEBAICAQEAvcOAWHo3DusxZsEAgIBgYBAQCAgEBAICAQEAgKBe4SAMHTuEdDiNQIBgYBAQCAgEBAICAQEAgIBgcC9Q0AYOvcOa/EmgYBAQCAgEBAICAQEAgIBgYBA4B4hIAydewS0eI1AQCAgEBAICAQEAgIBgYBAQCBw7xAQhs69w1q8SSAgEBAICAQEAgIBgYBAQCAgELhHCAhD5x4BLV4jEBAICAQEAgIBgYBAQCAgEBAI3DsEhKFz77AWbyoPApaLOJK2HqnHrtBTKqNO63+ix7stUEsaJCs+FQkBS8FP2JvyEbLO3QKqN0PP/j3RjAb9ic/9iUDRyV1I2pwFdpyo3ggdu/ri9YaV7s/NiFULBAQCAgGBQMkIWArw094UfJR1Drcq10Hbnv54+z7m+cLQEQRf8RHIz8SkgDgcuFUJVV1v49rN29KaXTx9MC8xEE2FsVNhzjA/ez7CIrfhjHxE8se9PaamRuA1cU4V5pwcW4gFOYkfIHTTL3jk8ceAm7+jqFg6ULQOW42ZHYX16hiO4lsCAYGAQOA+QSA/CzOGzsDeSxKzlz8utdBl1lqMbHl/CnFh6NwntPfwLjMPKYEjcOitGET3bAjmRy46tgSBo9ORR/ewft8krBjg+fDCU5F2fvMThPVMxzPhkzHo73XhenE/lk6agW1n/oRX+A5Me7MiLVaspTQELF/OgO/yygiLGQEvFjqlqOr2yMGIP3gDcGuLyPRItL0/5V5pWxd/FwgIBAQCDyECv2Bd4Eh89XIoxvv9HXVdL2L/4nBMy8iDa/up2Brx2n2JiTB07stje4gW/csGjJr7CMLifWE1ZyzInNAFMQfJ0mkdhp0zOz5EgFTsrVosFjz6qEb7zd+M4T1X4Lb/Oizzq12xFy9Wp0Ngf8wAfPX6SozRhuJyl6FfUCrO4yn4JCQjsLEATSAgEBAICAQeGARIhltIhluleB7WDPbHulr3r64lDJ0Hhjofro3kLuuHoNTzwtCp6Mdu2Y6xndbAM34TRjav6IsV6ysdgUxM6BCDg8LQKR0q8Q2BgEBAIHDfI2DB9rGdsKFRApLvU8+Wc4YOpS4cSJmL5Wnf41yxGzz+8gcKfv8Tleq+gB5DRsPPq5bGCrR3uhacTZuE0YnZyGd5/K7V0Nx3MmYNaCalJTn2KcLJrfGISd6HXOkh9HGphDot/wdBo/3kNAvTjwUXj6Rh5ZI0fHHqspJvzn/+OOo0fwd9Bvmh/bMedvZBvz+QgrkJH+LwuSJIGYz03hoN2sAvLARdSyjWslw8grTF8Uj5+iyUEhP6aR207NoFr+AQMrZ/j7PWP0h7CR43AK1YGjzDfeVMxG05KmMGF1Sq0xJdu/w38vds1+3F9bG6eKHHEIz283KqUN9ydjumhy/C/gvSoaBac2+MjQyU36/7MOyjMXXZAZyTE/ZpHzXQoI0fwkK6Qg8BKUXvLkCe11BMn9gZde2mufBzScW+3HwoFTi0Ry/0HzsSPU0q2e+8ofM5ZvksRDbtp1VwKsb/AxQ1ehcL8rwwdPpEdLa7+HLSVNGv2L9xPlbS2Z77XaEpCVVXPPZkPbzU7l/o7/+2AVfHbon0raKT2JW0HOt3/oDz124q2Mq/l2ilcx8MMT7fchbbac9LDpyT7wij8ee7YtSEQXbvVtHJrYiPSTacX0t0+Ot5fFbUE6vndIYNKWn4iUT79J7HK/2Jm8VV7NCTZt+0r63xMUjel6vcCWU/JdI+ndVnsRgzd69Muy5V0LR7OKICW9Ha2N1eiZlxW3BUZkz6O3B2A/GWk+i33rbWqOjYGoyfukn5HdtGHXgFTkZ4VznV0vixXDyAlTPnYesPnAfJ7wqV8IVhHWwp1dC4XT/lfuUje1kUYrf+gMvy4Uj3JHByuIH/OHL3FD6a8gVOXWa0RzT3+CMoKnRBnRd6YIgpL7Vv6DAeEjtzrZ63uj6Gui90Rp8hZsWsp7EueAz+/Svw9HuxWNi3vhOEbeerCq+cp+LD4GsO79AJGETgFhOdRk9dhgMK/5Z48P8EY9wARgOGDz3rs9gxmLtXuQcKTcjnZM7M5HuQQhhch4sHq2u6hqJH7PFH6YJK/HR64tdW/s/O9PE6aO5th4+fXofgMf/Gr2iF4NTxIFYlfSwXP0PsmLnYy2UTk63eoZgwyDlZYEWB1rZrKRYm7sQPEn2wD62tRgO0alkVP3+lkVkSmTZGu35hCFHoPj97GaLm8Psky4nnu44qeT3KvU754hSuu3jgMdzEtaJHSpWxRb/ux8b5K5H2vVW+yvfGHxPGMNnD7k0kotNzcJ1thGHzThfUP70Nnx5VZA6j1b8FYGK4UY5xRLiMeBrvxS6ESq5loJOSCd15eQiVJgxrY3ztLvA8iXLZXZqeiK/PKnKF6WBegZjM8HMx01nM+NRNfDa5L9ZUnYD4UP0dvB/kr/P3vQwszu7ZFuHYmvGYukmrF5phbH2n5WwawkdtRvWwVQj3Iv6kfkx0aiYPmG7f50UcW3QQbdbFoZtHGdZfAX7iuKHDC5SuPYMukdEYRkLj98wJGBh3Dh0nDYbL+vn4vl08FvuWXC+Rz34z72e07NULrSqfwKcbM5BzHfD0mYfEwKalG0qWHCR+EIpNrNqZMbIWz+NJN+Da6UPIYQzetR58YhYjsJlBxWD55VM/wIJDldH0nY54u3lzNGvuSYwUuJx7ENlZn2CbpDS5oGb7CCyJaGsQfPnImjEUM7J+R+2WXdGljScqXzmBXbt3yu+lAt0m/rMw3892D5acRHwQuokKtF1Ru9k76Ph2I1THFfy49WPsOHmNVlADb0XGYmCT28g7mIkNKek4zArB3FsjbEV//BweitR8T3h17IhWnpWBK99g46YsXPiDmiB5jUHs5HfwdOFFHD+QhrVJW3CIjBWXKi0xZF40eti3LqzkV7AHk/rG4lRTb3i3oZV9nob0w5fYoRiK/fNJ+R+ImG9cUN+rIzq2orPOy0Zm5gGcZtLDiP3NTxHuE4tspsPabRxAAmh+GCK3ndEp4dbFmeN65w0drsCxINFOKrS+iU/DfRArLx4+8xIRaOx6UE6asuSkICQiBac8mqDDW2+jVavWaFyDdn4zD0ePHcXBLVuw9/R1iaZ945YiwMmuC/lZMzB0Rhb+qOuFjh3bonWr5vCUCR4Hs7OwZcte6dxcar6FyBXj8ZrExOQzjvuxLjoFBaFXo0J8vioGqw5cQjGjx9Uzoa9B5wXrdH6S0d8Mz8kXEodyZAXRndILV1N6oV6RzEVSwChsrdwBvd5phFvZG7Fx/yVUpbu3YIgr0qbMQvr5FghNnGZ4Hyl0hNvI8Uk49RdSrLr8E82r3yIy3IPdX8tGj0vN9ohYEoG2Bs1V4j0xh+HRrDUaVTqHo9+dJqXHBZ6+8zC+8kKMT7lm4Ets8V4IXzcNb3rQPpcFIOKX/lhDxUYqv89LQeCgZFxv3QfDe7+Dauc2IiFB5mlVvEKROE2/by0vqNa4BZ5/sggnDh6D5F+gdwX1L8baxJ/R1NsbbTxv4cSuTHx67IJ0N1w8O6F7nX3Y8nNL+IcOwD/czuHTzQmEG/3dpSbaRyxBBN90qXevAHumDEBcbgv07NUKlU98io0ZOShu5I9Zs1/FT7MjsPiQO3xs6M7c0LHkLEPAqFSqmyMe97o/Qgd1xgt1CaUC4kufLcbMZUfQYEQipumIJxfL+gWBBWaf8rkD3kKNbGBKd4vnn0TRiYM4JoOL1j7tcG7LQdTtNRy936mDws83YfH63fiZSo5sadSCL2f4YPJBT3QJGIRuzYCDa+KQxLA2vY9EHykjMT7pBFxavo+Y6T1J2cvBMqLxjDrDEPnq14hLdsfQ9XTPVBtJ4aes5sm9CboMH4YBbf8bT1QqwtVT2dgUF4ettzohdmmAvuGKmj5I93En3UfJyvkSM3wm46BnFwQM6oZmFHNbE5ckOa5c6/kizviMUpUPWtukAMQdIEImY7Bph7fwdqPqKM79BMt3nEJxcTHJPA809R2H0a8V4NO1SdhySKZT9yb+GP/PY5i1iNFxL/Ts2Bqet3JVWv3Tzv3k9/qES0u8HzMdPRu6SHduVEYdDIt8FV/HJcN96HqM13U1YY7TcIxK/AEeTTrgLUW2nti1GzsV/uPi2R3D/vY1ln1ZH/2Ve/NJUjw2fMtkbx10mzMHXf7vID5evRoZ7OLaWR+5vkyimc7SSWnAl00ewk5K6V3heUxKZE5CQNwBXCdXTp2mr6C+yk+tfCrj2hsSLbaulo+jWelIXH8AlygB3UaWkmMtbewofPzcDI0OWNHlb1nue2lnb+fvds42LyUQg5Kvo3Ufxs+q4dzGBCQQD7+OKvAKNfJa6dAwIWAZXAYtxeTO2qBEAb6cNRhRu5nO9wbGRIwgZ78bCi8ex2cLpmExk/3VqSZzKdVk3qf9Zxw0dHKR6D8cm/JqofvC1RgqKVzEWLtOxmkfpRjckoUov314exN5PO2e51HM950N16n8GQx8Sm3pH49vb7cg71RpFiMXDH+gXhfyzgzjnirZCJn3gwuKL1zADZeG8F+5DH6qzWXB4Tg/TDnRGTPiesHz+m141LKN2lhylmBgcDrln7vjrRn/xvi/WTfCiGpw2pMYvnQyOuu8eeQx2R6JwfEHcYO8Xc2CNmBeDw01MOIayFI9WmBwXDQxb9kAkxSeyP9FxyEv4vNF63AcGiWSBDYTkKlUbe/i6opHnvRGnNpdjAmgQGyuNgTet1Zi8d58UhI0RqK2YNhUMbU9nKPzfTGtOBwpoS0VQ5PjXIiG/iuptkIGUrpYH9bAiBVRegyYR2v2CMzeSxeCjALfRUkI4Ln75KHbPDEMqw5fR12TxgHSM5NOklbYVFasW0iaPvI+X4O4pP2yAkjn0X5qKiI0Au7uGzrsveTl2DwRYasO43rdvkhaMUBXJ1QumpKMywW40X8h5vzzcVLQPVDLw+glluk2LINaaj/lg4TkQDhaEsEKyX2ifkK7KTEYYS/SWkR31jcKWaRnqYrm0fnwHXMKvhvmwUrGxNSXDERw+nm4NPTHymV+Kg6yID2IP+p1QWT0MNXTLRlZ836AS/EFXLhBxoTBkVHwcSgGHHgXiaoBxPd6kwzNDZj55i/SHdhWJxQb6DuqYSEpdNNxqlMMFgcaosBFx7AkcDTSWZeK6p0QkxIKtUkM40/d56Iw2NotLH/7WPSP/xaFLi50c5vi/eRY9OR3uygbc/qHYydBX71LPDaxvDvLYcT5RcNlkjUN8am2GQAAIABJREFU78sZXTEH4UilIk2r/qrc+Rtu8l46KquXfh+GjKIWCFo4x+qE4DywkEjO7SWErJ2DzjoWImNMx2S7L/LYSspgah6Kjb8t6e7ROfeJdUOkpmthftoo9E44hlqS0VFDdmqc7WSgOzNlT8nhPk101H0hVg81c/YQbw37Bf02kGKuHuadNHQ4/RShRRDdqR51VV62fWx/xH8rgYuXQtZijh5cmT8zGvVdRMa3csMukAE7YB/aGeSIirXhPhbsmYS+0QdQ/FII1irRywvE2/pu9FSbNuStIWXi0elqrZp0RyfvxQ2TM5e5dD6ljJBh7Rkt0x//mBg67F0D9rXT3U0SMqoccc6Q5DR1HtXaj8OCcW/I2QFMlgVvwXPhcehVeQvCQ1fgCOEmy4jaGjlI3zV1DlllZaHR8SXxw2gcKNbQPzuDvhvhGZmOSNb1Im8NBkc9iunEf3i1H+M/ActcMMhGLjMZy41vdvTW5hns3z+ILcbAgYVYMS0D55sGYcO8HuSIsRqe7l7hWKd1aEjYm9C+k3RiK331/1JWeWhq6Nwlnof8NIzqnYCcpzphenyomvVh1Z9oT091x8LVQ3UGukrv9Y2yVFKIsGTgePw6cB01reEMouLK37Lc99LO3u7fTQ0dpn/PAcL1ehGXxzfcSJ808NpE/xE42i1Fr58y6O3xofxsxIVMwf9Wq4dLR4/D5s6WeUP3/ocOGTpMKfFZeASubSORHtlWFiAFROzdE/CXkAwSHOxfSIj7bEbzVMXDZLYXdmCLaiGBmIo2AsYU7ZBtV8hISKdDsB8bkw8kC0/olCbF0/pjN8yb0w2XF8iKoUuLYKTGdZPfU/AxQntm4vnBz+DzFbsl5dmlUkN0Iq/xSF1uFmdkLvouUdLvP8ErK7TGk3aDVkWQXqwz2KS9ZVTWezGYwtN/Htwj5SgBJ7RCjRJpyYpC96gsFJIK1jpsGylLshrFlJGA7M6Kgsg6kg1C0kk3vSEgMY1g8ogTfydvuk5RtDmX02TERqPybNqbtlacCRUqID9Na1onCRYTI1X3LL4WMs4MyjBJKHmdRT5YkRSA+vx3EiOOwpc1zNtEWy5uR+TgeFJC6AcG5nhvDB15obLwKYLPCjLg+OLLSVNM6fngxJvodytVMgIJNbL1+mFGvJ/ee0uCvAMpuahKinsqKe4O8QimQIbgRG+DUmfy28wJHaipA90HEuw7SLCfTvTHmOtkZJPRq/soZ5VVWB1deL2N4kXOekJ/fpKCEfEjus2bg26XF1BaZwau6JwPLOd3IM4OMRSzH46DD323QFmLfAfy0GudlTbZfZpYMFJvWGgXqjEaVAOF/Z0U0c7bWmMz5wnSbxhNh4BYj9WY0TyL871iN2qPvVV24DC6G39jtIIP43lz4T7LtiifGw3FGrqVnrfkCrqbRAeZwTR5Lynjpgat1ZAwb75hNRh0e5ap1/Tu5Szph7WNmdGnMa4Vnn7M01e+pxIPSEX9qVvJycCBMVH2uCAusRNbAT4O9cGeNqkaHn8HDR12H32W4Ep3k8wAkhtdyaAotFNXpJ6VZv0FxGd9iM9uIyNb537gxuoVN7TlCrhKR/XRN2kFeBPIw3E+CDv0JhamkMLHxBA9M+jicCXP3dpQxfbMNETIHA/hBRip0J/0FxtDpwBpo3yQ3dkqJ1QWS3dKun/OdMmTsFyIky9rI7H59I4AfNttjaqIqjKK0wvkM154hBwNRjqW0lQXY03mtzjzG0t14gaS7ETjOoCui6bEDw7hzYUp5FyVAMSooIsYzh0+jP/4rkH9BfbkMmkl7AwyKHLTLAjpTO9gsnHkWjSeLkemGR/2X3feepZc7oGcpRq+I+NpS/vO0UkpzLsc8tDU0LkrPE85q88amUT3LxCvISOG/JbmfIqw9yO95DdyhmplqQKLpAfN98D0TSOhLeesePKXyw1n7nspZ1/Sn80MHXY35rpjlo3zk93T3kg4VqzrSCvJnq0vYqXOWSu/lMuequQ8VOW+5CQJxVevxlGU7RnsmdCb9ITbOsd3OXZ0z3/qgKHDmGh3Ao4p01qBR6kPk/oi+giF9v3aA/s2Yt8Tw/RpHcbtkNLml9sfKRLX0nwUQXRbUXDsoSAdyPdv6D21jAgibmA0995yYa1lVHTh340/DFcyQoIoGtGRGJakQBfrrV571jDzlo24EKSJeJisUFUEQcTAO0wxRSgM/++1GN1v81KGYSYmYLEacuICwtXKcCVvVhJOaoUzY+z+n+GNJE2dABOEIdtwxWAIWA0lM4atXT8xb5+j6GmjRMtrz7impEfQxfJd2xgrdYqiHgfrO207Msl/K0QwT7Wgn1qIHrrEXERvjXJgRDZ/83D0XPEj/bOeOZZm6Ej54bFb5dxyB2pMrEKMp65pVqKcbWEwS2lT/r1cNCUX9y0/7o7HXxuPuNCXYMmYiqAFZHFQC0c1OkDKweYx/bCCmJa79t9LYxOMCUa7YIpBYNj8TFXaXNCC6pLiKAF3z6R3savtDus+NT9if4s+UEye7xXk+a7POCQpkN/jDapJCFVDJ0x5jcCN0fzfOP/QpieRwOuXgqbJlBKmXRTDlHnFeSc9qZFBPP5QHSBE/+9txvOrtdEmWzBk5eU0Wfl6A2VRrQQbR4ps6FVFp5hU2oPhWeod1KQIsT0vr42FksFu7+7Qc1Q+1AxB6bReDxmH1dU1ziLN61R6thO54wapvS6D6p5VpdP6cNu7x+gvAOeGagx39vXTifAfvAl56hpkxWTPKxoBaEfZ606RIFWZtEOfUtQhx1cyqOXPnTN0mMLZfXV185bXpXWKU+jsW4r4cBnHzsOMXtiqufKsKgaKgX5NdQrx7RGew1NRRGmNfs+exMbNp9F+Ho92c6XP4FSzwY7x4XmoEqs5KxtDh+G4CLUSGJ0ZH8D5uB0aNzkrCcvlQJA2qsveOdsNs7SKEmVA+FEGxG+afZvSseQZjsaJl4IwalB7NPgykvj+QUqH6YJ4iUfxNRpllZxJklrUGn38nsXJjZtxuv08NerG1umf2xcbx7aym/JulBNM4RudPxrLuDWq3NMc4jmyUcscf4Mpe8VEDpjQvlN0UgrfLo88NDN07K2tfDxPPqsfupqPdSiNT/G/y+nhRkBkB92lIK2eyRQF2SFaYeRvme67vFdrTY9cnynVrXUIROiwN+zXMJvxL9KdfI72tHVISqKH7q+OH8uyZ18780CC2Zkw2hlzpp815Zw7i4w8rhSarih/dsDQ4cLIzAqn0OL+TdiaeY4iwz3h/7a2+JZyZz+j1KrknciltFfpc/smClgTA7dH9Pv/s5CaGrD6msdQ9TFX+W9VnkHb7iPwgVrQK6/jizbaXG4LsqJ8kN5ynaSkyR+rV+ElHm1SvOLa8D0nBimK5HUYyxYslXOMKVfaZ+J0BKqRHkYk/jjtPR4uG6cg4yRTnLVFzHwrsvJKmTAabwbzAC1HTZ0SRfvwX4KnF+nT9GQmR4quauzZeo/Yd/r/0Afrde2r+PkYhQSlArzLUgH0DJsVQqfMXY6t1kPBzYJiuHm4QX8qf6KwgA0IpIK0qo/B1XB2lWq1gvfQQejRQpvraf5OCSFJoGSjs8bQkYTQN+8qESM7V0JVNvX7KMnQsXAvplTDVQc3j+XIxeclpvIZa3S065EZRXZnDXMuF03xM+NKMHuX8m8XqSZkxzQ0zZyPOWs/pfqCP80jPSVwEKZQhl4biJDbqzEl4ySdIYsWdUd4lNxc4tyhbdj1xS7s3slweYTSQKMQM9KkGNvwDo45j/5I//9FG11qE1OqfdJbYp3GIJZSeJibj9J6Miit51GmMPQ7Rali+lQ8/nw3tV+/4c4zAZP0DKa2+xZTlWYmrrVfx/BoQ7MIroBpnATs2asaJNsIV9l4q2WnVTKnCY2hw4TOVGByqWmEXHnjRr+8lxO9eQRcD255DR3KM5MjfywFVnPHzO8eW8sqNEjWR985DyrWCDNJCELbVtSWL5XmdFB3yta4t72mHfydM3SkNZzordCXDeGW0hLbug6rk8r+BVMVCW6QK9jze6H9JWtCsyPtExwsbAifPj3QQk17drR7HZNnw3CBWnqrhrhZjY7d5VodDebKpe0PJSx/6C5HQLhUpTsciShri3ipriIYCUeYyLKmG9nScQGR5iDsarPUmjKoGpZcp1CwcJF5n875Qc6eIzvS8MlBSqP26aORN0ze9kJOz+movSYCyVRbwxxaDTtNwSwNL9PT5psmBr5icD5iTQ3mip9tup+jZyaDZkMnJfBsSQKUQx7aM3TuPM9jGKzBMzzKZthT+QwdObqwuBo5hnXO8Aomf8t031nmp5KCzJpeNGmJWkU/4pjSFKvE4eelOWqMdMUNMdVhxfSy1Xhmkfk4ABtDhxmWPh+hudahqN5ZSi3NoNTq+2x+WjkNHULYUoCLl2/A9YnaVERpRVzNNaUC2kmT30erBk+gEh10v1Pv27ao4wepHEzdq6eQvWoqDSmiaQ1qmposjM7003oCWJ4ieXiZ50njybJhVIqnuJ52lodWUe16DWs//BjffMMaGtAckDrtMW7eeKXwir13Hk48fRk3PAdhWLfqOCoVZ+ejnqZ+he08ew4pkzsLDIZOMupp500Yw+8cMgMGjU28R8yTuLl5qo2yZu4lsQpv1QOfTykJfgtx5E9PdJo0Ge+3akBnZq50Wr2tsqL27JrO+OyN7dLQR0vBT0iLDMMKg5DTemhthSpjkHvR3mjokNeg5Dk4XLjoI4olKVeS8nrkZWtoXZvKp02/1DGIkgwd1oGtA/a2N0R0KPpQNpriRrFWKeUKifxvzQ+txYcff4ODrFD9T1sBXpLMZNjMO/E0Lt/wxKBh3VD96CrErDqA/Hpyfc1/kaHzzbETyMrah++o2QGrj+odFYsBxgYejhg6hvNjgmrz86xOTXchZSVcZbwmNGeaEqTQcF1F0WYR4V0WuJ6thM5h76P5lY+xeNE2qm+jyE2qJsqpzO75UWPosJS86MqzbWb5yEbYGfOBpjzCoU0bZHzjo2YlG+cSbnIN495CvaGj519WgO+qoSPxEu3dMzN0zFMeJN5yVlsfVoKh8+IQrAtrZ580jy7HB8lPI15NX73Dho49XlKqouCcoaMa7g4YOgyMoqsXcPW2O2ro6kI5jk+i03RKL6tvH7Z9MX3xbUcN73HK0LE6/pwydAxYWh0Fcuexr6ibHGuUWOMfE7GQWlRy+82GjpmjatgFGgWgTbvl0Sx+N0owdGQAceHqbbjXqAVrGSM7s7kkl38nueyPYb3q4MQiVjhNNauaWiu9nGhIv5kOl2naSKZyTyn9ltdA2o86OGfo2NCJI4aOw/LQEAk0ofG7w/MYBgadRrOv8ho6kuwuDrXRCSqU/C3B0LF733k6aKO+VCc+AFzUatPz7aawlsq/DITFoy9aeevAman8gf1+8/NS3ZpVijtH+6WQ+j3/swOGDlfAbEPfcueNQ7CwNpqF/4cX1K46PPxrSGGyZ+hwC1T1+DIcFI9oASl+28jz+KjMsI/9S2vo2CrP7Jf8sqk1PwqR/UQ5x3K9CosEdQeVwBjS8azF39Y6E1kIbntWm3Ki5GjetKbGaN9rzXVkTDQOlacZvHEmdUqqR0ZHnPp5FZkTfHC0p22KjTljtk2NYIxvMMXkn6SCYavHxJ6hw38vW/CPRvoht7+SK802y1NzdKFM7sU2pjkq39fmV9M/SYLgO29zLyy/CqonQRv9ULxfduboMDzWPKPdo/IuFlWwW9RfWkQnCBeHazwi5aIpWs8m6rBE3bVe43n+BfT+3nTej/F0DgUA3syCin55ellpXEIS7tue1aXxyDnwN23oXS2udiF8yWHgdXIbfn2aWp7XMb7FWlPADWfp/I79SyeUbASSfDFkQ4fnydtEdKwF9ZT3qSmotjV0OlCqo7YOgtfR6AxOVTBoaIaleM5/AnHGHGXlu1dNpj5zj6w1wiTzjfke05SUgXM4tLcAz7Vvoqs5lJCzSV2T8fuo2RrTwanlNXRUpcostcDGuWJr6KjeRne90eiUoVP9WbzWlPpjl/Sp2Q5Dg99SisnvnKEjRaPIAF2jKVRXl1GaomCSulZwfC9+9Ghvcg9KSF1T6Vt5s9IFLvW8PIqhsPp7mg5qVgdOnZYvo76206sJfk19pqJ3C+UPJjU6x/f+CI/2r1APMePH+dQ1iZYOvqOL6FgNHeoId+Eqii4fQRJ1hdtF3U+13mgbOraJ4mlk+zWuH/A16nk8udSQk/gBQonPu3n8BX9QfeB7sbz7pGNy2Taio58HwtOtb6s1vcZIrBZPkxodZ+ikFMbtnDw0ZHCY0fhd4Xl20suUvZXP0JHPdOdL2lRZiZlSRkUFkr9cX3XmvrN7EHdTnw6qYKamHdvTTczO9twh7C14Du2b2Na026ausYjOHBSH2tbwydiy0hSN4Wx6ZzntG+9oadpIxfi7A4YOL9g7rS/YtdDGu8TgYm8lV5MVAX/wLd6Tuq59jVnvRWD3DUOYiwB8l1IXjAWe/GD0oWIuBK3GEmNa1kJgSYMi78JHaKYrGuS/0xtmuaTkD9/0G2q+4o22T3yNjN0/S5EXm7a3atoL97bLRtvnr+rbn8oXWmvI8fdqlXyZiD5trZkKz4QqpXB1TadWfZrwn5o2ok3vMQzmy1nih7nuc7CC5xdLNMTf+yR1xNMYIjzlS9McgTN9fXoGw3AX2hjDkVxRe5K6p1AxLSXrY1X9NUrjCc17r2qMPfWd3DjVEDkxh36feCHZWtUsd9H54Az6G7DQXg1bQST/taSIztfz/LDCYxJWBFhrwUqqYZCfWJKhQ8Kv3yfwStZ3FCw7TdHreEek32rilXdaU+/aT6kt+F+IJK1dwTgOxoYBpbEOyaD9/FV9tyyTVDv5OVywMzskHf6n/bG4xnwDjTFZoxhihRr6Zgx4PNXHaby1bK0fNdPQu+asrA4AvXGdnx2HkIkZyGOdYnTtqw2GjhSZLUaoNjWLCwHuXWfQKmmg2hQs1sEqbdRAHOi4Wt91S/p3Kt48QRFAs45gFzUdHKVW0jvwspoCQPt4dwe8TLpFmgkviZbX1sNSk4LQ8hk6vFmBvsBbpRObu6c3dNhshbHBCThSaNv61SlDR3MGpdGocovvXHtpKY9/LeottTYDUNdQiqGjNp1Qa0Zk/hJROE7f7Yw9UK3F1DSJ4f9m6ByqdzjIDWviq8Yqhm45PKSmNToRKBxnO5RXrZt0MeHJ9g6JKXKTbiFU0wBBqoch3qBrUqIa8/raJmmQM1faGN9JrqfnRfx3aqoadzze1jtzpH1uw7OKM0jq6hVfFbGSMSs7Pne8XLJcNsoJ+axPolEXP3SqdgwbN7LOntWpRk+pKbRT86qXEXqdxGE6Ke1SOCAPVVo1di4zpfG7wfNkffCDM/2tjak0+yrN0OGF72YpogVEK71jjqC12uSDP7iCyd+y3Heze2AV8LIj0Cx1U1Z2bFNvmS69w8vacEs9A00HTLVlv1wDvuTPIUp3QS0h8swDTWkKW+uHz+m7zPI1ONUUqTSCv3d/d8jQ4T3691Kesdq2WWFWVGkrp6lYqB2r3xa02sRybHm4XNuZRlFO02sZ2kjzg9F0c5IECj2vF7V3vabxXLC2hgOP4l+p3EiQFaE95AHgrZHVVnkaoSXDSTVD22MxMyUbF4sqoW6HYNPBZaqSpMl1Z97wMad8NUTCu25o1qYwSFaQqm2/a9vtghFdT6Q9x7pZKG1Y1Tag0DB6E0HI3jHxAgZplEHVE2vYL2fwWuORe33dtOlbEgGno4ahLTZPPazKW+tSOPO91BbW2gueHqQYQsyk4MpddereYW1Vrag0y/ypRiJR3+WJzuTLGb5YU3+B2sJaR/ocl/NP6VtWa5Rne8XZ+ucobX3tdNfSCzGTIlTCyH9VA6nTnT41tew0Jb1TGY63MfsiiirVRYdgeaih/h3WHHtrZKEUBmHSIpp3NbIVMHpDJ9ZjJrosAUJ1Bodm3oeOzmRBevRfqXL7V34ue16yNgxROrPtvaG931ZDp4Zq5BhaLstPkxVhnromRdFS8Mwsa/MDtSOkGpHhjT0MnQjZ46Q5AqvhPkozb0Z6DSsa34SrapcpHmG6ipe54am0rs6kyK61lbSibL2ob6lsubgVE95fgG9p8Ka2PbvcAW0YvvM2Glsaw70MzQh4m+zbdmZV5drcPauh86bGyOk0PR6hhgnB942hw/gPRSKGUYTYZjhtSYaOmjLprqs1kRptRF9DkK7VNw3oW0CtvLeSIm+IfHF+ye4opw+pacGXr6ndElljlZDrY+RGHqYzWRwU/Capa0yBjL4WpLa2lvnLMSxgs6qk5WqanJT6GibfwnFtuNLWmX2f3b2+X+Dt1ZrW52qKqNWpaJq61vdD/FUdD2DtUKqTQ5ITgZrvsAYiPA1V8px/idd4jSt7X8h1jFFSH23lMtclrEqbrUPMOh9IHvhdBS2HzEO01I7cThdTFS8TmewknZQMfWnykMsx23EL9ubo3HmeRzuQeHoCqs3SjAlRNlaaoWPPUGNDl0Mj1uHEE75YROerG6NQAeWv0/ed0fJ0YKJJ51TVKWav0N+Mf0lO5R14UR33wg6A2rdvnYD3F7CRCfoRK7JefBCehlmP6ogFrVyX3rcHL6lNhqyZTiV2iCyVr/znvuCYocMgVIZe/lKZD6IslAbOzTn8HIbF9wVWzcSWZyZiqaK8y9b5Qdym4Vuj40bi1YKtmBi6hwZc3sZ3515F6ER/aWBo5lx5IJGb1Le+GX45/CeeaWzBV/PH0kRqGmBkMByYFz3yynCspk4rrCRIbg16HDVf74VeDamzjeShMZlnUyrGRfh1fxKmE1M9zua3afvoK0MBi9qNwdje1ZG9ZAbWs5bA3KuiUchtB0uyzjEjcLDDClWZl/v7b4GlJQ3ofAU4RIMhpSGfOkXFzOPHhznWQnsaKFjn3BZs2cuGHtIwPE0kgM8POE9K0zzNnAzwWQU36PsjEjDhjQJsp1qbrU+0xmMHfsJzEdMw5MXH8fNnczFtMQ330nnY2T7G4dtXQzGm7RWsmrYYB2ioqSpAld76x2rZ9s+X2vj2oeLn5SZzkhh2H8TixgcxeiVLU+xqFuVwuABaN1eID380Iwb7EZ2j8/uQkbZc0/CiVGJSvlACTTnwCEvBWfy/lFmkKB2nGSomws3uM2SBnVzUDmPG9kb17CWYsZ5mARUr7TAfzcHhPxug+eO/4f8tn0S1cGwGi9KB0E2evZH+e12JxppXzsMXCn2azsZgRkLkFQxfPRat5AspzVg4XvN19OrVkDolbZSGFrpQmF+eVcE+zNDJwZtdzyKBzSiid4cYZzNJ3zMYOpJhzIY4NkS/yGC0urIZcXG7aBCv1aHCDX/TaC17JA0+nhUci6ON/TBumLU4XE7DJa9aix7wdt+HjdTF4/VxCzDujWoo/CkDsyMX48jTQ7BwTg9ddxxZgOyHB0WKvWmI8K0Tu5D5qTwA1LTAVDK21qNmuN6oKHNER53TZTbMlW3Y7O4xXJejyjBP7I7ahjNUs9d97jIMNanR+o8YOkc2YHJqDg1u1Ka5OXBhpDkoAVhfM1w/Zd2uoWOdF2Y7sFq5Q5es9yA7MxMH2ABfNnzUJvLKFehbeIY398ilWpARG2HpMgOTX8xGbMIZeC/kA3fvZESHsFFk1KW67eHt3RyVtYOcHZynpkVYmhOywA1j1do32fgPzayF90IHokPlo1gVs0qSAS7U6Y8rp2bNCKTurAcrw6uPH549l440yqa4YZy3xq6mMoTy1jNdEBUzkhqnsKHCI7DR0gUzJr+I7NgEnPFeSM4yZciUxGuW40LrYZj0vqdSO8uGG1rTf+3JCaluqohmoaq1xWTELgnEaJrJoJtLpyM7szNzlk5KoWO78jAHKSPHI+l4oflw9ZKM+TvM8ySVWjNCQDuUvDRDR3WaUyp2laadaFh0HVz5Yhu2Hqbh0m40mmMJ6QiG/MuKKX+dve9yyp/NyAdN51ObGYycVEzPVpGF+z3wis1wadu5dVIaqDRvjaZE1ld4xAl5SDTTH7UNRfj8rvijVfF6r15oeJIN82ZDqeX0du2YSEe4ckX4jsOGjkTcUseuBHx4+CJc6jRByyqXcJCmdv9Jk5Nb9huLqb7aAX7EONaMQeQGBiT7tSvq+cZhaUBtfDUrGNG75SnKpA5oukpZ6wCkX9R+C+ELeVMADpdRmBknCbujSd8ZiBugHyZoObsdsTNT8PXZy/iddeAy/big0uN10Nx7CEb78WGk8hfzs+cjLJKUAnnR5Ahqin4z4uHX9Hd5sN43lONoNo1W+jExyIFLcHvwcsT880n5eVmzEBwtz/SR9koDF2XmzhdmRxASI0wJUbrMyAvReKTo/29+jil9puNAZfPp8Gz6dEhEMk1ulzHgU7Nrf6Vfj3V/mvgC7WNSQBwOqL9V1kyKq/TvxZoGABp8WfqE32dvIIXPYDJiT+1H54fNwal/zsW87nVlfNgwx0Xn8Ho4Taw3GcdrK8Cshoqdw3X4n3VFu9IgXGrpnaJPNWQPKx9NsWjQdExe9T1+k7rb2Vke60T41PPoOnQcBhi87SVuSMI0EtusBIum/WYg3o+iiGrKiZWWdc0I2G/HKx0GlZcweugeHqXpRmh9uzS0b31NhCvD44x3xb2JvgBTmybo0KFoU6KYARw+Csul2UMSBaP2W+FUEN0WjysDAn97prRJ8NQtcms8RZ3+P3tfApZVtfX/eyRSg8oxc7qOmV2xrLSPm2lqpenVHC6JigMpiqg4oJg4YI6YIDghopg4UOIluKZJoTlmeZPKUq5mDhhJGSraRYTrS///2mc+5z3vxKCk+/2e53tucs4+e//23muvtfZav/Ulcv/njtp/aYPGyMHxMzlCgrWwreq0xv/9xYKzpy8iv2oTdB4WiikKA6S21+RF2x+FKZHqXhbWOP1PAAAgAElEQVT61HECImb3MqUMFZxG0zLQIiwRYR3F5IxSGTqFPyJhCtULu9IBE00KJgpr1HTvqbkxTuGvu2WylktK351qzPwhXdiynNPlYpFcoWUhL2YaMlqEITGsIwR0bSiBP28NRMCmy2hhcl4IbdGNyKZp4fiAMXo5sQ+EAsNsXW05hAuFj6BZmyawnP0O2b9XQc2WPRA0fzy6WrGulQE0A8Me84pPC/9Ake3i2aqyLbr2Jcmw+bIDlq4ZDy8BSONZa31Gm65j45nlXg+v2JDrIv3uFhy6UIhHmrVBE8tZgTClSs2W6BE0H+O76m+8bZ/LmhtmJZeTkRHQDTHdcJXtZ8g9dnmdOPi61Xl4GcnjRyDhjK1DQtuedWkH8a/lKfPEFgXDdOUVIiuKw2Dx2Fbyo+1FWhh1ECYva3r1xfRwkRVU96vU568r+10yDqedRr/NMehXiwFoOKMdLkrD3LJC7VFTEKno0tQA7a2OEyIwu5dcMFnbKNPJZ2Be8kkqUC79O9uLoTGYZthXVn1zbwKfyFgEOiAscjiEu/SAS4aO0keJae0P9g9VjGwyhpEIjCnF9FhtXeV3S0EesUJRC1VroJ6Wro02pJDsSPc1NeoRU5spMPk4T3nlzZuru0Juz/gd8XUx1Gx/i4mIm9sH9c0bdTwFyrj1fWMsZN9frIPn2hh3qabJ4gIUuHlqWGOY7BGxcYihVc8sKMgjFjgBPj3bnfAotXsdNXQsePombGBsY3x6wSOy7P1hmPfi89/gbM3noIOAlNLdC8OwmnkD7Akz9gH6dkEJ4aPMTTEKCtzgqdLsOJ6fUj3Bbl22YUVcsnCrxn6ioSMaImGr2Q0hyY+aXug7PVyj6JdxTX21BP1mZeHFd5ZiUsf6NtZ5qQakecn2OpE9mvbWnjPPyB/LFzekdGMjzqfZOinriOT35b7p9zvN5TdnYHm6re2aBIYOKHJI+PcqArOTe4Ho7RV+VvLJ1gjkPcW2s17Wmb1hKShAiadn2efd1l53Ze+V16RI7TDlc8biL1Hl6a7o1r46cg8fxqHvcmhjhSBhQXdpjbBDNwQRP/TFKgoJtSM5Xe+dlSyx1QTtj+tFqFbD02YdFlE0SWeV3TPJIGGlGwNxCZnIaNdH5eQb6p53fu3awYdKD3iqQll4UMHD0dmva1bul7jHHIp1+Wx0Zg8q55aTbTuJpKuPlWad2PyG02vY1V5q13NZZR6pGiTH3EiOuc427Ehe/rnOX+WsdLDfi4tJs63qogLqiExF2StOrn+n94uLe9b1pXjH3iidoXPHuldOH5JoYhuYFqkqp2/wZgwIiFerS68OweK3X0btqwfx7sz1+E9z8kDbKTp652Akb8zetVi1bg9+evQl+Ie1wZeBKyFUIqF1Mt+TQpKWXsWQxW/j5dpXcfDdmVj/n+ZqflkZ15Tg+dxDuSwmMbt3DgP+pXsTgbu39yxfLIFv7E0MGPI6nu3YHn+VnFhiSOE3aC4VphVxZ7Hfw5HYNJbyPMvV1Lk3p5WPiiNwnyAghATz81ecbUeGzn2yJsoyzPvD0JHoQ7+nELvWzzfFo84g5nJ8uDON3k/PsCr2u9AhhVGDi+MW2fWo4rZQKf5uYWE0cKagT3PmYdHn6PQ+1g+7OrCaRUrnqeCp0HmJfIPY83rGwKU1pRlyYfY3OJ57G1UbtMbzTZ1akZSyMA7Br9S7W8Dx7/5pELhbe08maZGBksOVGemKRHrRKEhHWywwL4Zcx6TkSfD60+DLO8oR4AhUJAJfLLq3z9/8zE14d00qvs8pxG1WQPSFQMyzEerMDZ2yr7T7w9AhrnAhIfIosQw4+ytNfLizbd8Xz5Hh4HMSA7U3FkLsfY6NKvQVDApd1/6YvhpLEw/hWq3O8J8+AT2f0F656w2dLgeMNYvEv+doKBtdXlNlHKJ1pe4yNshfv0cRuEt7j91yzilEcJQvGuEqvhIKOHpicCKjfJbygqAtPsrgNysRcI9OCx8WR4Aj4BQC1jUD753z13J8BYbPPITaPQahR4vquHZSJOgoMhBvKUDxGx2n1oy9h+4TQ4cgoMStE5+k4uNjubjlDGz8RscZlOw8w6h3A6nAq1wXJh+7pw9HzClvzNPUZyjjRxy/zuY9NRZRm79CQX0zA0duQm/oTMoLRCAVw5TrLIk0jKfgPW8nlFJArq4px721+wS/0SkjgPfN63dp77EDmWjYt1DOjfgTb3F+GsJuQavR/u+JmEtiXS6lwpVw254B77t6y3vfLAw+UI7AnwIBVgrjXj1/983phY+eTdKE68qU6/9D7xjrWlj8RqfsS/b+MXTKjhVvwUUEZBrtwmZN4Jl7ETmF5gUxXWzWuceLf8GRbSsQl/y1QCbg2bAd/trkITtJk3k4/cWPoFI7IhlBN5FmeUdhMzTxzMVFumJ+0KzArHO94U9xBO4oAndl77FaK2MuYOT7chiaeItzqr8Y7inUlUmvrrnRlZi9fhiA7ZUib++OThH/GEeAI2ALAalkx713/jIn1DQUhG5BoLZYkMQ0qWN8lbHhNzpl3ifc0CkzhLwBewhYcvZjQ9IB5N6qhTY+QzCgrbEgZkXgdw1Ze7/AhaLStV3/ud54nnH5E3PV/g1JOJB7C7Xa+GDIgLZQ2GFL1zR/iyNwxxC483tPLHi4qsgXoSNfRrVj72Lmezfx5oZ4+DWkYUuFWS9V+wuee6YRkHsS3+U9jreiYuGrqxB4xyDiH+IIcAQqKwL36Pl7coU/Up9LUIpsM/jFoqFF5mH93NAp8wrlhk6ZIeQNcAQ4AhwBjoCAAIVzHt2wGKt2/0BVVx5H52nLdHWwWBLuig0ZOJlXFY069cfEsX0gcIHwH0eAI8ARuB8QoEK3IaF5GLM2EK2J66g4aw0Cp6bhkls9eLVvgUeMGBRm4xsqqFpE8tQnznATdD/gVQ5j5IZOOYDIm+AIcAQ4AhwBjgBHgCPAEeAIOEJArTtXgDMHDuBMgaM32N890apLF7S6a4y1zvSxcj7DDZ3KOS+8VxwBjgBHgCPAEeAIcAQ4AhwBjkAZEOCGThnA469yBDgCHAGOAEeAI8AR4AhwBDgClRMBbuhUznnhveIIcAQ4AhwBjgBHgCPAEeAIcATKgAA3dMoAHn+VI8AR4AhwBDgCHAGOAEeAI8ARqJwIcEOncs4L7xVHgCPAEeAIcAQ4AhwBjgBHgCNQBgS4oVMG8PirHAGOAEeAI8AR4AhwBDgCHAGOQOVEgBs6lXNeeK84AhwBjgBHgCPAEeAIcAQ4AhyBMiDADZ0ygMdf/fMicDklFOO3XQC8RmPzOz3wkDKUg1gSnINBq4ai6Z93eLznHIFKhgDtK59VyER99ItahaGazZW9NRjbGq/CjJcrWZd5dzgCHAGOAEfgT48AN3T+FFNYjPN7E7H9cC5uUX9rteiOPr4dy62iuCXvBFLfT0HWNaB6g04Y6P9qubXtNLxUUf1E6vtIYZ1AdTTo8HcMeL0t6lLl4Ir4XU4KxNDE88CzU5C+tBfkz1gyl2LQ1pZIXD6AynPxH0eg8iBQfH4vErcfRq4oBNC9jy86Nq96VzrIZMYnqR/jmNgZtOk7EH2fqw/bvdmHOa9H4GjJY+i/KgnjWsvdzsf2CaPxc0AKQtrdlaHwj3IEOAIcAY7APYwAN3Qq++RaTiNhbAiSf66Ch+naofC/xShhffbogNCNi9G9ZlkGYEHe7nkYu/IofhcaFX9uDX2xOjEALcvStCvv5mdgTkA0jt6qikfdb+NG4W2pHz5YnhCI1hVh7FzahNH+W5Ht1hA934nERO+6KPllD6JCYvBT7/WI92voygj4sxyBCkTAgtMJYxGS/DOqiEIAxaIQQIfQjVhcNiHgYr+pL0lTMGvLBXi+0B99WuYhPfUz/HTTDY94hyBhQXeYi6QCZMwcjMhjRfBoOxrREQPR3K0Ax5PexjtpjTHzXzPwgos94Y9zBDgCHAGOAEfAEQLc0HGE0F39uwVfLPLFuuqhiJzoLdxuWPJ2I3x0DI7dBKp1CkdaeCflNsLlrmYnIGDqd+gQMhP+Hevi9o/peDc8Fkev1DZ4XV1u2YUXLiEpcCK+fiUSEQObCx7h4qw1CJyahkukzDUdmoj1IyrC6GAK2yTMSDwDglL5ebTyx5IVfhVjXLmACn+UIyAjYPliEXzXVUdo5ER4i0IAu8NHI0YUAghPC0eninAGmE3B2Xj4LwQmR3bHzdQoxF3si1Xjf8F05jRANXSZtxOzXrQxd/mHsWjcIhy4ovWq1EGXWWswq1OZPDZ8sXAEOAIcAY4AR8AUAW7oVOqFcQSRI75Exw3T8KJGkTkbPwxBKb8Cj/sgbktgGW5eLLBYHsADWiXpeDR8QjPwVNgnWNDtDoDz8weYvKwKQmN8oZozFvL+9ibvLylEHUKxZ3H3CutI8S/f4PM9h3EovyY6d3oNL9kNv6mwbvCGOQI2ETgSOQJfdtyAaXohgGFBKfgVj8MnbgsC79D1a3aCP+aUzMYW4YNnET8sEp5RoSiYFgRRJMVJf7MxHEsBfvx3OvYdPge06IRuPf8PT3jeKSuNLzKOAEeAI8ARuN8Q4IbOn3HGM2bitchj5WDomAyePLbDJvyAN1Oi8cZdTFJRjLkKNnT+jNPP+8wRADIw87VIHLvDho7l8Hz47WyPtZTX9nDeTsyc8C36JIXjVvhr5JhwwtDhU8cR4AhwBDgCHIE7iIBrhg6FTBxNWoZ1qd8jt6QaPB/8Hwr++weqNn4aA8ZMhR/lOTj2zVmQkzoHUxMykc9SMdxrwst3LpaMaGMnkdWICCXn74xB5JZDOCs0Qj+3qmjQ7k0ETfUTwztMf5STciIVG9ak4vMLV6U4d/n1h9HAqweGjPJDlyc8zcdRfB57165Cwp5TuCoGyQv9b9m5N/7eIBcf7/4cF65KOTRwR82WneE/cxp6NWb9YX2OwLz4o8iV3nWv2RKde3dDzf+kY/f3OZBSU2gotdHsJT+ETuljTgpgz9ChPu6MiUTS5xeUPort9RL7+OmXuJgPPPSQO/XpNgpvFOIP9vf2PTFivB8a7w7C+J/fQgrFnzieSz3Ilryj2LB4OXaekrElDLz6ImTmKJqTEsP43VC1QTu8Gfw2RrS3DluxbeiIOC5M+Ao5ci5P1QbwDpyLsD4U+sbGHzEP8UdzpfmVvhMkrk/k7MbCufH4KqeQRi+tv74hmDlKDA0s1U+D+e9unsTgVogbxVVQu9lL8Audgj7lkjCeja3B0/CvX4D6/aKwSqGtKkbWphmYl3xS3E9g4/VG4Nwwm9+1P09A3tENWBy9AyflvSWs8WHSesxHZvx8RO2U94Az3yOyi9gYJH2lXeMN0K5PbzyPr5G++3tlLmlD4SGSJ72GjIH/q2Ioo/lWdlUWkdzZHYXFm7V7lL72UGM83WsIxpgRcGRvRfC0f+EXE6awUq2TUr50cIkPVmXSy+2DkaJQk9kxdJic3rAYy5U5YmLKC30pRHUU2wPCPo3GjpP54h6QZNUwaa3mZ8ZjftROnJJkmZt2f4Hmf8UMvJN+HpYHGqDL28sxg8LOMmbaMHQ0Z4a8X4U1WrsZ2nf9B4bfQeITcxylSWGyPXEdtuw8rshn4WzqEYSQ8V0hiHAXzhSGWbs3g/H2iPaUs0SYbXoXq/6ptm1P9j/VZ7Iqj/IzsendVfjncVmeMZnaA28+m4/0D1UZKO+bAaMmYVBHPSkEk6UTP6uDvtPDEWgia51dlsXndyImMonOzt/h5slyxW6guIqDs8rYOI1nxYx3kH6enZNMdnTB1Khp6OqS8DU5/90fQuOnB2CMnfNf7b/m7GfvteqG10cNwYC2Rv3FddkqnvMG3cSJvpnOAWEVHx6BtNO/S1h5Y9zC2ZI+oX2D9Borme0YD2fnXX2u9LpbxszXsfKSrf6rXxAIV9ZtwU5lvYuyq0dQCMZ3beyyTmJvjIztcZp4oCJKYFklmfr6SlzyHoeFs3vZ2fOuI8ffuLsIOG/oyPHVNxqhN22+8XRg/pcU7reic9F9zmi4vb8C33eOQayv/XyKfPbO8p/QbtAgtK9+Dp9uSwftYzT0WY6EwNaOF7KcnH+RjmimgLV9Co9VA25kf43TuSQ83ZvAJzIWgW0MKhKLa583Fiu/ro7WPbrjVS8vtPFqKNAKXz17DJmHP8auQ2dJWXRDnS6zsGZWJ31SrZwwT319pKk3undvj4bVb+HSkR34KPMy/kcqWWv/KMx+tSa19yk+ei8Vn/1EMfSU7O6zPBLNksYiWv52i1rArZ+QkZyGUzeAB5v+A0tixqKt+3VcyMpAclwyDmSTcKOx9J4fiUnGw8mWoeOwj7XwysINmPF/mqsaCiXJ+XcSlkan4fTNKnCv1g6TtxLJgYu3OZbTCRgbkoyLt5mB1xZPPVaMc8eycJlpUkSc4NM5FzuONcagCYPRo0ERDibH4v3PfqL8GPOEanNDJx8ZcwIQfZQmgRSJ1s83RdXck/iOYUWHZkOfifjbl6uR4d4Zfft6ofqlTGRkHEW2wLRA3/HpjNwdR/AwKS9Bg1qg6NhH2LiRrb8SlDY3x3I6CZNmJOKcWzuMjFyIgc3dcDo+AJPTG2B8+N/wVfQWeIx7HzO0YUel2vMsTMg6POgSsceN2vI7OgyZgME9aiJ3Wxzi0k/jdzwC75AELDAkqtufJ28EDS/B5oSf0LpvX7zU8BbO7c3Ap1mXBYXYrWFP9G9wCDt+agf/kBF4uVouPt0eh21H6O9u5rkW2u/Va9MD3V9tQRxd1/DDzo/wyXla/GiA3ktXYPyznijKO4Oj70v9pymzOScuyyLKx2JzknKJ9lQ9dPQPwaheT6MxrfEC+ub+2MWIP9EMExMW6Mk92O3mXQgPMy4P2YjQh3HaMHQ08pEp022fegzF544hS9yI8A4ajpLNCfipdV/0fakhbp3bi4xPpX3KiDn6N8ChHSSfCaMRL1dD7qfbEbftCO1jG3JR6qypoSPPU74HWvdke649WtSrAbeCPFz96Qw+/SgROw5dQ/OA5YgYUL5KjNkWM8eRUp5yUhE2eR2OaxlZNA241emCWWtmwTqNKB+HF43DoiMlaPbCK+jWviGq37qEzH2f4auzohHp0WE0huB9rP/GDU29u6M7e+baOez+eBd+ZASTVb0QEDMDXR65irMK1nS0NfElwoa/YPPoSBz3bIMe3V8FOzauZf0LaXsvogAPovXItYgZXN+wb4gUot0YLI8YoChqp9cOxeQPL5OMLC15hZzPeA5u7UYiciEjkjiN+IDJSG8wHuF/+wrRWzww7v0ZuhBrqzmgtRkfEIKMh3tgUI8WuJW5TZQdrhDrUBtJk2Yg8cKDooPRqxZukZzf99lXotPTVA6p+Zj/q9dRkF1dWzVGXc8SXL+ci/PHMrB92w58X60H5kdOgnzcuipbUaq+2ToMziLBfyLSpbMMJ9OQys5LK6xk2fYb6sjyldbX3oxPxT3vRufAxLWY28sZJ7T9g6n0ulshPg3zQVQm6w/ThxIQaMUwxIyoMExed1xHjKT2yL78Kc2RapUCUPgpwnyiIHazAomQStNZ/k6ZEHDS0GGbbgKSL9WlJPWNRA3K3FtfYFGfucj2kZLFLYcx3+8QXk2eBVu5qMBJrPB9F+7z5DaomfzdmD48Bt/ebotgh+FSpOjOfItCJP6HJr3DETFe9sKLB87yU24ouXwZN92aw39DPFTiLAuOR/vhnXO9sCh6EBr+fhueda1vbSyn1+Ct4DSKe/fAK4v+hRkyDZAgoCdTDPrjCkOX4OBjhkXgdtQc0xe3NsTiQD7FyyubWO4rGTvu7nB/kAwIhSVNZFEK/093jHnmIFZvPSPkomykXBTxboM8SWsCMTWNFDMzwWBm6JSqj+rasRyNwJtz9tEB6o4mvtFYG+CE0Sm/bjmOaL9QpBe3RdCqpRgguz/luS2iB6s9iymbl6KX5vJGEJwU73KTxui7OhEBmjwDM0MnP3UyBsedxuM9FyImhHlK2Y+wXPMWgtMoQYB+j/dfhY3EXas4YGVcGLMBGUNtgj7A8gG6TmDmWxQCRNNk9a6jrVVAlLlDGWWuZmyXkxA4dBsahqchnGWIM3a3+Q9gYbwf6jlqz+7fzQwdtgeXAmEplACuupwVXKsRM98HGqO1rPPE+lerJyKTQtBOBVg1IoxzTPtDwBZtMTo6goxA0fkgGD/h/0H3Mc/g4OqtOAM9g6CWcMOaAbAUskhm2KMwL1V+acEW11Doz8PwAe1Bxcb/0xk6opwLTS9G26BVWKoYD/nYPX04Yr4VNiIxqm/GUv1GVPYAo4ruSV77EHWCab7iETA5hchBTN6VYLQ2dGSWNTe7zHDsdjHzant4Vwi1on5DmRo6FtpDPnNx4KY76nX0R8iIl9FQ8H6dwLa4OKQL3nSSHM39sYH2sDaPkBnPs77vivnRI2D0qyl7kHWhWhuMXhOFgZJcZH8L3vEkgvr9jNXLDiCfci1ldklL3nZMG7YeWSVu7NhA7deXIWGiFO3AZNnYcPzcdxLqf7gAaZeq6bDVkrh46M4T5vGPRdj8Xbjo5jp5RcG+ORgacRQlRMW/mUIWmfQU6Pm3NVSIMC5tGo35DywktkrbUq7goxAM/fxVbJTa0MruWr1jkDzJy4GEZOQ8Plh4gWRQbKABc82ZaVzD0j7Os6u80vtHTqBBR/lccVG20jlUqr7ZGDHDauC+l5BEZQ6Uc05y1lTrMk+JuGBEJT7zf0T3ZfEYp1uE7DYqBLNIt2DORO+wrZRz66L3Ute3supudNO1fTZC3yNDpvFQJK4fodlLtBLYOOYewE3JETXiZckJfWIb4uJEZyQ7v5v7byg3RlTTXGe62d0+OxTvHf8djSuMCKlMigB/uRQIOGXosE3ns+oE3LUsXwWpmNw/Dg9OSadDk2k9pOz6bIdXCilWtjrCBM7quogz1Cg5ucIXU3ZdIyU0jZRQ25tR3AyHUUN3+yN6NGb98AaWL30DV1eyg/4a3NpSmEf0G6LSUvARQgZSgv3oRji4/jPhlsGtanMyWpYYbktkL6kbCQY1GV8c/3k8p6NyzUfq5ABk9koQ6V0vkYI7KhHnq3XBvBQy9hgkioKlj123UML/8OUeCBeok0UBOfdAkWETa5QTI+mAiaFT6j4yfJhCGvA+moQOxMUljNHNlkJoPrHCt9dcQ38TT80Xi/oIYzMnTmAYDkZcVokVg5y1ocME7RTsb6E1CKX+CMYFYU//2SF0D82Hvp8sr6D//MMospHPUEB4DiaDq8jNGWNbbVtetzpmOIHM4Wt0k2uFsH0SlIcJZSKNYN80MXTYt5Z5YIlV2yqu2r6Vfp4uYdNof2zNFgA2IYdQ+6ZVWAR80qvrPXjM2Bq+HB7holdPPuCKDIqk6nTQG6elkUXyWrLLUshkhM8+vJSyHIoI+rMZOsIY1uBaf5PbcZKdfUiRsLUHmKLqL04wQvdYy3BlP9bqjZjkSTCqpNaGjlQ3pwmtmzIb+aU42UxeMTN0xHHn2TDGtMpzNXSSnRfCdqSzbNZNTNUZ/dqPXiY2SVLoSCg92jMSKXKRoHySB+Oz4b9ZdBbk756O4THf4iF6JomeYceGLFeANghKk9djAfbNGYu9nVaJ543sRCiiZz6gZyTfjWpgeRADnt4BIp+fbV0imhHl7q5rTanu2HrIBJjHo30Q+nU3rEoaB1YSqYCcUEF5E+wQUTCCGT+cHJisr5ckrNlVOOFJxksKYWJvqk+ugO/sAkySz1erZzVnpmadMgKN0clX7TMCGttyUbbSpJWqb7aGu29OP3zZ8196BkPmTO4/H4dBOsZO5lAuwEchQ/H5qxv1jgulUVm3IC+eh0YvKc12KqPuJn9SuCVLLIbPenJsNlX+VTxf8myUzCjOwprAqWTYk7FTjiyTtkmdGBPsKCQW+2A9ldlQulka3Pg7lQIBJwydAlJG+5MyaqQOZYJ3KCJONERvvy7AoW04VGM8NhFVl01ThRRKv7PDkaRWixNBkA7h295h+MQO1ZegNJMHTedRNh44kgGWBbrV2Uq3OszBRB6p12OOw50U2aD188kQyxApmkv0Hm9zT7g4/nUIwgeKd0X0QPjv74pETS6LteIr3noxPV9VwGkTjV8MzIxVb5xkYe9u8LYphpIBeytDpyx9ZIfDWBzoslYQlrIiSVanbry2V6v47Y21zKmuHTHEWeig70kHPZiBKAhv8Wdl6AgGxCn00Ry2ap9kA9Xc0BGUEnshSPIBUqQ3cO3vUGbY0y3WDc06E3su3H6mFHfAEL8ncH7bdmR3WY5E7XWVMY+K8stqP/UaAkPGo6vNZAATQ4fWgc/JgaoSpekwUzz6x2WRrhSENMGxULZ5shX2oxxVsqJMNZjEw0HE598vqgoce/ZS0ngsxkzEKtet7LCmHJQT7npFkjykh+f3x/zDtHmayh7A0sgi+R0GhT1HClNMR+C0r4Zt0NG6cVWEW+WrsHykF+A3dRIGtrFNr+xs6Jow5xtrmdNNOxqLLFNsGDqq04ZuX3VKigiCtaEj7Um65Ru3bgH61y/HwqblhqO4p3Y9YYem35KJpYPCsIeiLN0059MXi/ohpe1WRNthbLHGhCmew7Crw3oyVuRTUjIkbmicLGZzQYr0kITGiNWcQeINdxYe1d2GqE4JN3JK7CKvj3rXK/5tb3sHzHjadS3I3XTcIEeEzmA9mwD/CSko7jAEfk+cx7bt2eiyXH8rr98eDOt1aLyRbvV1+U6yQWi+rrRtMMy3P7VRfyNv3IMmZ6Z8ljzeJxJx49rBKZI/l2QrU2FK1zdzEcKwWo26cRqni/CgLMskpsXHyWgelYMAE8eD0q6CB7tZ3UXrrpSJqGXU3ZT+SGdtUbDGISnIpl14QutIMAAjFPIO24MbdKujdUKr7eZg98K5iJfyQFnu5QsBs8W8XRty2p5uIjpHixBs4vRxVezz5+8+Ak4YOrKCZSaI6N03G6MAACAASURBVDrySDJ2ZuSSoT3QkDxMMZf7NyB2yx6cpZQK4Xe7EAWMxKBaFf3I/ygiUgOWX/MQHhWS5On3SCN06j8RY5WFKvbj85e0QpopQz5Ia6c9cFRP2rPybZN0cGipT2VFUFB+vI8jfuVa7PiaxQu3gs/shZqkTfG7p/prlSTmnRqOU0Peh+62XVYmFGVPVU4VQ4fVoVhTH6vl2yZhsDKdsrvB65RNSvNoChk0sBlZGTpl6CPzRK2ogWj5KllR+vUePNtLVfz2ucHyzZ7heHNEha0oYHqDwcrQYWPe1EjxIOq/UkZDx+y2xOHelL7p5o2wTxZAx8RNitiJT1LxMRVHbO5jSHKVPbEUKvNQ41ZoV7cYP2RJxBE245dZZ8xzdGx2U1ZQlNvAss2TI0OHNoTIBKgoygyfdagTqa14T33wX4P6q/WMfhZ6tze9604hGTu1RViYg4KFzChtlkYWmexBG6CxMR7oYjyAy4nCWQmhpLQMSsRv82RV5B0/I5Ew2M+dcNbQEfbMucFIp9AgK3WmrIaOwvJm7kwwC10TDVhNzRwd7pSI/nADtB80FZMGtrFRZNRkosoVR7ZGV8HDXu0f6oL1rTQz4hPRaF5nfDsvAZksN4SF3EyIwOxeaq6RNSbk+PLdi87EUqete3R6jR+F3v6mGuImhg6rp7a/a7Lewy879R7V34YIYWXsKsngPGJospuYZR5L7FOAa2GX+qI18uQ/W/JO4JPUj3GsqDl8hgxAWy2hQH4Wtsevxo7MPArEZr8/UFRQJJAYSCe88pXbRGpQSDlgVR/2hKgaVEVdr+4COY5KLOQc5sBprPELBsGpUp2zM27KLsoMtPEjveOxJ7shwK6jSfOulWwtQ99Ys5Lja5urWNH9bAE55zwVnaklXrMicbGhQ9g938pbd9N+TDTWMntp5CxbY6s8dI5O6+6pTmNrCns5goGl7rZGm4dycULIkWN5u7Zzv+06YYW9lYle3NBxqAn9GR4oo6FDQ6Rk9ryrN+Feox5qaExn8YqShC0lMM+ZOxLtm9VAVVrQwy6MtBay8iEsKWWNr19A5nvzsCCdqkQoC1VUWC4O04YmscW/HU+xq3vNNZLVASMpTE2oqJ0SQ6w1fvrcwOZ/foRvvmGEBhY8QEwwby+fISWfmn3XVpierHDL4R/WSpatK37F62SoQyGPRXfQ2DB09Ng410dPuiXb1DRBE1ttoRuenhTPDwql0+BlczWb4aM+7OhGR71tccLQ2dLERt2gSmboCIfXdVy+fhsetetqPIjS7cX5Fhi6KBoj5JhqbQFIG6FBLhs6cqiSwdDRrxHn56l0hs4WNNHWeLEVxmfY/0qqlqKcy04We4aOLVmk7sFnxmxFaGfbYvnkurHYUj+Gbt+aig85Mg5ckPBiGF8VYilbibe7yonB2lw822GTLhk6F4eZ151yNBZHNzouGzoEDmONmr9Uw+5mDlgtTdiWI0jLF0cmNwxr1KQDigxTbjXoPb+9sLjnoGqvUIz0uoaPYldjF6VaasPFrM4hKtDsv7wWVhtCt+VbbSXEzWoumLK6Bg0SjLch8q2yNsSNBmBnLtlY5mFuuRg6opi7jOu3PVBbm/Oq5D15oO3oxQjr1YoS/7Pp/H4PzbZYh0XKOAnOwG6kT5zZjYiZ63FCl7vnHOa06LB9wkCs/0HrHGSMiwsxe43KeGq6ztz0YYA216KVbC1D3yiUd8XwGdiVV81lrMb85I936P8EeVX8C47Ehok6k+9qXQSBTUZEGwMsf91N/yErhxJbrzbPdvldVY5b6SVsX41OAcVIK4RWckhoEcUWaEMutT2xr5sw2XAAXbih40gk/yn+7oShI1+XPkpJqlrvLAsTnoOA6K9hYVSTRf8PT0+UWZ5kL4KhmJ0tQ0f2kFCyo+qNlIR4ARkNu0g4PiDe1GT9Q2vomC9GeWMroSpSaNiPz4VKycZyWAw7mLSVvOVkXsrxUXIGxO8e66G90aHv+pzEQKuYYseGDttcq+vGWeUimRs6qtHR0He9qoBZGTql7eMY/OQ/C/+bkUQEE+p6zVrpi8k7rzku/ie8It5Gfdhmk2kiqiNDx+nQNaaoTbmCIE14m9rjsho6srfIQWV33Za2oWQwcgQimgih6onVPB/E/4pqoV/UWgQIydasn9EoNBIisHY1CfPmBSBNbnRyv8aBgifRpZV1sKh16FrZ5smRoaN4kRVlkGEajeoLNDLDRpy3YlAYc9GIHMSPyEF+U27NSiOLNPlDT7yI1sSubO9Xp/M4BL8iJVQ7Mg6cFvFiH/Y9qw/jE7ePFHevC2+1VgzEyzJtfpQ165pwM/ZhG2wyy4lxNBZHho6SB2cM1RT7aleZEoz+YlTxqE0Kr3TXxNge0xcjeCWRkZjcPJhDW944sjUai5pEvmCMptZ+X75xUXNtROzztMnKcvixJifJChM2B+81wxZDEqEsA1mSuXCjaTUXbNxmRoJ8e2GYE/l9w00PGxO70dnulWKVx2hzKctnsxICKz0psful/CqWmSiqRRS9awMo55T+LjkW2XpVQ+dsjUHe048RUYg6D7L8Ur33zmGudQiZhapaG2YWFOT8G+vmLEA65YAoSrRLsrUMfZNvrXW6jy2sZH1AxKr7wWFY15jl58j3t9KZVKwNA1dDd51zXFaE7qZdXaw/QciboClyzAzH2JqUkiDme5n/5LVurYeK58c5DE7XOgLM0gb0LTu80SmX3FqnDwn+YAUi4IShw3QwMVFVx4xioc3dm4T9YIl1jTFsjf0W/QTWta+wpN8sfHaT2Ki0i48E8OsHuhjihsVERpZPoL+SlBUU1VhiC3PGzamanAQmYD5EGzkXRwBKfk+/Ic5SQuKEZKJgfL4vOtX4CulE1ahnOpNQlpUrTaw6Oxzm3ArRhNWwTbcMHkvV5Ezx01IuyGP9pRAr6xsddqj1z+yDtPBOmvASOXSthBiRtCFg8mathd4xyWqYnJWhIx5grvexOw4Om4GbU7UGrLM5DeqqFOJZNzfBWgOTiggJhdOIJdNNbmPk/IwS/drSvqcodyy+fCwuDpfYzHSbomyGjkJW4FLCpmws30bb4BQ1Vt8Qbywk1cc8iihB+bTnQTYnwlCHaWLosP30ibdKuqE8rMbpa/dU6edJVWTNyQjk72lZccR19GkHza2ghWQEhQP0SdOH7siha4zVSRt2JcsFLbGI67LI+dA1KznryDhwWjDbu/VU+6dzZmjadvZGRzSaNqPJWoNc0somWwVGHRg6Mu7W7GNiR131GgsvsfXQkxg3XTR0zG8lS4OjuIc3N1mL9XKWvdWcymtbK4NFooWSEK3TTf6+SuZghQm70fQnIgKdg0zNRVMUUau5YI6sibgSrDkDWD/l0DUDfgJRQPoNK5kq5nhMxa0wKXfVmfUrG+IGVlRBru96QsoHE1kLYx6NEpxd15LHwzfhDB4jBkw1H5fhMw+Yq1Fwhe8bHZpSp2QMFPnvHOaQ9JJjJeYGua0hy+eUsgddkq1l6Js0TsXIFRUJwmouSmYZDXDZuSbqVd0zpmNE9khdzrO45rRjl3UIg9PZ5txXjO6mfo7GMOxjeG/RsPPak1vyi7Ij0Czi4XIKQsefxKub30EPxpgoyBbZgWQ779aubkIG/rCPvbFFG0rtzH7hz1RKBJwydCjzXqTgpFhchbZZErJECyPeTrCkTb8daJ/M8hXkPBk9U42wsNLqGmikzQ4StlDlJFDNpmWMNW+dxD9SZEXJ2sOn0BRabQipYGBSJvKKq6Lxa8GmRSIVpUublMtifMNuYIJGQWMhFLMvj9JQQqt00qpBaKJkCQxwqXgyWuWSV+hbiYZXS7Ets4Ex5VJHe2ti6AisLy73samgjCb/RfU0K2xXLjGQMZaS8fiurzX7i92EPxImfpToes2D8ly20rrRXEyY0UsLcxtXE0s2kudHl4RQBkOHPJNr3qKY7l9LUWPCjGlP8IB+gRfl28/87Zgw5XdMUxL0FwKz9TejgmRQbnRsJeWaGDqCl/0TPKNQvgsSHnk7Z2Lkym+JRc5Is166eWKt2rvRkcMEbhvoWwVii53PYINiADPDdiBSn4xWa2Zpci50BqPisDAc0C7Lospg6IhG36HOJmQIThzIThs6bBlRyPD47/pqKHylc8eR0WbP0FFKANiqgWFm6GRjV8IJ/HWYjaLH7ObThC7X/ilZATiyPTwxGyOYg84kT1smqKEMaGxViHZEB01SoyUKU5rA7MnYw9xVb7p53tJA7HspSUmoV6m7NSE2JnPBDM2xWWSUaaiZRSrxa3rGSsUwMQnDYkZAwAWMTAyEhsnfoWIihzJpaY0FY+qLFxWmtPztEzDl92li1IEc2qWQiDCxJDpGz5Fhq6WRlp1Mt7UsqfQ4a28gxZ+pBoBzmMtkOtq+OhwgZB1Ec6PvkmwtQ9/sYdVdfwOsMFTKWLE+TryCYJmMQNGZVAezgq/T5EIVpLvJk8BylOlWM0FHkiHKrYnZI5BsWqhc1q3gNE22TNRRYkePsaebnI33x3vNGKNuKckbHC86/sQdRMA5Q4fJKakg5M/V22HM8giqlVKEfe+MwNLjT2J8zFDgvcXY0Wg21kpFP2Ul/TYVW5saPQl/K9iJ2SH7UMv7Nr7L/RtCZvsLBUMzli1A7NErqCYcJG3w8/E/0KilBV+umI5lB66wRBFd/QJ2MxN+bQI2Tm8vsGmIC/oM6nQchEHNif1FKm5nVS/FIajF+OVIIhaSgnqGsTEaDjbGMLey2nSFv16k94zGD3W7UHHKBlSIcodY5FNX0MtMyZIO+B0WtKOijKwy/I4dXwsF+XSJc0oNEhPKRTNDh7x1pemjWCPhBBr29kOXanJfSlFTRqKorhMWgxBNgVObwkShRzVXnswMHaHugkIlrhbEE0PCWL0WV1nXZGVLmwvmcKHoHhDDN4/iVqPeUrG5s3TYT8Q2S28smvsMMqPicLGvRAlLb7JxTaGEcVVhEY0TWWlxs3kgmRg6Uu2GuUc88bxVgU8biZiuzpM0WpuGjr11KjDQTcSx19YrtQ9ExW4HLO2oYOXzwNe0b74mvndjgTZRubqoydFTYXdNFpW/oXPig7lIOQ3owtwcLBtBHm5phEiDka4cyFb1idQGXTF0WI5CxswAvF8nTFNrSlh49pkHbRo6qpLRQUevrx+wtVJ/GSnBbyH+x+pCocy+b3TH/7EijdWKKAfjKFI3U7FQIn/5o2FvLFk9Ce2cLPFR/jiyEGyqa/NJe0Qs1coUlmIUjSmz0/Grps6NPGpR6TyG5sPCEdz+GrZHR2MvFbHWUpib3XKJjqQMPPjKACq+K59XjP1XrY1immMjGfjHar+CAf2p2ObBVKQdv0J11rTODLWOktlcMSNgDOXIvu+wXo1xMcuFmm+hUe/5iJxEtWbOEsPaxG2w9F6Euc9kIiruIvquohBzgTxQ3nMeaDX0Hbz7j3r4bs10LLnSGm3PnYSb/3y83b0+4ZuEJey8LZLqqCELxx9vgqY/fIhZC6i+1k09RbZDzO3KIvMNain4Eenvhgs6CIhEaDU5pEQjUKJmdlK2lr5vcl0w+nz/JVg9nLBaF4bIX5/AX89QyYMhixHe6y/473cqVmqtPnbmj8B6+GPOyFo4HEU05qS8KLeuct20QusadvbEVUXpbuybJ1cMIQNinQlbIZMzwfikfYSm/hd7Ix+Z0VMwW5evbV/YqvWk6Aw05Ctp37Rt6BAT4hAKFV2nJ81xTTPgT1cmBJw2dIStT8XdkpbF4Z/H8+DWgBijHrmCY1Q1/Q+qUt9u2HTM85UKmwkjZAWrpiH8A6rSLhDvyIUo6+HLJcGI+Eysts6KQD3SehgWxfgJNWVYvkfkMZGpx73eKwhbJZMCyLAZD3LaCCtCEb7rotQeE66LED1C2xdW/Xo3ohYn4aucq/hvsX0mIK++YzDVTy5GKn1Xqur8ZYelWDPeC+yG1HI6CVNmbZGKWbEixLIRKHsBbClZVOBUhwFhIx8gwueySVkei6QrLeC/ZAX8jMX0TA0doUNC5WnX+siqRk/BrC3yPNF8eE/E2rm9oCXRcWbRCgrotAy0CEtEWEfxDtlcmPyMrYEB2HTZkJSv+Yi5oSMKvow5AVh5hULh4gajsfBO6Qyda5/NweglX6OmTyRiA/XrxZnxys8Un9+JmMgtOHShEI80a4MmlrP4jozeKlSZvkfQfIxXks/lOZqG0/02I6YflTpngjx+NhamsMJuzv10IZ5EZLA/agoilf0kbBwrBihty87Pk/qWqbJd+CMSplC9qisdMHHtXPQyWzCC8rEGt0evQ+TfHxMazD+8BMERYj0r9nNvIhuJ4n8XfhWFUeF7gU6zsGZWJ1NGLudlkboHnUPX7Cn9rVKpwrQEA+QtJDy2ANsnt2ULgRKk52H6yqO4YkscGbviIEdHeVzIn5iGjBZhSAzrKMiq0hk6hfgxYQrdMl9BBwfV1c0xYc6jbVixIRXf5xRK8lnqpXtNqmzvj5nTesEmo7rphJU3juwjYlX2qTvq4+24EDwvCne66Z2Mz2rIZ5OxM9aV3I3nla11kn94EcYtOiDNO8nbdmOwPEJjZNkwOi05qQibvA7HxQOVzpvWGDw/SiE1+e3jUHJCZqGOacFndmvxDvCOSVijUxuDGFZ3xiByyyFcKHwEzdo0geXsd8j+vQpqtuyBoPlEja/Z/5a8/YiaEonPpE3u9og3QhLo1p5uIbRnJpNVr4StwoxOZCEpxrgwOLQetggxftrC1XYwf1gq6v1bI/hGyzmR4sCUs8TmOJkO0p8KqgZC46NjCo8LsrV0fRO6lH8YS4IjXMNKHouUK5VMRra4JiQdpD4ZUGNDkPzzY/o6Zk7OdYXobkJR+f3oamAdVOVWDlLDpmJH/bcRF/K8pGORY2DyZ6hhtRacmVenBmsVVs9uwfyodEiSLr3Aybb4Y5USAZcMHXVBikxrf7B/qGJgXDEO0ywRlZ0jBXm4epNaqFoD9bR0bWQgXb98nf5/VdSoR0xtprDl4zwRujVvrtaekNvTJbwq78rFJicibm4flLqkAyXQFpR4wlPbKYl17g+7/TWfeyExkrg3TftM7V4vqoYaTpH+a9ovbR+lebKeD9fWraWgACWenja567VrqFTjExooRkEB0Wq6io3VUCgR9XoRqtXwtKbjdW3Y4tMyhux/W61rTYPFxSiuWtUxRq70Qfl2FQPTm3kjTs+Toz7Qd6+jho5x0eqVYto3brRvtFEAcn9tyI/i69eBGrb2v369Oy2LhNeYY2QGFn9ZBU937Ua3yrk4fPgQvsuh28AQmUyFzWUWNoVE4AfNbZwjKBz+3ULzTrNe9U5EQ5jJAYcdNHuA5LEwFWWsg6PISWFz2JHtTnSygnAsJtnlRrJLnh6n9oiDdWxzNKWWt/bOR3N5lp8Zj/CINMEh50ZOSe9xxECmocF2AnHdI/K5JYo5Pduqvi3qT95V3PzDON/yGKxllf1zXGrdBubFv3yDM5an0dYFy9lSkIN/r5mJBf+uoTMaDQMWyDTopHYsW0vdNxkr4zdsY6X20XxNMPrvU0VPuYSH2biN+onrupvIehe2+ojg3HKv6YW+08M1JTy0XzWe7YRLQQmd9WWUP7ojg27xVi9F4oFs0Qkv5w9bWC2eMKw+wpzw7qjp1RfTww3Gr6ubhT9fKRAonaFTKbruQicE+sFkNGD0ld1deI8/yhHgCNxDCFA4yhJfxN4cgCGvP4uO7f8qGWhSeNY3zfX5gyz0Y3gimsaqlefvITD4UO4HBFgO0ug9eHLWXPhRTNbZJFa24RYVaTYQG9wPWNgao3yT5PEKFv1rBl64n7GogLELYX1Lr2LI4rfxcu2rOPjuTKz/j0HWVsB3jU0ywy81NgqbM0vg9eYE9LsZizlpMlHSKPy2yAdLrw7B4rdfRu2rB/EuUZz/pzlFLOhqHt6BjvJPlDsC94ehI7H7fE/erNbPN8WjzsBYpzPGBb9CTFn8xxHgCNwTCBgLB7o3UcNcJBrdRjK5ijRglgQecn2SLoH6nsCCD+K+QIDRvk8rCNXUzRGZu754kfI5QtrdHxgcP4rfW7bHE6YRAETesn0ahq3PosLEtohg7guYKmyQXyzqh10dGKW5dFdqJLKqsC+LDRsNHDktQR9W3xbJ/XahQworZSK+J7J+ggi09HUaK7i7vPkKQOD+MHSkRP2Io85mQRDSpnTIFTADvEmOAEfgjiCQTUQmcwqDEeXbCLj6FVYviMVRz8FIZKxwkleXaP30xRRZvgTVptlqVpvmjvSaf4QjUHoErOu2STlrjbU1mUrf/p/hTVGhzUPV2s3Q5m9/QycvL7Txqon8k5k4tmeHQIrBMlzcdGQEf4aR/Tn6mDHTBycHaplGxZzaHKOsLefhFP9yBNtWxCH5e+Bp3yBMGtRRl7agN3Sa4T1jbUQhVy6HjgQjJXo5d5Q3V+EI3CeGjmDW48Qnqfj4WC5uOQMrv9FxBiX+DEfgT4MAO9jea7ZFDV8VbnF+whDmsasm1nS5pKv9wUq9TEfPDG+kGarZ/2kGzTt6fyNAYUP91tXBkoRAgZJfLh/wkL+mvtW9jhDlzfwn8yPs+ecBHL7wK24USiwo8rjdqqKBdyDmhtmiQr/XAarY8bFbxcCsfyilOMRyBKfgrSvWXn59KD6/F2tXrcOnPzxoauDIX9IbOv3w78BAKki/kc4Hlvudj93ThyPmlDfmmRYpL7/+8pYqHoH7x9CpeCz5FzgCHIFKjIAVva5wi3MK/YXQBKkYX3VNYVuJxfCHAdtN6FAr8UB51zgCCgJi/ln094+iWeNi5Fy4CosJXfZ9BZiWNKasxBj3FXClHKxUK21HYTM08czFRWJgfJAYJDdSwrRKJ1XKtpXXiLTgx3SsXpoolvl4sBZatW2NOnY4DAqzv8Hx3CIleqepVPqgsFkTeOZeRE7hg1TCUDZ8yto//v7dRIAbOncTff5tjgBH4M4hwGqR+K5CkW8oRr5cDccoKfa9m28qdbpYja4JyZdQ7S/P4RmKbss9+R3yHn8LUbG+LhVYvHMD4l/iCDiDQD6ytm/G9qxrqN6gEwb6v4rm5Udi5UwH+DP3OwLEaLZ/QxIO5N5CrTY+GDKgrcvlK+xBWHjxKA6duEJE8aX4ebZCly6twEp5WXL2Y0PSAeTeqoU2PkMwoG3d8mFkLUW3+CvlhwA3dMoPS94SR4AjUMkRYPV3Nixehd0/5JMnrzOmLdPW6SLq6U0rsCHjJPKqNkKn/hMxtk/z8qUBr+T48O5xBDgCHAGOAEfgXkKAGzr30mzysXAEOAIcAY4AR4AjwBHgCHAEOAICAtzQ4QuBI8AR4AhwBDgCHAGOAEeAI8ARuOcQ4IbOPTelfEAcAY4AR4AjwBHgCHAEOAIcAY4AN3T4GuAIcAQ4AhwBjgBHgCPAEeAIcATuOQS4oXPPTSkfEEeAI8AR4AhwBDgCHAGOAEeAI8ANHb4GOAIcAY4AR4AjwBHgCHAEOAIcgXsOAW7o3HNTygfEEeAIcAQ4AhwBjgBHgCPAEeAIcEOHrwGOAEeAI8AR4AhwBDgCHAGOAEfgnkOAGzr33JTyAXEEOAL3NAKXUxA6fhsuwAujN7+DHg+poz24JBg5g1ZhaNN7GgE+OI7AXUHg4BIfrMoE6veLwirtJjubiHEpzbBmxst3pV/8oxwBjoBtBLihcz+tDkseTqS+j5SsazTq6mjQ4e8Y8Hpb1H3gfgKBj1VGoPj8XiRuP4zcW0CtNj4YMuDPshYsyDuRivdTsnCNreNOA+H/anNUrYxTW/wLvtmxHTvYnqveAF38RqFr4zJuuMtJCByaiPN4FlPSl6KX3JwlE0sHbUXLxOUY4FkZwSiPPhXj/N5EbD+cC1q2qNWiO/r4dkTzSjn55TFe3kZlQmDfnNcRcbQEj/vEYUtgS6VrlzaNxvSbU5E0rnVl6i7vC0eAI0AIcEPnflkG+RmYExCNo7eq4lH327hReFsYuVtDHyxPCETrMupe9wuM98Y4LTidMBYhyRchrgLx5+Edhq0LuqFy68j5yJgTgOijv6NE6bkbGvquRmKAqnhUhnmy5KQibPI6HP9d7SncmsN/Qzz8Gpalh5ewabQ/tmbTuHu+g8iJ3qhb8gv2RIUg5qfeWB/vhzI1X5auVeS7ltNIGBuC5J+r4GG6xSr8b7G4Bjw6IHTjYnSvWZEf521zBICCjJkYHHkMRR5tMTo6AgObu6Hg+DpMmHEQz0YlY5IXR4kjwBGobAhwQ6eyzUiF9OcSkgIn4utXIhExUPR8F2etQeDUNFwiTaEpeYfXj7gnVaMKQfPP3mjhwXcwbG0J/Oe/jZ5PuCPvSCIWRqbgzM02CEqr3LcB2YkBmHqsA0Jm+6Nj3dv4Mf1dhMcexRXPnohMCUG7SjM5pxE7dBay31iAWX3/Cs/bPyJ13gy8d/x3PO67noyypmXqqeV0EibNSKQ501qqreC/ZAX87kmvhQVfLPLFuuqhomFHjhlL3m6Ej47BMcKgWqdwpIV3AvfXlGlZ8ZcdIpCPw4vGYdGBK3pHS+8lWD2pXSV3EjkcHH+AI3BPIsANnXtyWg2D+vkDTF5WBaExvhpPrwUZM3sj8hhZOh1CsWdx9/sBCT5GAQELLJYH8IBGKyxInYz+cVfhE7cFmoiMyoeXhfpOHdcqtMejfRCa3gqhe8irX4l6bKG+PqAFWQgtC8PhZ+dh56wXy95TFhb3+R4cPpSPmp074bWXnkP9ezaE6wgiR3yJjhum4UXN5J+NH4aglF9BsUSI2xKIynWnV/Yp5i1URgQsKPjx30jfdxjn0AKduvXE/z3hyY3syjhVvE8cAUKAGzr38TJQlARu6NzHq0AaOoVkvLbKA/N2zkI5qOB3FE9hHX/zOrZSyFa9O/plVz92Gmv8JuOsbwqi36jcAYKujuyuPc/WLYUScUPnrs0A/zBHgCPAEajUfLZewwAAIABJREFUCJTR0LEgJ3UOpiZkIp8F+7vXhJfvXCwZ0capxGBL3n5ETVuGA7lSrDV7v28IZo4SQxPMfpa8o0haFod/Hs9FsRT67l6zJToPC8WUPnYSkg8ugQ+jS0F7BKfMgG1ulGL88s0ObN/8CQ6ezcV/5Y8InXFD1YcbwKvH/6HG8UP48uJvkFJdaOwPofHTAzBmqh+8WefzM7Hp3TVI/T5Hecb9ocZ4IWA2wmz1s/g89iauw/u7v0eO0jD7rjseeqwJ/tZ3NEb0te21FZLL123BTh02XugRFILxXRtbeZxsGjrFWdg0Yx6ST+YLORzu9TpiQsRs9GJJ1NTHnRHzEH9UxN+tagN4j1uI2b1Y+4U4EjES7/9lGWKNSQhEhLA/ahqWHZDnzR01vfoiZOYoEa87+WM4r12FhD2ncFWeX7eqqN2sPdo9+hO+1MwZw75my84YFjoFfYSM53xkxs/H0h0nxTXP1kTtp9Bn8kyM8q5r06tXfH4nIhYm4KucQjEvhr7XwDsQc8P6oLlbHo5uWIxobZsNvBE4N0z6pgxOIfbPHYpNj85ETEh7mKckULL2zgjMiz+KXGlswhwFzhXXHa3L+PlLsUOaW7H/zdDS4zfc6rYS8aVKHmGYhCMi7TSEdBT3englbBVmdLKRNFHwMeb4n8Crxn1Ia0SPAxMpXugbImKLnN1YOHsNjsrygu2Lxq3wl1s5eDw4GbO0rv4KXU/Z2Bo8Df/6xYR9ib5rU0Y9Vx1Hs1piycZx5ZgTZ78vFQGDzDyF9sFIsWKZEokiNqxJxecXrioy2q1qbTzVZ7Ik2417iInPxnh6wDi8PYLWtUHGCHul3ZsIfnsE2huXlD1Dx2yf0xnTsnNv/L1BLj7e/TkuXJXOHmkfvER9GGVCypEx83WsvOSNcQslOVhKYK3Xhrj/XvJzcH5ZfY8wXDED76SfV+Rwl6lRmNbVtgzSNuHq2cvkV0xkkm5OhTOvVTe8PmoIBrRVv8vOlYmf1UHf6eEItJowuRfiOomNSVJlIpuDBu3Qp/fzwNfp2K2Rw0yGtXszWFwf0h7bsDhalWPCGumD3n/Nxz7dvDIZ8TQGjJkKPzvymZ1rVmdCKdeK80uDMDiahGXrUvG9fC4IR4N2rAZ5bm8vSB++c2cNm4gCCh9ejegkw16ieXwzSMLcuJ8d6HnZW4MxTRSuiFo1FE0VQEnf3B2FxZu135JkR68hGOP/qjUpSfZWBE/7F35BffSL4myUzq/Ne+vJMhk6+XTIvLX8J7QbNAjtq5/Dp9vScfp3oKHPciQEtrZ/lWv5Aot85uJYw94IGPUG2uAYNkUn4sjl23Bv4ovotQFWykB+xhwERB8lZYoJxNZ4vumjQNFvOHXiLCmdbnjEeyLWzu1lbiTJByIocdVWiAspgStCw7Er11M4DIe+0QMtG9RAvRqUcJh3FXk5x5G8Ogqf5UiLwLM1/GZOxNMXPkRc8gFkMy3PrQ66jO+PmxsS8VPrvhg0sDs6UPrLpYObEJ14BDQ8yp0NxUYKFdOe2cVZ8Rgfmob8ht7o3r09vNp0QMva9J3CSziZeQx7du3EcabgeZjF4TODMwyT1x0XFU2rnxvqdJmFNbM66b5pauhQwm98wGSk/bcxnvFqgOJzx5AldNobYau648vpEfimTg8M6tECtzK3YduRy6S4a5LBifRgZsD7aP5uItTccBZf74O5xxqid8AovNEGOLYpGonsXfcm8I1ei4A7lVcgkzLQOmVr6LVXXkWLWiU4+/E6fHKhBCUlBCDNq+/bU/FiwafYnLgDX7PxwwOt/Gfg71kUi/1Ta/QdNBDdaWJvnf0U2+O20br9wxRjNhXKuiXzv0Hr59G0ai5OfpctzJVbw57o3+AQ0m90FfZBh5r5OHk4DQnvU94JBRr6LE9AoBYbSw5Sp0/GR08uMtljaqJ+FTL+2z71GJB7Et9ls8R9mqPePmh8KB3XOwchaFBb1L56FocO78SOHV/TumT7JwQJC/Tr0rG4s+B4tB9CM6qj6ygfNMqS1oTNpHtpLRz4q34fyonmF/9Q9vYNee0R9t6+XZHzr2NoOjwEI15mG+okDmdsw44DDEd3NPGNxtoABzLH8WCcfOIs4ocFQYyY0rMvqTJKNMLaNdbKqIog/7DdFycH4/JjGTNfo5BXes3qJljKXzhSgmYvvIJu7Rui+q1LyNz3Gb46KzpNPDoEYbjbZiRcoD3U9yVa4fT3jAwcFdYo+7sPOufuwLHGgzBhcA80KDqI5Nj38dlPlIhjRjpgy9DR7PNHmooytWH1W7h0ZAc+yryM/1E2RbvAaCz0aQZcv4CsDFU+u9XpgllrZkG10wvxaZgPojJpBG4me9JJBPMPL8K4RYfx33pMmaexV7+Gc3s/w57TovPHo5U/lqzwc8IIJjKR+ACEZDyMHoN6oMWtTGzbxs4WD5qSjVjsiJXBpbOXvpU0CTMSz+B/5PDyDxmBrq0ao65nCa5fzsX5YxnYvm0Hvq/WA/MjJwmG6Om1QzH5w8s0n7b6oyFDIadImx7d8WqLWsC1H7Dzo09w/gYBWvsVhEe9hVa3L+FYxgdISjuOKwwjWnPrh/+EsJAU5axsWJ1e/WYbkg+zea0F72lRmNujPoryzuBo6mYkyvKt3RgsjxgAK9LDcl0rTi4GcpgJpCq0jxo/0xmdOrVALau9MgWT6r2PDVe6I4j2Qkucxafb48Qz11QPuJNnDTvYRH3p09+b4IVXuqE9TcStS5nY99lXOCt4AWn+p8xAk9TV+JnOnME9KLBUOS9Ja7BBhGQejiqu+ckpl1BCa6ajfwhG9XoajelivIDmeX/sYsSfaIaJCQv0pCRn4zEsKAW/4vHKH5bt7NLhz7mMQBkMnZNY4fsu3OdtxDhZEcvfjenDY/Dt7bZ0axINe9EZl5MCMeJQZ2zQMgRJSnYKZcgbFQjL6XgETKYF69EOIyMXEtuJGIwuJOXO2oUbD+bjMklCjy7zkELx71Z3BI4MHenb6R6DsSh6BNpYxbqLwjn8/ADEzn8Fv60LxNQ02nRulMD9ASVwgxT8tyKFxFj2e7z/KmwkqkltPyyn1+Ct4DTadNXQZd5O8kBL85Wfisl+/0Td0JWY1gG45V4XNay+n4/d04cj5tsiuLUKwKZYXyVMx/LFIvjMPYCbkgBgiiArrXH1xDbExTHjk6kQbmjuv0HnsTczdBhN5qj97VUmNsJlzVvBSCOlzs3NDY92W4jN09tLN3bkkdo+DcPWZxEO6pznU76H3+fdsD36DTE5k9HhjjiEzjq2KY3gulPx9fL6+rUmury9Em9L3k9msAfveBJh0YNQfUcYQtafwE1ZUa+Xh93hoxEjTaypcKabCPGZImsjn83t4DicfrwnFsaEKB5pdS0IiwWrDF5+ZU6bDkXi+hF6Fi1hTmbgl7e2YkE3NQSK4T447jQ1twzx4+RbVcJ5zVsIZhNIPyPxRH5mNKZEfANLyWVcvumGNkEfYPkAV+ir9mHO6xH4dbBMaMHCs2i9/AZqK43a0odoCc4R0pJv6hwOkrGUXkwH43rM7yV7h9U1T+nm6BSehvBOCpcyGffTMfmfv+HB/MukBNVCT/I4h7S7E7eD5saF0zLKxNHhsuRWXqgsho64n2d93xXzTeSnOu9sEQ5CQtwoNFGmqhhZK0mJ2Smu0WrPTsHmpb00ThlSCme+RcbVTVKOfLGaCCmUXBwzQ0fZ54+j5zuRmCh78plCG7gdNcf0xa0NsTiQT8qP1pFAN9lrAqcijTG0MMfO1gVQtxd51rfPRuh75ExqbLInHU3gJZKBo1Px2IS1mKusb/ElLamCW5sgfLB8gI3bWukjBR8hZOjneHUjUYtLW1WRJ7V6IyZ5ElVYsv1z6eyVFMU8u+ycNH9HTqBBR/mWmd1UxCJs/i5cdOuE8LRwKNuWuiWvBbQdjeiIgZIXXjpf/9MdY545iNVbzwiGtOwQlPfWJXJyurtXwWN9o1VHj4N51eJr5WSskLXiaDGIMnnyV8/qzgT5Le1esV4PmnOzFhGwJBEBi7yP7uBZQ4oXOUSn4djf3kVsoDGCR92vbExPjt6O1QM1Z4pGzzNj+jQ1dC5twmj/rcgmg6X/Ko3OqUAtYhr68zB8QE5k5dThho6jxXhf/L30hg5bQKvrIo6EslaVObnCF1N2XTNVclREC5A62QeZvXaR90mvmFiOR8MvNB3XqmkFJGMNG4XEy8/paUSl24M6YTEIabFfUCizSOHpHWNC8+jA0GH9nvZtN9tUy2cT4L/wf5iRIIed5NMYBiMuq0QZq+XwfPSffxhFNr0HZAy9RsYQGR3eYZ+Qkioiwr69oLAfuuem4J90JVbCwqXaB2DZAr33SREAdNivp8O+qfC2RDWbZ4NiVXt46zAl54qcyKt4ZrOR4P82bk7T41fwUQiF/Z3QGTPqXDKDdwpoysmQ2kqGFGVJWGicvXejfYrI4MUS3X0ye2EXCSDdbFuOI5pCNtKvGZXYitl74jjO4zmt15MdDgHf4o1NslJjweH5/TH/MBktMjsWUyx8VuEE6T9WBjgLpYzdhIxvL+I3Fm5ouMkQ9sP+Fib0t5dpTZPCdJ7GapojJRsMDeG7nm7HxMlWxTozbld4YqGi1IjzsL+F9W2hYGgKdVfYp/bQnpOaYcrX+O/QlxSm7helfefRBfNSKE/HWXuhgPDrH4eHlHZtKd6k/OwOx9iV39ANDDO8NTerAr5rcK2/yU0wjbMPGfHGPSUYgnE1hTCweh8xAy+LLUC946RilhG1ajZGV2SUBzk6Usop1K6SGDrsPJh1E1O1ipcOf3W9G/eQ8JggM0g2muwx4e+SEpdVYpAVJoaO6T4nD3rq5AA6cxLEGw+29kfRnqhmWO+ys66IavT0jERSSDudzLpEDrpRicXwMdmTtpdbAT4KGYiPn19vMzRUdXy4oW2w/RwuC43Z7+RAJFPf1B/7BhWzPOFJBn8KGfy2euPa2Zud4I/RyVf1jjkn95XorDmMtpqzjk47QU6lV9eXNWDn/vDlHggXSh3It75FGuecKpfhRrJjFxGPCDLKuXnVOhk7hH5Aa0DUWipyrdiE6XIyxr/1JV5eMQi3PkzHf/KL0OClQIxVQtod7BUJQ3bmah1Xd+6sYdsnEBOzRyDZzKksACueC1m2dCHFAGmKoYnroSV9NTN05H+zy64onCP78JKkdwj4c0PHyd16bz9WekOHCduzw60LZEmKyW2qyfGJrMlbYcgO59WoG2dGZUvKrw8pvzceVQW2oKhtQXWdt7mAvHxDsbv9RsUDLbIv3UA1utWxYjUiQepDBtQNs9A1y2HM778ZTdbqN5y2218s6oeUtlt1ScTy956dko6lrGqf3c0tKnqjY8ibrbn9APkoEvxHY8dVD9TuuYg88XRBvUa8LaqrDYuxddslbORdeELn7dYDbslcikFhe2jsegPL2tAhZcPnJAYaaXplYUHexjSDYcu+9MWiPph7gFRRpb9MUI/AaV/RmGPfWV03zsq7z96VMXyUlIoU26dzOexCdsD3xzroPaasb+9WW6Kj1z69xo9uQH5TDTdTxZbd3LPbkHN4NmgyRnVphi/CRRa7Wr1jkCwUVBDX8qk+5vTdtkOAxOHKf9cZJwoSbA9NwZUg6WZQWN+n0MdwaEgtSQa21tBhivl4fNd3I61d5m2Ta7NYG53G+HyWb9HspeGYOa0XhYGI7+1+SlYKzRRv8vhuCkHEVy9i9t+zEEx7QGvoCIxvG2tZeX5tHlRC6E0cai6RPHvC/p2Pw0XWh6YzC8fCcn/mxku5Aizk7AUEzDbmR2lbMhmjizLKjYxbK8OfPlEufXFm0OwZlhOVtAzrUuWcQHHsflMnYWAb27d6ZuvWTD4auyG/Z2ro2NhjahsWutHuSTfadOOjle9Who75PmdKt//+rkjUKGayU854y8lutf23ZjPOaus1Ka21omCNw8AR3mxtTLyMIJtGoDAZioOFGez2iDWYzFrXmO1bvTeC3dQMJc+J4qAx7ZdrZ698RjzeJxJx44g+2VkHiPBtUTbsba8J7xTk1L/xou72lWTR+MXAzFi1vpTsXHJX50Aen5Z4wvl5NcO3gteKjXUhyLs9D+LZ33Lw/7r3RMuz6Ug7ng+PV8KRPEOMRrG/VzROSmWt3MGzRjjXEtBo/WpoL2r0w5WdurZCxlQZalyv1oaOOE/Ml2UWJaB+V6932Dw/HO1X/vd7DgEnDR3KAdm/AbFb9uAs5TYIv9uFKCDvmme1KnpQ/ihCASvkRomKjz7kLv7tkUbo1H+ixmNhD0d1USsKHjvMoqHx4jAZSleZIdcxSXtNL3t/H6NQoCS6edF+JptuZEYnk+g1ydFhwjexEeZ1/hbzJGIFXQI+mHd9LR6PVw0zuQ7NrxR2pRbcNG7uApw5kI79R0/i1KmvcVrKsfGZvVCTpClteHYjo3ipJGMPrDbIGDxEMa6RSSwHCKhDeUhLKQ9JiTN2ii2LFMM+c0G2iO5GwtTQGXYBI400rTJ2NtjZlMNQY5gxQX2gi2NlQKQ1Jglm1rZAn/s1cqkEes2/voaOZSp/LuJ8qr82nIoJxnBgPhVwlOi6WJHH6cFxOAFt6IqJYltAcz1qL15aqwkf2T0dPZkmpty4sfWwCY1WJVF4p/WaL5uhIxqYsTXJwGCNs3WwqZH1uhc+K69LjaFzcgV8362GRZq5lg28xyjsUq7wrYRRCInH7VC3+AdkSUnmchhfSzKEAyano9bIaKrT9AcSNfkrCa+dQsS8JFx9cRrmB1Joi8nNqrB+zg1GOoUrWelRJh455oUdepRY1pQQBVUJVpwOzopq+aZAyJ9qg4dyT4jx5XZzMUzWQ3nIqPLqizNjVxwnlKtGyfBtnqyKvONnJBIU+7ke1uuWyatENJrXGd/OS0Amw4+F0U6IkEhKxA6VzdAxU+6ERg2sa2b7nFHpD8epIe/rCzrKa8toWChnhZmSJp5Pmb0cyzZ5GpiM88/uixlu2yTyAMqHa92fQrsCdeQKFll+6M6ofGRtj8fqHZnIKxZb/KOoAEVunpCPV2W66UxmhaDdqj6snMtV63qh+4jx9hPxlQZMzl4mJ6bsAl0emP9ILjz2ZDcEhIxHV6vkF9GRtcxjCbbInPVsvtbV0de8onnwX1Mfq+VQZ+FLcvkDqNEPVnPt4rzum4PXI45SxISsA1T0WjGHTD4vVQNbjg5pQga2eBY5MnSUde9G59QnFI0gyPg7dNZQCL7f2sex5B9nEBbxmZB37F6zPQKWLcAAVTGRnGu2c2NsnX/Who4qb82dfirOVnoHv9Fx5jS4559xytARr+sp8IUSp+fMHYn2zWqgKgmdYRdGqgJMhkpeWFLeRWNK9Mx8bx4WpFM6mDMkBVCvbXWGzpYmujoJzLsz/jIlBGtvAZRFbUY4ICv7mpsiuc/sdmqvBe45VdErdCS8rn2E2NW7cAZyWAMJEb+zGM6MJ4G97UsU3mDsWQ3QY1EUJr8g5xSYGToHcKaAPnTtHA4fPkSJ4TfxQIMueHv5DCnZVbzRSb5K31KofeWNzcYxE03Tk5B64Di+YaQLFL3t5TcfkX5S/g8T/gZsrFetKiiU8DJ6yNrQoXyLfl+i57+MFMMSdrW1IXPqV/bNeR0RR9UQPjG0R3PbYGcbKV46o6HDwhLfWo6z9duiQWEWGYl/oJHfSsKqtJUyRAwuDtMqKOzf3kOzLRQGoZvX2nh5NrGGvSzPq7Via7r+2AFAOVi/KTlHbD1sQRMbtWnKaugIuJeEiDWQ7K4Da0OHKSBx9WLFUEPpZ7UemDE3OBLf1O6PZfHjlLw1bcy7fHtVnLUJM+Yl41ShOx6wFIpMUKQE1XiyF4KnU3FPucCLLUPn4jDzWk5WBxVTxgbj1EBNjptDJdr2AhRCc1KgydXQ5AWZ5UcJTdkwdMooo8qtL04cW8JtRnoVXa4aUSoiS7pN1ubcGZuzXrdMPu6FxT0HVXuFYqTXNXwUuxq7KM1CG6J3Jw0d/T5nhth2eKUY6yzJ+8J4XpiHGKvHhXNOHO2+Wn6uPq7ebIhR499ArZPvIfK9o8hvYgi1pJv3/nTzXqAo4nII1014UD7L4rBeaFXXE9nkGHiv2RY1BFVzjglU24Is7SYkae+OmAlKOXSOpMDs7CWDI2c3sWquUVkcTZeXnKtquAhkMmUe5uoNHcM+YYZgUN4EK13CyoFmZei4OK+KLJHDgc3OBBfbVJxI+mgJe1tQHFcBXotIA6W7ihJFCiOXdZ7SGTp37qzxzbDg4V+ronvISHS4lYEoVnBa5xx0dKOjGnPGCBx7hs4zY7YitLNtdE+uG4st9WPUgszc0HHiNLj3H3HC0JEU8UsGy9yWoSOHiFFCqeqhlW4oCuRbC3bT8QM8uzxPpoLxZxK6xm5q4uogRuN9thKgorQQGTYeNauSrhbIVEOLpG8LAjRPFysq56U0EfJOvlNDuoqv4/L1Ylz9ajUWsIrsxPjUKmA9Yn2JCUoRera8GGpiuJsmn0AMoXhQZQWRE++MnkYlTl0T48+wia1JNz6GGywdrHK+h97IszZ0WJz3UBzvn6JJ+mYNydipHie1eXm+miveKOG2zf9b9EyTcnTOHMAPnl3wvPVk2whdY9/zwd6X5LAqCbeP6jokubC9ZUUD+lgP7Y2OxtCR5/VEIqKj9+IisZCp7IHWiq3pjZW89hVDx77BVzZDR+zTnmelkD+29qdcQZBpHRyjoSNikfUPvVdaXg9uctip4AHNx8jt1iEKSniPYa8VX/83YsfPRjqREZiGKJkYOiznoPeHbbDJrA6O1UHFjO441InRFzaVsbQftmO9Okxvk5S8IFsMjSaGTjnIqHLri8NzS+z/Plo7xhwUKGGAhnwuTZumhg7lHuZRHth6OdheDj0iZV4OwyqboaPKb12Yq5Xya7bPbYTkKvLaMM8WItXpSaQ6RAFinR/HDO0g5E1wvrCuMK+7ntCFwYkyv1Cf+yKPRdlTItHHUWb4KLf9olJsZujIt+PaG1klnFqRSS6evcq8U5FMYh69+UdV1KhHjk7p34uvf40Nk2cJBA5aJ5r8GnOobPdKUY0ytk+iq2OBJjzaVmizY0PHxXmVHVHKLUhFrxXzjSjIOzJIn5ZD3ukxMfy7qhKu78jQUSIhlOiBO3jWONSXmPPMkaEjy1DrnDR7hk6tJ15Ea6o0YO9Xp/M4BL8iOfC4oePwNLgfHnDC0PkKS/rNwmc3nyUPIIXpyLEltNhfP9DFKs5c3oB6JUde1LIBwP57ForetiYNUBL6tQmHhuR22QMy5UqQLhdHFiAlNnJJFCYrY+y1oNCVIERLOy1vEME71opuEhbBfZE+h0dR9nQefEY2YIfKUBa2umRsOtCGRuCYW1N0IRrUqwfScNzICCSsRjVER8HXifwi0fAgxhIDI4+1oUNfYGQQy6phnpEFTCKJeNBAp1tA62AwCW03he1O9EJG3BynsJ+w78wqelvKW9FsK0WpciOPo5aYQmOAyI8L87EHz9pNtLW/ZdmhO+dWiGbNMKXFH9n++uRd5RBhicqC4WBu6GxpoqcWlt9TDAXqDlsjYy8OR1p4J6uwLEeGjpz7ZKZAiLifQAclN4vFw4/FxeFaZjIZD6OhY+bJVBVJ5Xv2bolMDBbxa2Y5OjotWQw10q5/e2vY6qAyuyWTv2lgM3RCgl9OCcX4k69i8zs9BKZCYZfJpCKKQmRsyGSM5SCjyq0vDsdtNv/KRlOos20ZjdbrVlTIS0KMt6WMgls1Ispk6CiEIAayGStDRwyX0u9z5uhZBo+lhhxMeW0ZQ51lh4Upgxk5doZ9DO8tzhfWFW7qDv5NF5Eghx5pz0kl4VrOQbpGSeu+CThj6J+pk4+mT8x3pPsgnSw13lq5ePY6XEtEJ22V0yi/xOTrVNwKU0ODRcPrU3SQQrSE/UYhe/0z+xhkpCqPlHBUq7l2bV7l6AG3tlT/SQqTq9i1YgM8iYQno3pPvBM5Hl6XNmDCDGJjfVxlFLS/V9R8I+1tyB07awRH0E0E29SXGNuNA0NH3nsm5DdlCV2zQpwbOk7s4Hv/EScMHTmUTJ+kLCzGNKOHXU5oNhxGlkwsHRSGPTdUrz9T4iJuBOlpRIkhbCXVcGEso3qaaJF+NrZ2tOIxFIya6EKMYdTOwnW5xHpEEXa2WWvUsBQdo45wiCah0RKVnla+0XGXDh0mRMb/8Kau/o2yIXU5GfYNHZECmOiYjYeoVGB0J0uCesQLI0yToc2VSPsMKDLVI4t11tMRmxk6zJgSaWJfwyJdTYcC7JszFBHHaqhhPkJ4GYU21ZDzlCTChZVX8aaWSpoJxogbCNqs5rMIYTIypayVsGO3iHrDUiRU+A7dbOS7OLVVWbx52A1M0NCdCvken7+KjRo62/ztEzBw/Q/A/2fv2+NrvLL+v5/mzYjKtHUrdalrVQettrxvWqV6oWXcYlJBXIKQBkFCECHukgoJIolLEI0gJiOjjFRcqlRlKm21GJe6VqXVILRBMk76+6393J/nPCfnnFwI2Wf+mco5z7P3d6+99lprr/VdSmTVPHVt0N+fVRnKFBpuQzG/sXBeZ/Pb6kcifklhuzOkULE0seCwDTj3lJ5qV8tEpm9LZJ26Juy/24EqFadSH9ICfuvj4M0CYsXcEpkVBoujLoGjw3YvS0X9rrduHcTHGfsgiPro01dUJ1Nhaqz2Dub/cyr+1yFhsPUllU1RaxDpv202x7LSUdo3lXQs9gAQazEOdLKm/1ZvdGyn4lg7OiLjV0qDSPWGSCkmV1NyS+7oyPTjN4j1ORQbiOFEYfo0cXSIxtJqn7MblOlXR2j0t0qBq7/hZyQ3A4Q+QVp2LgVRVk+ytgkSjQySxUHOxjPpAryVs0pk2mTspGoQQ2KvZGekojvldGstyYbkAJwjYgZtfaocNDK2dsjbgrH9VuO0ErQRbw8cPnu/SsXKP96J5EQZAAAgAElEQVS23QxZOgOOFGjHLYHBnH8/qvlM8lfpwCkxj8nK9pfW6G//+m3F89FqzzCFThqaVhUma+34uhqDrdIYy1NWipEJ1hYjKCxZav1Aab5PeGDcipnoLjXPLnavKJkdhoDq/TprTOwlOTikklAV5+jItpqbaUold3Ts6W/+d2cRcMDRIYNLitrfo0ZqE6PH47X87ZgevA81PO7hu5zXEDzdV2gYmknFaHFZ1+AmHEat8NNRqqtobsHhpZOxeP81Pf2rQO+ZjGsNO1PjuNaoSo2mMjOzxKabZo3h8ilqOPQTtFmxCP2YMpCjIpaW6NafkjYPbEYGo2Y2cssbEZEV820txavc0LIpBocHot2NLVL6ksZoFZTIHBxvMxwhw6nZzRExz/oa8fqrvUcMm/vPR5F1+wV4CEX0hfj50ArMmE+9BRxt7KYZuyX/B2R8FC7gW0SF0t7LtQ052aEdiE/bRWBh34aamwPqnh0dhOk26qPMHR32UtYkLgjh24AOo4Lw4btNxVQFualjTj28Sw0nf9qWgct1pb5D1Hv4UNI8RKXfRqd5RPet64gtKrbkaw3RuXdvtK6qbRJoXvgsOG9fvoLgSX3Q/O5XWD43Dll/qIf7sU0zkXaKyBm019R2pV901pa5TVZ7LQlF2cHIrN0HwcO6oKqUP8/Wtb73csr1ZTVBJoYtk0d2C1fVAwN9nkNO+lahqaFVnw8BNirWDzuNXksWaoo11Rxlc3pp9kOxqe5+6m/zRMtu1KS1Hm58sQPbj1KDQTcyAOKpV5UuHVByUk/3wpKFWmpya0dHdA4y8ZjHQPi8mGej2S8LXIzAt90MvXUUp866N1NJHR1GE5s5zQ8ba4UiJljux2Hm6DCmYRYsuIhmPXzQrfoJ55olFisj2hoV4x7T/tCGM1dWOkp4VSnHYmcvCDo9uQGiDDe3aiDG0KND8zyzm0jxtvwImg4OR2C7G9RDKxp7Lt0j4rJwJVJfUkdHdmRvmfVyMXN0yJi22ueC3o/G6drsvKmHnG3bsJ81KTWcNfKtv7aHixbK40sHUtrYKh37pl21IwXhkgs7YdLkAaiRHY/5G1lzZ9mBkXujWNexyjq6WotBmPXR31Dnu3hMjryGlm3O4biLL+ZM6YpnKEiWEkkprGcYJT7TWcCJo3XRqPFp/CNsLjacoRofbX85Z87erxbhb+G7cLdWK7zX9QN0ea8VmlHqmthkNVVqlO1GwcV4wkSfm8wCNaOojnejwECp+bBWDeOOoMtquulhGd9ScG3CNgva0vnwKr5Wmhjrmo+brbVD62obX7Juyk1W7MtFITVdvUk7XZ8OaPt3lD74w1bMnroWR200Zr8/Z40UeDhQixj0JqHjXammmc4pNchsy9GRmgrvv4UGNpo8c0fHvuTwbziHgEOOjnDorp+E8E2nhG7uxLEhdSKvg8ORgYjYS516hfcyg2ww5sew7s7q1bPwizrvIDRWLsAXB8ki05PCNylRDfH31mw08pSMm5gxZIVOWEWbXhgUWEfrKcum4C0pKmILCoVTX9uoknWcD52AVaRBxKe5os47oYid2lFp3mbJ/QyLgqKwl9GMCC98Ai09Q0U2KeEfjJtbyrF+zBWu9+4JGLlWb43ewdMMETJySNZ/hPjtJ/GLQHJg48MYbhq9hv4hQehpZCATxj8R256ZgoTgV4U0HGGeE/biqcHzESOTF2gebdvREb9kYT1iFq/C1pPX4epeD82aP4HfTp/AhevEqid8oxqefeUl/DmXmKp++S9qvvgBAib6wMMMf7qtWz8pHJuEPkEyfC2p+HaOhoFOO29SiBrZcnmiJQbPj4GPdFVhL4fZFoRio7NgHG6/EPFjWovpSlKH5x1kmIkf49qbG7bGqJyZjMvjyMucAb9l16gOKwEDGor/ai91TVgDQ+SPja16696YHK5nbFLnK3bcXnaNyAYSBkB8lQnrGisy3hqKCauYwWU2Z0kGmJM26RT6fByDPtS8nOGXMn4qksh4Kt3HpP5FcKQnIbNZKJJCO4hrY5p6QPtlaQjCd1wS9wrbhzZk3HyM6nqWbg4mfZUMTq19HVV+Yyl+buKNRuLTc7FlQhu2sFR0PhuTl7HgjYOo6AhEjPJkrfNL5Oj8tAmjR61FThNfROpumKUxmjo6opwa97l1FL0tRi2JUIMPF9MQOGElLte38S52a+LzGd5K0TfAdAgto47RyOzvNIdhUd/AxSMYiXO76puFEgX4Z4uCECWfsfQ7j+BEou2nm82gMCQr+lSrs7QypT2T1ZE6c/YKQbbl0Uj54gKuM5YR5eOCKvXa4oPAKRiqC2yxL7AgySxglnnLBoHNMf4eRq6Kwl+fZt/X63vBxuhBpDvjNUEPG2ttb13vfD4LA+dloWrnMMSHqee5Mo3ykBU7QpGXvR4fxW/HyV9ugbVfc+bjUqUePPxnIlTpu6P/9X05a+zaS+aOzkXywj9MuaTYAMXOW1frytJgnUHJ+N1iyglK81j+24cCAQcdHWkuUsH2Y9VqoraGUN+Sn0uMMn8QT+lTqPOUXKbIfuNIxEIucqSvW/3eGkPL5fP4+ZmmKr2yQ+9gz8nB1zu+we8tOqNzCzchFS4k446h2zqN+OZVENcAjHNUR6KOt8pTdaCbrsmSK9iwvz1GvXKINcdIoSukKMXfQK/I5RjV1vrvjktSIfLzXeCurA2NNb+I/lu7Jo4/Tf2mvI7Sv7B1cr+H3Ou3QavOJoZqNWs71GNBxcOxKJb4fVddAWxJZqD7jSWfqNHdoYdFXVfba2+6wCIONtZW+4vC/Hy4uJdkfVX8HRubUQ6KQczGntaNu5BijlVKK0MOrprp2pj/VpYlR/ahg28vk6+VXEc583oW3c3A8oVJ4s0E/dS8P00xz7QUCtHkKk71RrEzRkmebOk6Z2Yof9dC+6aI9o3TEmgmS/Rvot4y1z+W/JsocHvKoMtE5rHQ5YckKl0KVk0OtxGgKW6GNs4OGtMP319CrVda6Z0czaNsybrN80qeZ7F6ybmzlw1Hfp94nOntAHm4edkrEU6MYqcogiIY5aOJta27NtNA/KaZPrR//trA1866Ft68CTylkihYPaXMZMUBCZcbJPeKxPJRzvYmcuD5NrB18JfSLVNxNpD6JEUeHLDdHHu/I99iga6pWHD4Mbz41tuUTZQjMtpepnRTFgRgDYEFAaPganAETveOFZsE80+lRcA5R+ehg0ljoJ9dj3GzdqOq3O1eig5pC8cf1PQEmuCL1BDL2L/mQQ2Iv5cjwBGooAhQHdyxrYhb9DGyi1rjg7F9cDtuBtIp2um0o1NBZ1jRhiWksy28joELpuDNmtfx+UdE2fyfpqVggKxoMyzD8bC0uJG78XzYTPhQ1u/ZFNZa4i71F7MmHirDtz5cjxLIjy5S/zjHmfsergmW52ipzCDSG3G3+2Lg+y+jQ7u/SMFmqebuG8O+ZCUOQ5LQOE6u5S7PsfFnV1QEHmFHRyqez6IUG6l56RPNe2L0lKFikzb5GtxGE8z7uWAiaw11yGneBi887ebQq1t6zcYAlnHCPxwBjkAlQMDo4EyUmkDaIX+oBMiU9xS/nN8HO9ozimTp6ktgDksAsfFgSV+FFqG8h/FQPJ+RlEzKD9H0xBHbD3z5ukSD/1DMopwHKTGv5lVvjjYvPA3HTnzzMTlXo1rO87ofjzc2sHVtBO/oFfBjKe0SW2IDw75kRFLBN8dbs77ej/Hyd1QIBB5hR0fKEX2yCyI2T0Y7Q3qGFUf/g1wOVpw5NhXUisDhj70OwQ4/iH+RI8ARqMAIMBKTzViakIrv8SK8A8ajf4dnNGlc3NEp78VjPb2O99NS0Itny2UD1X55j+NheL51TxxJPhuyNg2Mdph/GGFLou9YpDpz4NuArbLd4jKq9hl3ArHIuwGomaFIUuQ+AEmrh6K+VM9JhbD65rMsqE192uR+XlwCKx8Cj7CjIynYu9aOTuGJePhPTMcVNw+EbpiLtytAUK7w/CGkbs/EuRuOCSG/0XEMJ/4tjsDDiUAhzu9ZgdhVu3D6T2YOjjwr7uiU9/qyWwr/E39TqKnzqO/LkJiT8Ji9HWGvl/fbH7LnU5pfn1W1EJnoT4REEiFOYDoeFxpvS00cH7IplctwC8/jUOp2ZDp64NsYRGW70bFqlivc4vyIgaw5uZvY6PeKZyxSRrdUEGN9mrpleiB9SV+Vlr5cFpU/tKIi8Ag7Oipj1bmqLYka8100I1rj44cO4sCJa3isHlFlL5pkl6Gtoi4cHxdHgCPwCCLACtMzlmNh0n6Bav9PNVqgTctaxRTi38HFb44ip4DX6JSbNAisXBOw7U4TNHLPwaXLd/AnSnleRzcUvMTZiLpYKxH9/ZNo0rAQly9ch4XYs5ZIjk+5rRF/cKVAwIqyXLjFOQlP5ui4i2mSGVWJcVSud5YY9U73pZYhvSpARLtSrFLFm+Qj7egIcJPhcPn7f1O/n7sS+tXR9I12+Is9urSKt1Z8RBwBjsAjjcAdXMo6gGPXLCWapbvAKMkP8xKBZ+9HRKf72ZoU7KdzpEYrLwzs2wZ2uhjYe+Ij/Pc8nNjyMbacuIGq9Tqin++7MHZDeIQnz6dWngiw3nLesSjwDsHwN91whIhB1t7+AGtW+oC1ZDpLqW1jU6/A7dlX8BJlt+Uc/w65dYdhUZy3pmlteQ6QP7siIvDoOzoVEXU+Jo4AR4AjwBHgCHAEOAIcAacQYP391iyIxc7TeXSNTU14F2v7M7KehEuxJvM4cqs0QEfPcfjQRr8hp17Kv/xQI8AdnYd6+fjgOQIcAY4AR4AjwBHgCHAEOAIcATMEuKPD5YIjwBHgCHAEOAIcAY4AR4AjwBF45BDgjs4jt6R8QhwBjgBHgCPAEeAIcAQ4AhwBjgB3dLgMcAQ4AhwBjgBHgCPAEeAIcAQ4Ao8cAtzReeSWlE+II8AR4AhwBDgCHAGOAEeAI8AR4I4OlwGOAEeAI8AR4AhwBDgCHAGOAEfgkUOAOzqP3JLyCXEEOAIcAY4AR4AjwBHgCHAEOALc0eEyUMER+ApLfBbii8LqeH/eavi1VId7cUMgNjeMxdQ3K/gU+PA4AhwBjgBHgCPAEeAIcATuOwLc0bnvkPMXOocAdULuORP7C56GZ2wKRiuOTh62jB2Jn/zSENzWuSc+Ot+2IP+H/Uj5x0FQw3bq2N4PQ/q1QvVHZ4IP5UwKz+9B0hZxTVCjGbr29EYH3hq+VGv56GJaiPN7krDlYA5EcemKnt4dwMWlVOLCf8wR4AhwBBQEuKPDhaGCI2DBwTmemHOwANXajER0RD80dcnH0ZQpmJVeD5PTwvD6/1TwKZTL8KgD9NIQhO+4hHua51frPBtpYa+jUkJSLjg781ALTiV+iODUn/DYnx8H7vyOwiL2+2poH7IOC7pyF9QZNMXvPsKYWk4h8cNgpP70GERxKYQoLu0Rsm4BuLg4Ly38FxwBjgBHwIgAd3S4TFR8BPIOYv7o+dh/TTADxI9LLXQOi0dYx8ppPN75Vwj6pTdA6MwR+L+Grsg9tAIz5u/ApT88EPrpXLxd8Vf1kRuh5cv58F5VFSFR4+BRm1xNSy52ho9EzJHbgFtHhKeHoyP3QJ1a90cXUwu+nO+NVVVDEDXOA6K47ET4yBiI4hKO9PCOPGDhlLTwL3MEOAIcAWsEuKPDpeLhQMCSjx/+nYF9B88BzTri7W7/h+fcK7PVaIHF8j/4Hw0EeVvGot/qe/DdsBI+dR6OZX2URnkoaigOd1iDSdorxrMrMTggDb+gLrwSkuHf/FGacfnP5dHF9BCihh5GhzWTdDfSZ1cORkDaL0BdLyQk+4OLS/nLGH8DR4Aj8GgjwB2dR3t9+ewqEQKWnZPRbX19xKSOR+tKNO+KPdVMTOsShSPc0SnDZXqEMc2chi5RR7ijU4bSwh/FEeAIVG4EnHN0KBUjK2UxVm39HjlFbnD/03+R//sfqNLwRfQdNRE+HrVNr9oLfz6EzUvXYOv3l3FHLihwrY7mnQYjJKgnFV5akJu1Bguit+F4HvuCC6rU84D/zFD0NK3K/ByRXrHIpm+2C0yzz7qVl42V4RFIP/Ub5UCLzx49bzq6NzTeCBjHQS9wfRwNX+yLURN9xHQU0w/97thWrIlPw4GzeVLNhPieIZPHo18rk/QqwvKzRZOweH+OlMfviuqteyN42gjb7yk8j+0xUUg+cBYCTMLwGuLFvqMw0UdMf7D5od/uSVqFjTu/x2V1EfB4w/+F33QRZ8vlnZg3PR5ZOVKuuEsV1GzyBoZMm0RYwbBG9O7qzdHJdxom0R/NXm3JzcKaBUuw/eR1kzlaP48eqJEJqkFZOQeLtp/EdaHQwZ5MOLKRWeHvCsQm7sbJ69Ic2XNrNkG7tk/ix8NabKT5DQ5BUM+mqEKPz8teiTkLZRmlEVWpiRd6TsC0EcVgT+t8bOsaxKcdwFl50QjXeh5DMHl8P5iJBmOTm/TPn4Fn+mBR7CA01k2N5rA9BlHJhue17YJnf/kMhf3WYWF3B9P5ymlfZE57H8uu2NpjjqyTo995GNbTllFOOuOzRZi0eD9ymHy7PIGWnqGY49+OyCSMekjUDZPD/dGOLe3lTQiYeB6DN1rXpxWeWI+ps1MlPcpktB48/GciVJJhPbKSLKV8gQvCfnDF439+DIUFLqhXjM5z7h3lMc/iHB1b++MDwsxah7MblHF7a6H35HD4C+CafwrPb0fEvER8dfmOqN+FPeyPmaHs/GLvjMDslVniWgp/roe2HwSIehmXsXPeTKz8Sj7/itH1Nh0dCy7vXIQFH8trpdH/3QdilO+71gQGFzcgcNI/8TOeQZ9FsRikVySObjLD95hspmBxwt9x1HBO+IQE2TivS/gqm+MvxIn1UzE79bh0Dto/G+7b+tFUndsfxj2ormuLt9/HiIF90abYg72E2PKfcQQqEQKOOzpyncStBuhBTsMYcmp+J6U8LDoHXWeMhMvGpfi+UwzivOtr4CPlvDUUExJPwr1FF7zzbjPUwA2c27MXu0+JBr5LfS/M6ncJy/9VB/1H9EL76nk48sk6rMs4hd+KbBXxygcdqMh3NxX5FrdiZ5HoOw4Zrp3QuzfFuY+nY+veH3HbquCTil5X+mFC2q+o1eo9dGVjvXEOezJ34cRVOtrIEPEYtwIzuxudOfOicHVE1dDCNxJLfVpqnAGWn+2FmUfqo4ffCPRqBRxZH42kQ1dxz7URvKNXEI2y3nWwnErB+KlJuPAnci56/BWta9zFlex92PuV6PS41OqMsPgwmJWsiL9NxqUnW6LLO++iWQ3gxrk92Lv7lGRk1YfXuNdweHkmXDv1Ru/WtEr098xdJ8CmTouEbp71cCDjFt5i423vhnP/XIc16UdxrcgF9b2WINFfOz/KNz+ViA+DU3HpHh3qzdvghacLce6I9LxqHggYUoSPE39Ey9698Ub9uyQTmdh1guYvvK4bPOsdwLYf28I3eCjedMvBri0J2MzwKXFtTh4yZ/ghOus3kAeKll3ewbsERNHZf2HVpxdQVFREhp47WnpPwcTX87Hr4yRs+1ocT7UWvpj61xOIXM7G2x/9urZH/btnlTH9YQt7ciSWhoRjxyUtXYBGVqu1gG/kUvgY1tpm+opcvEzPY05Wk1bP42k34NbFr3FKMDqcKXovr31xB7tCvbAomwklydWSRPgb5lc2+vVhWU9zozyP6c6oo3Bv1R7NquTg+HcXSd/RXvJegqlViTI95Rba9u+PdlXPYdfmDJz6jZQl7ZvQDVR/5S7qqrCfhmD93LdJaqXPlRT4j0jGb+0HYuyA91A9ZzMSEthvgSc8gpE4t6uGkS8f+2YNRfTZNujXvx2qntuFzaRzi5r5IvKj1/DDR2GI+7oavIy6yKl3UHCgPOYJG46OZn8IQZM2L+j3B+lWr6g4+LdiYQvxc2rFIEz4x9Vi905e5gz4RWfhNwp31Gv5Khor6yWeX+NeO4zlma7oRLqsddUryM7MRNZFFlRjvAJe6JSzDYf+/B4CAvqjWcERfLJuHTJY0M1s/5s6OvLZdAVFrnXQwTcYI7q/iIa08Pm5Z/BZ3AKsPNYE4xLn6gkMyjxtMg8H54/G/IO/o07bnujxRn1UZWfk3t2K/rE+60qx222M/0qKP0Yk/4b2A8diwHvVkbM5AQnMXgCd0cGJmGtgcbiv6+fM/iB5TRk/FUln/os6HXwRPPQttGhYG+5FN3E15zyOZG7B5m3fw+29OYgazwIg/MMR4AiUBAEHHR1mFI1F6pXaRPG7jih+mREu0v5e9ErC6qHk3FgOYo7PAbybSlFGaSTskPNb6YIRK2aiuyEqYTm1En4T0nCFnQZPdkHE5slop603EA7II7hNxpL38iT46ZKVHXd08j8JRr99byBlSV9JUaiHhpuGoYoVvXrN+QFdF6/EaM1BSPEZih4FI2zDGdwmQ9IjdAPmvq2YFhCUbtJ5siRaoltAAPq3qUkTuoMrn69HdNIh0VGg33WenYYwOXf/KhkkQw+g0xqqpVD8Qs1hZszPthDWXvNwoVsU4vxbCbcLyqfwBOL9JyKdAVmjG6JSgtFW6yPlEVZ+61Bt7DJMecvgpJGiXek3AWnCIrjhtWlpmPOW+nRL7nZMG74M3xawt9XVrL34dnUNDbhYjiLaJwQZhW0QELsQfeWbs7ydmDwkRnye28sI+nghtJcPolFEa84ebjUXDT4mvy1e+OXf/oLqnadg2ZS3xNsvhk3gNjwfGo3+VbchNHg1jt12QVPfNVhJRS65O8MxMkYaj6nRTtFN6TsFZPAsSfSHatNfQYr/CIii0U0wckTRuILPZadWEI3OmG1gjjN3dMiwnzYMUUf+i0Y9whExRr5FEo2PJSddUHT1qrBfHHEuyndfUJRyy3SErD2K3xoOQtLqodCGP0qiqPS/eZjW08QoZ7rSczEKAlUmtjxKOxwS8y0KXFzojrElhicvQj9ZZxZmY+GQUOy+QduiRwxSx1PARthjEXCZkQr2n+zz5fyeWIhQPesek/FhlDp3242CQpsoKCTpruNLMXCRG8I1Mpu3dQIGJJxAba8EJPvXFOXtcjddrYhT7yinecLU0XF0fzSFr0Hv5mbFIXQOEXm4mBBG5G3FhAEJOFW3G+bFBIs3aoLui8ewwHSqvWKq0ROx60Zr9r5GV9GfXVoFYJNy/rAfyGMlTWf8rZmjc2U9RvpuwEUTHSyNBqfihyHkp8HYRFE/5XQqY0eHnXUjtz6NsVbnuaoHb5P0tgrYhCV9y8AsNx0/szsWAqGa81RQ5dLZ4UaMdZuIsU4G4T6vnzP7Q9TzuaaBQkXf0fl+6Fg9dCjmtrH0+pQ/gSPwaCPgkKPDjCKv2GNw1TLB5NMB4JmAPwVlUKoMsxrp4PXagtZppGSEk4AUkvd6NF6mNeb1YB6N9kII3RLQCYzdVtcy+XTQDiDDrsCEgcZxR2ffjD443O2f5GRo3i0cwHNwEGRkbmeOWT4+CR6EL961lfYj3cDsp4NJa5hKz/myptHIlY4fDYsOGqsGXz4ZFF7Z3bGD5qy7t5EdhBtu6BiejnCJoun4Um9Mzx9vmzZY40AohpAwBIbhIOxst872wUMOXs+Z+1EAOiB2S2ungUoxuk3/bsHRaB9aQ7LAtPNj8hJ/A54m0Xx2EMzcT56OabHtFawf6YsNF2kApjJxFisHB4DV6urnaWeT5n+CYEp1PP9KCNYR5uIRnIetE/zwba/1iuNqOTgHnnMOoqC+N1Yn+VHKGJMLL8QeI0fQyvlkaZxxWJ/5LS79ytJZZAdJNOnFZ32Jmia3XYwyV+tENR4kBQukaZg5OoIjPvMgntI9T4rsn+6FJQt74foycS1cmvpizUqfYp2Lct0X0jzEIEAhvFZToKJxGSrSh2o9TRydfTPQfUd7bInupRqlOI6l3kHYoXVmNJDJOrjITdZZAJOTqbcnIk1oJMX072JUi7QmPJAdmCLNHj0VPxgfN2eOlkYDSTr9hCz/goGdhsazt0v607l3oFzmyUCxxtSp/dEmEGk67NlxJe6vNqGfkj5QgWe6N+izZiZ0z1cpkEE6nQIZprpKPmMEVcccRwOtQD7NYQA5oJQm2IbSr6N7SZa5iaMj64NimdiEPbEPb6QtQV/ZyC9LR4c9v9+/8OpqW+c56SJytgLTSTm7tEFgWjTkKZV455uN/2g0vBZXQ6QVUQPT5wOQcKKIjiJVn97f9XNmf1yk4PFIpF5X93OJceI/5AhwBIpFwAFHJ58UiCcpEDe6lZAPPNGI3jdjECKOUfqVT2fgwGYceGqMkkrBjHnfs4OweXI7mxSZikFnatTS4UNKvwdF+ItcjJS5jjo6zDBejtoJGuUvOQDinCQmpLrktI24DL/iiriVqJoLnWs7BANBHF8uBiStBrvUMvuITFin6U90MyUZfGzey2snkPOh3gzJv5Wdvyfp9kY0YMhh7LMFL6yjORQTJLuyfiSxbV2kmxKN4mQ3R+OuIbC4eSmHibmjQ56SWBxrwxGi0w0+FNn8FRQpFdi+RHlZV8OcHtUeq1DmtC7k3NowHuiflXkqzoj9Hc5k0XMVELBJgyGb90duiNTeNshzIUdhAzkKjLjMdLyUkhYdFIFzLweQ3HRGky/DRTmt0UMiArAQbD0QlTugmNsM1vC0H0TRkB0rcS5m7xQcxO/f0t/YsTmE3cZE+RZPNlTtFr6X775QVkQy9goC7aWX2l9D7TcervW0Nspt7X9R9p9EtyiTJrhsL5MBd167D1mQYlUdxApOOb3H6zj6pdGNrhFORS5aISCd6UILdk72Q85ogwN6MRG+I1NxRXHqTyHeJxD7XpV1kTPvEOXYTM+Vbp5sctaYOrc/ZF2lBUoMsuxpp3VKmOEagpM99YEI+VfF6yo1KGPq6FCwQ+4P5uIRik9l78rK0ZHPX9BNSbrpmSGOhzleQ3HKW+OolaGjc5WCFuOuBr7A1HUAACAASURBVCCFziSbpaAa564p3UCxW3H5w2pkYqJS8MUFsV5TqG/s4o/gMW/BqlRW/pHZ+Akfr+P9pLNRL+iCXqAbSQIK6XSD5i44//dz/ZzZH7J81EXPqASMbuvOqcSdOwb4tzkCDiPggKMjb0jVUFefTikqh1KxPTOHbl36wfddsWibRax3Tu6PU/3moc76MCSzfGQq3mzabRYiNbmm9hwdOiltULPacHSkYv3N2bmUcMY+f6AgvwAu7o9Tma3+c+/OLSJGoCLGP7tT0lYB8imy5v649K0nmqPLwFGa+bDfShGYK2qEThj/N+8rRrEp6oqB4kg9EbmPsrKWnT8WwUpqgNmdvsXsxGyhHse1TgeMjTCQKSgOh0pjKzibF3tjqstmzMo4TweMC6VReVKahlTUzAZcWkdHMTpkR1iUl3MD5Js+PSqldXTsOl4miyC886SndPhJZgEd3OGYox7GlsvYOjkQCcegS0+0Hi+7JRuBPW+sUIv+LZSS141S8hRnVsTgm/f1h71xaMx4GCSGhHW3adbvFJ/3xRtaI4wZSl5Ib7tBjQYLxo4YZX5ZuWmlx9/nfaHOUzTSsrvbcHQKf8Y3X3yNHGoJX/0vXdDBwXbwD9d6mjs6a5skW9UW7pvxPiKyatugoZafo5EVtndnAzPt0hCLBl/GLVk3MHlaiybJ+htcJbCkcfQFYx5mN+5GaTa+Q3R0ymeeRkxLuT+kqbAg0+JqkZrbF/ae9WgQm0Lp2taKpXSOjo0gipWjozpM9upR2Xj2d9bstTJzdNg+9sXF3lPhsnkWMs5TPaCOPEPGhp373UAZmLpbLiWtjBH7tGiL2oWncUJ2eKxSfjU4Ozt+dlaGZOCW4qg/gPWzaXpZ7w/htold4dr4uD7+NJ5/2694Z9BhU49/kSNQeREopaPDfJp85F6/Dden6uAppbyDKefFOPfM77hd3xdj+tfDueVzEZeVh7rey5EkFdw47ugYI3Amjg6lfS0dMhU7ct3QZuQChHZvgdruF00PdLbc8iHFDo9RP/piFv0vieXXkPF1KC4UczOo84VmrNrfyBE6YfyXBpuk3WkFSh6r8UbMXOgU41d2dOjg89ljgevlKugeMhytb3yCuOU7cIal3WlrO/K2YGy/1Titieaz8S059wyu366PEWN6ocbxtYham4W8RprUpnJydC4NNjduH5ijY1gn1QgTGfwOC44vUPPN6Yid+qbCYGc1Xua4jrlKudXayLkY+U7/VWtIBsAWBsrKy0aN4cbSlqOjfx7LVaebPnZLpbkYlOVaiSI/gH2hk36j8SX/UagdWYKzz7RBvTsnqJj5DzTwWUbpHPY7h5jtuwq1ntpbVZPbh4uJvoio+pEu4s1gEff+JXK09elTAmTybcuTVIcnyx6Tn3+0Kj7QIvxYrKfcX1Cco2Oe+iPI02VHeroY38GGXF7zNHd0SrQ/dHb1YMzGTIOjk4xGNvof3W9H56VRGxDSybaxcnzVh0h+JkY8x9jHWUfB5qPZeb6EzvPrdJ6PwJheNXB8bRTW0nneSKhnVNMZshdSIG13vuroyGmmzQZhfvRQyOWv2uaoNtOQnR2/nIatc3Tu8/rZxNB6fxDNKbHxTUd8lsy8av5j6xqvymuw8plzBEqCgAOOjnx1bp1SIbKZfA0L3Zig4P/hxXEy44kYhdrxnDZ9ScpBv6PPMReao9lLXVNSguQpmjg6lA/+fkQWil4OQsbC7tI1sHnkUrxxYpGnp6nAPgVdPx+MVQ1ZfY58KS9FXwq1+bNqCoF8LS8YJt/11rzPZAmUaL+cNkK3Nmf247R7Z7xaz/r7VqlrgjGcSwaQmh4n5+s30qYHKIeC+h7BINzxnK4juxhFuqOmIZbW0bF6r5i29Y9W660MOfHsLb4hnr3UNcUR1ESd7Qm+8Jsj7+ludFTDuBA3r95E4fVjSIqOxh7GaKaJMlqNl63H/s4G59YYrRNvVr7rbX6rJY9X6HvDwp+GuVhjJD7vxN+0ziPbA/vR2VBXJeOnpLk8gH2hrgfbMwHIHWusG2Ey4kW3YnJNnJTf/0lth3L7K/x6KqkzDAmTGh0iAvBe+hSijSQN0l66SSQp23VFhepNLyNQEf8mpj4tdZ8rpfHk4Ov9+Xi+cwtN3Y+0Elapa9Z6UYm6G8gx9I6OM++gd5fLPM0wLcX+0CgPpnu3tE7T3LQxnIJwLUCbsq3+oLSOjlyvqK4pExdjHx1NXeJzr6Nl7eK1Xa1OoxH4jpQy5qyjUKyjY/88F1ZGSj1WUq/ZfKLv6NOGpfcoaci2mqOajT/na+zPfx6dW1infVunrt3v9XNyfygHgRgs/qPKU6ijRIvpXPp6DSaEpRNhk1mqpb1Tj/+dI8ARkBFwwNFR6yJ0kRcLHeA9opA7QMpfZgXxH36LPgLrmnjwfPqKvghTVIJqalXxNzoyGcE9iQVLWwRj4uhIB4Tu0ABTdDNRFGZMPZANU2L+yliIrpmTMfTicKRo8hPEsWoVjElEhtXtfHgJQ9LDIfEGWEmWXOB+T1MAy+YdVjBFZE/SfpQcZ7UOiBX0vh9RhGCtQSsfABoH0SzthEVUR37+mr7DtoSTEvEvpaMjX7+7aOYnzPnjRlhhwrZVOkdHJivQF/7b3c4spWHGXQQLxBPiR0zr89XneisGoXr7ZuroJDfSYyr/TnMzww7xDy8NQXp4Rxu51yrRgSNkBGwcauG5bOz9A62EuigZAdko0gQlHsS+UBaE9tngf8EjWcVd/JNJAEKQw9142aw+xbjAFXI95ZqLe/richsMYVsnDENWVyP5iXSrcu4VPXOUgBeRcORqGMMEGttP8cpy2Ykknfj+p/AwKQK3Nij1+Fsub8XkwAQcK7Bm7NM7Os68gy0am09Zz1OWfX0T1hLvD0W2mFM+EXdDtftJPPts7eNSOTqKrjcwcpYidc1KD5aZoyOmbX/+WvHnubivGVmMJnuBzceoL+WB2rjRVuZho0bn/U89rMgkaKUUIhttTdT9XT9n94e9k0vOFOCOjj2k+N85AsUh4JCjIzCoebHUB81BKxl3VN0qFkhaiALVZxvapVKfB3ojM4AnXfDW0GrKikhflG/rRkdkwSE2MNMcXhNHR7621jALEVuA4Iyd6xqlK6JUni0b58aifTaX/kTnekt0hNhFj+Kw6KhCGRubN9Y3Xqa7vlcAl+mbf6mrp8hmY424hQAdvTLRWC+jPj7b6YZLG1UVrv5T0CAyBcESb7TCgqdEd2WjmR0wGtpNFlGddAHemiJ82TFRikVL4+hI1J0nWG2KjgKcUSuPoRsNaxa70jg6MgXvveLyuk2lnd0mhuLWWJXJDgzXQV/g3XUaimsl/U91FExT1wb9Hc8qOKtsQzpWJDusgxYy1n0on/yGo/TSDOthx/G3NNmpFo2KfS+rsi3L9W3tDegD2RfSIpBs+a5tgkQju6BQ7zYfrvPVW0pL9kL0D/0Ob9uoh9AvawVcT4ku/5e63lhO5ABqAp7JjY7gA9C/M9r3CfEI0za/OkuEAGNTcVNhCJSpim/ilRCJjlqilM+kG/M0ut0R76Gl4NJLsVhHARv5blqliNcGB1RH522Nk9NtXgyCDTS2ekfHmXdIK1bm8zR3dFDS/SELFjsr/C5geJK/Zu3oj8LZl4DqkXJbBVUSS+7oqDqjGgWrVCZIenaFdHTMznOZJVBjhLPzJmgHbmlZH1lQYh4w3YQkwy6xjJmjI9S8foqXlDYXbD2IxXL7NAxfxujZDfTh93X9nNsfX6WuxB9v224QLt+yFjjAosnNXI4AR8A2Ao45OkyVSA0gf6raFqOWRFBvlAKh4dzCo89jTMwgYO0CbGswHSvkxpGCEbwKV9uPwYzh9aWc3msaZipNGpMhdU1ujnmOIuTBxiZowlzMyAjkXj9EYuUZieVD6uC7VaGI+uU5/OXMERQMXIDw7s/i9+9SEElR4zO66CVjkBuK1fClsdbAwUXEMnSGOgLICkamfb5j3fuFgMHKDxfh9odReiNBU9zeXjZQlHUQe6wkX2uIzlZN5oxNH+Xmok0xODwQ7W5sQXT0HmrEqVJQywqRpQDqDk2KcgnvKeyESZMHoEZ2POZvpN4mRY3VVLgSOzpyTj/rz6H2A1GmKBg4G1ErVG88ldjRkfuBsML9dVRE7WSbhny6GRu0zA2Tlbom0YAMzqyNPsHD0KXqcayNWousa0WUuqYaq2ZkBALb4JGq8Bjog+dypAa0Jv2eWJ+hDxfdxodRav8N4ViWmr/qZVDdpLYwOks3dOE3xmIdMRmycjiRNvgManXoj/5Nz2PzZta3ydjH4gHtCyHYMZCK0VdpyBLUOTLq6XFfvoLgSX3Q/O5XWD43Dll/UDppcQyBGj1WodZTdhZMZdOGoyM4OwcRGbgIx5v7YMoYtQO6mBJM1INt+qJ3tQPYnFWEDlNYH6zqKPghAx+Fx+HYM6MQu7CvjrFKdHQPwf1VavpLzRzvapr+atMxxcj7Kjwxpj72sv4xf9SHp1X/MBFsY42O4+/QLFYZz9O8jw7NqkT7QxwnCx6NujAcG4237MJ+pZ5vYafRa4mmJ5iMjU2GSNusa3L/sV8oZUvfe0t4qMhyqaRzOU5GYHXM27jRObZpJtJOAbo0N3tWktQIs7DTJEweUAPZ8fOx8SiRDMmBRU1QT9/HS0wfOzfgY5W8RVCCUq+1G8X03TEdv3QeHnLHq1bNpm01r75/6+fM/vhq0d8Qvuuu2KD8gy54r1UzSl0Dbl44gczUBKTupybCbkTVHU9U3SZp7vaWjP+dI8AREBFw2NERdFNuFlIWJ+DvR3PhUq8F2j5xDUeom/0f1Gm+7eDJmO2tb2aZl70UIeF0kEqN4V2oqebg+TFKJ3jz1LXPMav7PByy0UzeuHA6JhrhQI3AXrFLJ1yeEB2ltykKFBSWLHYXZx/qLv1OKHUf10ZStV21hd9KDt0zZCh+GIzUn5623YiR6IaXhizEhb8uxhLPhsIrhNuH5TnoYHyPPAGKyq6fFI5NjJFO+jeGj2foHPgbm4Mxpyl0Alaxg0WcAOq8E0pF8x3xZymS/GsDb0Sv8NM0rZMeKowtHDvURUDLwfMR4yNFfUvk6NzBoUhfzN3vgo5hhoi0ZoEE53hSJpqFJiG0A9Vx0adEjs6dH5AYRL0vrrXHOJPms45tZsmxOdweC+PHoLUwnDxkLw1B+I5L1AdHFo13EBo7FbJomI6XdbQOktgEbcmTAj/tgYUX8NfFSyCIxtVUjBmaiDPyohc3eKvcddZo0A8ba4UiJph1yjaOvxpaDJqP6KGGprIPYl8IDYQ/w1spttI6qdFpZCAi9l4VsDfqBvtrWkHWk9Zg5+QhWJ7TQSc36viLcXSELxFz5fYYog0/jJz/uqLms63QEJdx9MxlgRyDfVxqtcT/PWvB2VOXkFelEToNDkFQT5nhUosURbY/W4SgqL1So2JJV3QYi4jp3TVOkWo828eZvqGTQ0ffYXxyWc7TFqYl3B9C2tMsYFYxbQKY87nsGjHiJWCAqOKVehR7Pb909NI39mLGyEh8Xd0LUXH+SnG+glYxjo5Da2X6JTVdXDtuc9pr22+xfZ7/LjaX/cYFHsFyna76HMGxm3QKfT6OQZ8a9O90Jq2cPk8IJjr20Y+fDBF8tigIUZLuEJ5BZ3qHsRGY3r2haaqwEDy4H+vHbpcc2oNs0BbkU+BiebRKu63gQSy19dp+gMApQ5UmtY5hxb/FEeAIGBFwytFRfiwxrf3B/uGxaqhZuxgOeOW7j6Fazdpwt0nCX1aLQ8ojl9hh/jC+Tyo6R3HjkL9TBU9RaEUmkbPkHsPJghfQxibhP9NZ+cgvcoe7wjxXiPx8oqy2M2FLfi6xojEk9e80Q6Pw5lXcJN7sx6rVJEY5GchC/PzNGVhebGO7HwFTqAIm9BYdO15pMHd0fvkocndXsCzxGwtv4iae0jD7leRJhEN+Ea2JskjCQ5Q1sCfLulfakjPrcVnyywgD4dF5OE/00U2bqlda8vj1cmEcx/3aFxZc3jkPocvZ7RLZH9Vbo/fkcGvnXRqeOHZX3X5zfGUryHoW0t53ob1fSt2m6gJBsQr60jVf3PPCR1esXBxKsh4z6grHkbX/zZK/o+zmaTZK5/ZHXvZKhEekC0EwFwrYeYyeZ9NYLqR97EK6rJTLTPrmJgrcniqhvLDgxlQsOPwYXnzrbbSrmoODBw/gu8vE6aN1MlggLTgCp3vHErmCk9ffxS2+cp4bzsj8H/D9pVp4pZX5uwoLC1Glil7v2pcxO9+gM+GqsDkcsy3u7/o5uz/U7zs6n1Ljxx/AEagkCJTM0akk4PBpcgQ4As4hIKRuLLyOgQum4M2a1/H5R9Ow+j9NHWJTc+5N/NscgVIiwNKxRu7G82Ez4UNFVWdTZlNbgbvEhJgKkwy2Ur6sLH5OaVuR3oi73RcD338ZHdr9RQr8sJssdqNi2GcsPWxIEhrHFd9suixGxp/BEeAIcAQqKgLc0amoK8PHxRF4CBH4cn4f7GjPKHqluLeRtOQhnBMf8qOJAKMpn5QfoumbI7Jxfvk61WgGt614k5aK/ZUWk66N4B29An4taa9JzTIbyORA0uhZwX/wzfHWDJ8Vb3Z8RBwBjgBHoFwQ4I5OucDKH8oRqJwIsP44x/ulEUOgPH+xnuIyMVcl+9tvBlo5UeOzfhAIsPq75bUTRNZQ4SPVLjUMsdME+kGMVmzAOuNOIBZ5NwCuSwQe7gOQxGj8pVpLKiLS7zOHm8o+mDnxt3IEOAIcgfJGgDs65Y0wfz5HoBIhwKLk/if+prD/iZTgJ+Ex27zpYiWChk+1oiFAaZZ9VtVCZKK/QOJiORWPYYHpeFzbiLkCjVltciwNSrjF+RED0yk1zY362HWLwRXPWF0/OKEpcaaHrllyBZoSHwpHgCPAESh3BLijU+4Q8xdwBCoRAhLN7LY7TdDIPQeXLt/Bn6xozysRHnyqFRgBsbYl+vsn0aRhIS5fuA6LGeVzBZmBFQW2cItzEp7M0XGXmmBX9VKbGQt7MRin+1JLgl7yrVUFmQwfBkeAI8ARuE8IcEfnPgHNX8MRqDQIEB36Z2tSsD/nLmq08sLAvm1Qu7RUVZUGPD7R+4tAHk5s+RhbTtxA1Xod0c/3XTQtY3KwMpuP0IQ4FgXeIRj+phuOENHH2tsfYM1KH2rZLPYRGpt6BW7PvoKXKLst5/h3yK07DIvivPVNUMtsQPxBHAGOAEeg4iPAHZ2Kv0Z8hBwBjgBHgCPAERB62a1ZEIudp/OovxE1gl6s9vwS+oKtX4o1mceRW6UBOnqOw4em/ZY4kBwBjgBHoPIgwB2dyrPWfKYcAY4AR4AjwBHgCHAEOAIcgUqDAHd0Ks1S84lyBDgCHAGOAEeAI8AR4AhwBCoPAtzRqTxrzWfKEeAIcAQ4AhwBjgBHgCPAEag0CHBHp9IsNZ8oR4AjwBHgCHAEOAIcAY4AR6DyIMAdncqz1nymHAGOAEeAI8AR4AhwBDgCHIFKgwB3dCrNUvOJcgQ4AhwBjgBHgCPAEeAIcAQqDwLc0ak8a81nyhHgCHAEOAIcAY4AR4AjwBGoNAhwR6fSLDWfKEeAI8AR4AhwBDgCHAGOAEeg8iDAHZ3Ks9Z8phwBjoAdBL5a4oOFXxSi+vvzsNqvpfrtixsQuLkhYqe+yTHkCHAEOAIcAY5AGSJwERsCJ+GfPwPtAtOgPWYs++YhKGcQYgc1LsP3Va5HcUcHhTi/JwlbDubgLq19jWZd0dO7A5pWKQ9BuJ/vKo/x82dyBB5tBL6c3xMz9xfgac9YpIxWHZ28LWMx8ic/pAW3fbQB4LPjCHAEyh8BSy6Obd2ItBM36F1VUa/9X9H3/Tao/T/l/2r+hjJAoMzX7yISfUci9QrQPmQ3FnSVx2jBwTme2N4uHQu7c+Eo6cpVbkfHcgqJHwYj9afH8OfHgTu/F6KIIVmtPULWLUDX6iWF1eR39/NdZThs/iiOQGVCwHJwDjznHERBtTYYGR2Bfk1dkH80BVNmpaPe5DSEvc4Pm8okD3yuHIEyRyAvEzP8opF1twqedL2HW3fuCa9wqe+FJYn+aMlVTJlDXqYPLKf1O7tyMALSfiE56IZZUePgUbsIP2+fjYC4AgxPi0Yv9zKdRaV6WCV2dCz4cr43VlUNQdQ4DyGSYsndifCRMThyG3DrGI708I4oG51zP99VqeSXT5YjUMYI5OHg/NGYv/+aGPQQTRDU6hyG+LCOKMvYRxkPnD+OI8ARqPAIXEGK/zh8/U4UIvo1BUscKTwRD/+J6bhCCqfxoCSsHlq/ws+i8g6wHNePguEp46ci6QwZoMqnGtoExiO6V73KC3kZzLwSOzqHEDX0MDqsmQRtkFb2qlHXCwnJ/mheBiAD9/NdZTJg/hCOQCVGwIL8H/6NjH0HcQ7N0PHtbvi/59zLKOhRiWHlU+cIVHYEftqECYsfQ0iMN1R3xoLMaT0QdYQ8nfYh2K3mLVV2tCre/Mt9/Qrx8zdfYPfBA8ir3gkdu7yBV54plzqKiodtOY6oEjs6NlDNnIYuUUdQto5OBXhXOQoRfzRHgCPAEeAIcAQ4AiVDQAmwckenZAA+4F/x9XvAC2Dn9c45OoXnsWdFLBJ3n8T1Qimxw6UKajZph7ZP/ojD31+GlG5Kr3VF9eadMDgkCD2Fyv48ZK+cg4XbjiNPSEl1QZWaL6DnhGkY4VG7mGipBbnHtmJN/FZ8ceE61NfWxAs9J2DaCJZ2Znw2vf3xhnix72hMGdoO1Wnc2yNmY2VWjvh7GnO9th8gcMpQtDPmothydKj47LNFk7B4v/gMlydawjN0DvzZA+hvWWsWIFqem2t1tO49GeH+9G563eVNAZh4fjA2hr2un6dTThWbYzgi0k/hN/b+KvXgMXoepndvaIWdJTcLaxZEY9vxPIjZv654vOGL6DtqInyMWJ9dicHj9qKWZrxmMiM+cwm2n5TXgNa3dW8ETxtBuaRAbtYaLIjehuPi4tIrq6N5p8EICepJxA7i+izaLssNrX09D/jPDJVkw+yNRNywPQZRyQdwVnnm42j4Yl+MmuhD77SVVCjKS1xMCr66fEeaP3tfW/Ts8SrwdQZ2auXUlT2zOwaO8sW7NhgoCk+sx9TZqcrcBOz9ZyK0p5h6YP2hMWSlYHHC33E0R6r7EvbJG/BR9oOjiqGc1t3R1zOyju0RmJf4FS7LueSa+bsYZU1Yd19Mm9QdDU2WiMlRyuJV2CqtgUuVP6PKH3dQ9EQTvOETgiADppnT3seyKx4YPW86ups90NY88rKxMjwC6ad+oxQ0Ud7Mn8HWyii7jsiZfQALz29HxLxEVQ6Z3vHwx8xQ2hMuBp0hjdF6T9zBZzMHYf2T0xATLOoT3ceglwS9q+xLG3uEsFkaEo5droOxMmEAGkoP/DzSC7HZwDN9FikMP3eyIjA86g6GrJiJ7iZ7zvm9YbKvJX0cUOy+pkEKBcBrEL/1C1y4Lu0r4znC1n3OQmvdN3oKhpKuFtZk9kpkSfuS7eW2HwSK54T9JXXgGxZc3joDExOzxXOOnQXeMxE5tJUNXVH69RT3VAL+flQ634TXNkenwdb7Sfe2zyPhxRYc7RCYNhVmfILO7lfh+SWRSUHPlETf33+5sOR+hrhpy5FxkekW2m/t/LB4bl888/NOzAtdjkNX2cK74ImWngid429tY5hIkW1D2Vr/CrbTn+uRjTEKE33EtHvdhzFETvonftasa4n1qAMSr/vKg7AR2TuTViF5+1HkyAYi23fvBSB4zFum55Cs64jiDGlGJk1mz6UsRsLf9c9T7RlrUIpzdCy5x7A1LgYpX6n2saB3evbAq/gaGTu/V85W2VbrPnAUfN+1ZV84uyj8+447OnIB1m8go6ElurzzLprVKMLZf63CpxeKUFRE1rd7S3hPmYjX83fh46Rt+FrY8NXQwncq/noiEst/bIne/fuha/v6uHt2F7YkbCal8Ecx+e9SvvyhIjT533fwdrv6qHr3CrL37cVXZ0Ujvlr7AAxx+RiJF+jZvd+g62D6e2YmsgQlxP7uhU4523CkYX+MHfAe6hV8jtS4jdj7I+VBmpEOmDofeXS1PAxRR93Rqn0zVMk5ju/Y813qw3vJVFSNnYqUW23Rv387VD23C5szRGekmkcoNsx9G+6Ue7nSLww/DVmPuW9rKsqccHTOJvpiXIYrOvXujdY4jvSte/Hj7Wp0072OGDrUI9pyaiX8JqTh11qt8F5XtkY3cG5PJnaduEp4kfL1GIcVM7uryvHUCgya8A9cZeOlaNI6ujY3HviWU4n4MDgVl+4x57UNXni6EOeOnIC4vB4IGFKEjxN/REsa2xv172rexwosu8Gz3gFs+7EtfIOH4k23HOzakoDNh2g8LrXQOSweYR0Nb5RzVS/8iYzmHvhr6xq4eyUb+/Z+JTo9tn4HC04lfojg1Eu451oHrd7rineb1QBunMb2Tz7F+Vs03no9sHDpGLzsXoDcM1nYmJCADMEYZnIaiaU+LfWO45UU+I9Ixm/tBwryUz1nMxISMkA/ISyDkTjXiJckswd/R522PdHjDZLZG+ewZ+9unBKMKxvvsaGLym3dHdJ9JPcz/BCdJWx6tHy1sSr7JEv1u3mi3oEM3HrLDyN6tYfbuX9i3Zp0HL1GroVZYe3ZJJLN7ajapT/ea3YX2Ztp/197kmRgGUa5bsWsyHT80kaL6R3sCvXComy25vXhtSQR/g5V6p4lBptxyHDtRDqhNXA8HVv3/ojbVvud5GWlHyak/Ypard5D13eboQZbq8xdOMGE2+UJeIxbgZndiwvEmAOZlzkDftFZ+I3M23otX0XjKjk4/t1FMUgh7YmMW2/Bb0QvtK+eh+MH05G4MQvXSINZzdNyGVsnT8Anz89Hor9WPlntnxdmHqmPHn4j0KsVcGR9NJLY3nJtBO/oFfAz4iXr8dt1rd6TZVQrggAAIABJREFUOa0Lpc+wy+wEJPvLSbvkCO4Mx8hVwGgjQYuze0MmZLlE2DKHuM0LeNoNuHXxa3Fv0Ji9ouLg38okfJB3EPNHz8ehoib433feRrv6VfU6gfZV+4AhcPk4ERda9kZv2ncgnZGZmYWLDHT2d69OyNl2BA37j8WA9+qh4PNUxG1ketS27nNom2i+lEc6fdiSH9G2f3+0q3oOuzaLuqK+1xLD2pk92fn1VOSsiDnzLfFq4yeBgl9x8thZcrRM9L32tfL5AyLf2U3kO8YhOb1fBS/HeZkssb6n191vucjfhxmDIpB12xV1OvQHHfn4d8pG/NJxMOpmJuPsc57o+2YN3PhiG7Z9TfuwWmfMTgvTpcebrby5oSzZHaxouFoL9Bg7BkM7/gVPVSnEzQvZSI2Oxva73bBohZ+ewIAFLwPS8IuyriXVo05K/wOwES2XtyJ0wiocFfa49celVmeExYfBaGLIus4qVVCZA51h0pn3JArw68ljgu3h8oQHxpkEfWw5OlrbqY58xuAGTm//BJ+KBgl6LFyKMS+7oyD3DLI2JiBBth9b+CJyqQ8np3BSDM2+7pijIxjqE5D2S3V0nrIMU94SD36m1AO3PY/Q6P6oui0UwauP4bZLU/iuWQmfOrnYGT4SMWyT0sfU8CHPWfxOgclBIBohYd+/hTnRQ2E8+4QDhU5l4emN+yMxYQQaKZGNQpxYRgbM9l+Ed7u9HISPF3bXGPCqAnGp743lSX5qLY6J8yEwMS0uQKBy0Odh5+QhiPm2AC4uLkDL4Uhe1E9xHgqzF2JI6G4S5xroEZOK8WRrWY5GwyfCBTNSx5OjIn0cdXTyP0Fwv314I2UJ+ko+gezQXHHTKFLLl5jvNQc/dF2MlaP1EUQWeQ0O2wBW56Y4YNIwWNQujm6ndlxyQcfwdIR31ISILEcRTZH2jMI2CIhdiL5yVD1vJyYPiQFBwABG0McL0V3jr+jWp0Y3RKUEo63yWNnAvIIiq9+KB+W8C/SbOH/DutO6xvtjYjr9jrDtFpWCYPWhgjwymUCbkYiO6CdRhIvOT/h/umLUS59j+YYzQh606tBJhlwMkyUy3r2XI8lPrcxidMMLEYo07W0cKcNpw6KItMKNHrWJHE3Veb2S4o+RW5/GWCtlqH9Pq4BNWCIvpq2NXM7rbk9/5G2dgAEJp1C32zzNbQLhGT8Mgeni3qpLNMzriIZZXVpJV1BlrV7O8vEJObpZ7yeqjrksW3fI0Nq0AG//xJz0HagXrMWUIppbpiNk7VH81nAQklYP1eS2m88g/5Ng9Nv3BlKW9JX2vCpvbp1nK2tp+XI+vOb8gK6LV2K0TsGQnK0PRhjJym0ykD1CN+gDFPaBw4QBCThVtxvmxQQrEV3LqXgMCyRnTgQOsetG6w4xYTwz9+N2Y5N5kg6OHzYVPw/TjOUqOeFDD6AT07dKwr9mbxnrDGU9ThSmZvJn7uiIk2Wy4HOgkwZT0D51Zm/IOve/aNSDbqbHyJFoMTCw5KQLiq5eVc8PbT22FCj6/q05iLa6GdEYg8JRkIiEEY1UeSw8gWV0dolHgRteDvqYaFp1ikray9Z7394yW//9OJZ6fwTX2eswWnYwZT15rw3dmthhTnJyPeUz4JdqbenWbR4xBIoOouVUCsaH7cCtP+XhKgUdqmlkXjfmYh2dEu5XJ+cgO0Yl0fc0USGAeD/l4iIFHEcSB/CTXSKweXI7Uc4kx+J3Hc4WHI32QUjGDYcIBswMZUUfmJyv0q4U7JD19SOQyowM+WPl6LA/OK9HnZL/B2EjCvbOTOwXnE5fBA99E/WJPRfXj2GzEsAk27OpL9as9NGdG6aOjjKHamg7PArzJLIIJmcp48Ow49afkHeVSGpMnFdTR0e2EyAzeMr7kwLH4f9B11Ev4fPlZJMxh1QTRNKSYlnZp04tCv+yjIBDjg4zHLxiz+MV7e1B3lZM8PsWvdbPhXhJIfJ9zzlITov3ajIWGwPMUPOKxTFytvVRQna7TdftceuR+e0l/MpSYmQHST7g2GYNu42JOgNZu3BXib2EDILz1s8WtT0Zoz3IGDV5t3RyC8bIiSI3vXFv4nzsm9EdO9pvIeYLzW3M8aXwDtqhc2bU0bFDgtJAaOLMsNpORjJpQ6wcPBW3J6aRcS5901FHZ98M9DncDf8UniN/ZLyBzrO3E+0tgzsYg754F+t0Tp3mF7IhRcZb59kGqlxJaRxsE4pP6RZK/ghrH38DnibRdLnniHk90xWsH+mLDRfpSaZ5xwyPAHKeqXdRjxhVUTNcp+djvM0omOpk0g8RoziOzMgIQkZVPUUnczCHLKmGcIG2U4o2Up+Upr5rsFKxDjXGu0srBGySHUpy8rwWo1pkMpQAtwSM6AScQJHWKBUck3/h1dVaw1Mrs9r3OGD43I91t6kLRTw/a2Zyy8eMGWIHoq1n4PwXHyY49SEZtDcaY1DSaggkQhZyjIddxigDwcfRaC8yBvLJmfiUnAlJpq/0xwY6mOpoxsYcyBFJhfBaTbdCpFqK++yb0QeHu/1T2BPqdjmIOZ5zcBAUGNhOEVawPToIX7y7Tm/4avaXcFuyn0UGHIvKyj89vtQbQZ81M6GoV3WW+Z4gZ8YnEOm/0k2xyTwFw2epO+ZJMp9PMuiVTbqJbmF12SuyA3lDr9vsEa0U5+jQ9Qjt5w9xaYgcCHFub4hG20E8pbvZkIJZp3thycJeuL5MNAxd2lA6SXQvyNqWjTvs9kSkkOI0TcZT5JFuqRKs96qF9GwPCoAUwfzvyl5264jw9HBo4zzFS5rhr+zMWl4bCeRga5lgBXnYcYOcy3QKbtjmiHVuPRn70wgkXX1FL2fMuPLbiFqhMQhu9pl0xqkBN92Ii3N0SrhfnZsDjabE+p75F/dfLuQ9pLdnCPMuf8fzsq6TQb6yHiN9N+CiA8RG1oaySlCgOx+NAsnwC6XzUtBp0sfU0RH/5owedUb2H4SNeGX9SPhuyLXKahHHrQ2KGmw8+quZoyNic1Vv51LJReY0P2ysFUrBvmb4bMIAJJygMKvWZqHnmTk6wr7PqKq/OWe6ecgSVAsXsxNkZ7bA4IypQTEX06CUM2vDvws44OjkY+sET6xCADYpEVJxYT9yi9RRIZ6K96FI769kRG4gI5KZKaoxq1UMednRCIo4h5cDJmBE5yb4MlxkHNEKz5fz+yCtzQa9c2FYseIPZvN3aywfioZ0o1sZivMpzoiwAwxkBOw5y1E7gYxf3RnFlBs5Uk/SzUMa3VYYxnaVNs0g5oVpjHzmGKyqEys6gezjoKPDsF5eO8HqkGSHiicZ2yK2dWmdRuCyn3iDZP5RnQ8XGpfRQBIUx552GrY5ce3X1TCn2nbUcLLFJCMqqouU1+GN1XSrxlBh677lhXXF33bIBwhFaGUnj8Jn8Ar5N17X3fKQMTBmATAtTo14y863q8GosUiGMN1QqRSftMZex9HPZH2RT46+JznKIMcoXZQNtubjrgbYNsjYomjeo+4T89W6X+tu+nYBz5PoaTy8RcEVZZ/+n765mfwk2WCHqgvoNmNwSkska5xo9u19M95HRFaR8hzLzsnoFvNfBVNlbBJuBYHaZmpmI7e1X0VZTjghGbt1af1GXIaf9obV+DhFzlxofDvoJsoRsnnmAITgZE9zmlibKRPSu+W/m+PK5haEawFiYMOWfLBHiQ7kLTzZLUpqcqrqQ1tyV7w+FeV76Im/SXrDub0hBEXodl53s2sMZil7irICNrCsADYTitr2SUObDcXdhsjyaO7IyBH3X2w4OoIT3o1up7X6xJYKLe7fSZ/7nB2iazQrfJ2cvJ50U3ePUpm1QSTjo5xaT8G5S0ZV3c1wPh0pg7Cznao/ZTnQnXHyi4U9TqmnZqlrJdyvTs2hNPr+QcnF2UT4jk0lt78+us2Kwjih5pXJ3350tkr/k/UgZTxkUMZDMerD2lCWf+siBYFsCR7TN0vwxCJNAKgYR0c+f+zrUWc2wIOwEUV9tuO5YtqAWLKxsH8odlOGmIth71nrYTEIlVxVb+fm054etLMd1sm2r7xnWCaNxrm0Xj/xHPj361E6e+BKyhgswDTEKUFWOSjuasimUS8OyCBxKJPBmRWrbN91wNERBeqkpzYaxYQiHJgjH0Zkv1Gu5OTABByDB0I3yLc8Js5GPimFEXvwxgo11Uk0bsjjUAxeJiRJaDC7E76dnYhsVpdBNRcdxkboiu9L5+hovHDyppUIsqmjsxZNko05zJSr+z7l6ta2QUMtP0fj6LDNMBsz1fx3U0dHKsrcnI3cQlEc/yjIR4GLOx53NYjnvTtCszFW0O1Oue4F+ZRK5/44lUeyzxNo3mUgRvm+K6Vwib+Vr95Nb2HYJl5cDZFK1F1cv3MDMky78pbW0VEcPeWgdWzdAdWQVhxohuWqWnqnkxS+b/wzWK6JDrObR5HK01V1kiRYZaPbMYpPUZFl3JKNK6bsfXGx91S4bJ6FjPNUc0A1Hi09QzFHIqUQX2NRHGz9ex7guptpPYbn+gaITaH0Kqu/23N01IiZYmDR8wZfoBRP3dWYrB80DqtwSH+BN6wi8+Jhmt3d4OgwopGYKGzOzqUYnrBbDPtAHfy9O7eILIUV8rqTSVuA/AIXuMub6onm6GJVAKp2qzbeSNs+KBg269EgNoXSl6y/VTpHR0wXi6tOh6fZwzWvk4MgqozJa/YkpXxqbpU1v7Hn6Aj71bjHTIEw7g1xnb94Q1/7c3COF9LbaoNZ6o3Xy0GSzmE6KakBZnf6FrOlAn/XOh0wNkJLTlFKR0cTkLMXfFCnS6QDn61BXPJunKUaHOFD+jifMgTc3R7To/IHyRprRk3EJ08q8tYAHT3H4UObhCb6R1itJ1uLaCBkB51LsgHNHPPgmxivdd4lJ6vgaUqVNO7li2S0j2RGu0mNTqn3q7VgWMtkKfT9A5SLwv8kYtzkVJCKZ6xHtKbUbPzWPbjS/9Ef0UwX/U7kRZLOEcSiCmq36y+R9KgYWRvKdmRa+SnbM2NwlWpylEyR4hwdusk21aPy8wp/xjdffI2cu0D1v3RBBxsEPfrVfRA2IsMnFtWkbBZb+thW1om1HmbPEzaUJqDFAsPBuDleGzymwEtPSpcreBqeGh1vvn6rUEunawkn33g8s1wftJFvnF21AXc2IcroeD8ii26ibdTQ2T6E+F8MCDjs6FwarDUwmGBLxr/A3HKYNjpjuKqJN6fHYuqbcvGutaPDooJjKOqdpuxKGhFFj3wod/1X5YqXhM5nDyyul1GlewiGt76BT+KWYweVV2hTru6Po8OMnQhU/Uh16kQMpUP5Ejl2n5JjZwBWyeVVIqqi8fePVvJtF/3AytGhvN6lQzB1Ry7cqM5kQWh3tKjtjovkIK1tkkwb0PASrTM16kf4zgJmCTcjxMV+KA6hczPwS137NUjKU5mCnA3MNDg6+rU3Uc42rubtGXXWjo5j684Y/LaM7YfVpzVpiwyL5Ea63kfsYA3IHWswrlUH12i8KspKc8NkW2PICk92dJisL8G5Z67jdv0RGNOrBo6vjcLarDw00qXJAdkLiY1nd77mtu8Br7vZJE3wVL9WNo6OkuKmTRmSDumGIdY3N0ye9nfW/DulASwdMhU7ct2oLGsBQru3QG33i6pustouYrE9uy0Z9aMvZtH/hNtVOtwPxYVibgbF/A01WnaNfyvsGDbJaGSSQsW+am9PFH+jI92AFQXb7bVhfaNs33CyO1fBuHYx1Xd6GMz2RgD0eoR9ZwteYGmiOn4WAyECuyXZY4Hr5SroHjIcrW98grjlOyivXZtOeP8dHTHNhW7siVhixszhaNfkKVQxdQ4IGdnwlPRkw5sXkL12tihvDpEUiLdpugwBk/1perYWa/TK62Ti/JrMxdn9atwapjLpwDlvS98/ELmQyQgK6uOtSZMxWiAHIPkbfAHDrfruyfaPdEY0zsflf6/CDHYuV3sH4alTFZIC247O0+g2j1KBSU3Z+hyIGoRvu2r0YrFrLuognR6VHyzUlCzB2WfaoN6dE0QQ8gca+Cwj+8deN0FxnvfdRixGz8pTsnWmmzs6Br3Nbk3HXEWALqNDtWm1t+7m62d4HruxDsjFWKOcGPSDgrayjuapzNybcRwBBxwd0aA/8p72Rkfj6BTexNWbhVT/lYTo6D3EzEVFnYrytnZ0TDeZfB2odXQoNSZX2yVYTjlqpN6+lM7RUXNg1fQOM+eDpRF7Y+lT0VYdi0Xhvml1M0DVMlKajCZSLaTeLIX73OJqdKRboiL9VTd7j5mjI9+EPU0F4SldP8fgVQ2F+hw5wCemLRTqxqdE1bS3WLK8sHXY0hppikclYvSPVuulVES9YJX2Rkc5+JSxiAaLvXXXpkQqee8schldFXM1SslWGoV5njXzt8XUS/WaOwdf78/H851b6HLuBRSsUtfMrtLFOpcdd/TX3LLcqnL3gNfdTF8wJRt0DQHa3G/le/YcHZPUNaPhpCmM19VL2XR02J4KQO5YTQ2GHPEispEMRe41ukk3L/kmTYzEdf18MFY1ZPU5ym4Rb+gKtWsl72NNCp5d3apPLzN+vXSOjihju18W09Hyz+zHaffOeNWkabZ16pps1IIK8s1vaO05OsIzv39fSjN1Zm+IZ8iJv2mdV/N0H3kMyr4Wgjm5aq0X23pCzegxCiDIQaNSOjpKPaft2y79Oso3fYZUOVuOjny+6eRUuvXKp2itdCvj1HoyfZdQCzEao8kqY4ANWjaWTFOsi6kDKeF+dWoOUgpsifT9A5IL+czS2QxsHj2PoIeVrpTtH72hKp8/2ttD246OG7XCeAWNWZF9MZ+WXrMxoI30Bbs3OgY9KvyMyYIX9rwh1yxK9aSf1LZPoiEFfe+vjcj0WRyqU6p6cZfb8pluTN201sPseQmoFaM5X6wCv8KGkmqL9brCev3Y86JRVWvv2ajhMwZCFEdHvgBwMQ+m2z2K+BcUBBxwdMR87xl3g6WiesHKE9N0fPUpEIoRreQvmjs6yY20KQzMZhRrTVQDUzT8ioKNt0iseF29xiuVo6MQJRgKNc3SyRjxwrAsdF2nZxYjKiKh2PPcKyHYRM6BEpiUFE2upsBMiAB++gqWa715q3dJB7ZJ/ufMojCrdBXZmBEMl66ZmDz0IoZr0xOk52sVqnyVa5aKw9Zh4t1QnVMjMM593AgrTNiuSufoyPVCLhpiAMfWXSWa0OTyC47HLrRXcvtZ/ftkeGb3RHp4R00Rs3q46w0+2ah1QZvANKk2jNbj/U/hYcKWpNQXKc65aPx8/ppetkUZ1RpEJulacs3LA1p3c31oLD7XfsuOoyMTdbhoCBd0hhP1BooOwvSMK3AzUprbdHTIMBz8L3gka4puJfnWH2IM35koCjMegHI6lRhE6Jo5GUMvDtftKXGtDPUhQpqCjdoPGwcJk40PLw0xyJ34ZXuOjrw/zVKoWL74gKhjaC8xIwrF2AVT9IxLgs0i15tpa4tUuTcW+8vTkMdmzGcX/i6xh116VyYOcWZviLeoU4lQQL3JZzL0D7TS7FdTI0JwZosQrK1/kA05JS24dI6O7DgV6chNirMSvkJknzDsvW2ovaD1eX9/Z6vaR30tpWzGGKL99M9OrafgnO1EuzT1Roz9PuhagOacZpw8EhFDqwCkG0gSBFGRCWqMRAwl3K9OzQGl0PcPSC7Mg2RM/mgtpFpNRXJkB9pVH+iSMxm0eqvkqWsmclqso2OiR4VHmASIhOfsxss2Ul21b77/NqJYw/JxoxVWAWh1XFKg0UDKYq6HRf24s12aWgttFuxTgiJqba6AnhD0JmYlRSeJ9sSu9poMHlYL6JmNngbCE2WP6gIhGrvYQM7C/RfnEXDI0RGYUUJvYaxmgcwYvvK2jEU/lk+kRI/MU9cG/f1ZlVteoE0lpqFftMwYYoFWSoNItZBLKSJXlUbJHR2V+tFItWyLIIBRF/utq4YJBk521udkbOpNlalDjlTfVNlwCk/Ew39iJp4LNzCdWTk6ctRVw1Yl15Sc66ov5JWpFQtkY5JFTcfhWqCcT2qhFKn+lCJ1S43gygbQPS2zmCw0bKP74cLwJAPDGGP3GYPveluzU5XG0ckjJ2QI1WXd0/VbcWzdZcNESxXMnG8mM9tfWqMqPoEFbSuej1b7ryi03ET5qKN7Nb0+FiPRn76kp1C25G7HtOHLiFpb66SJN3+TLnhrSDtkRasxniUn4JaOZeVBrrttpSEYQQnVEWmgQS6ejCCPFDxjpmEldxqqbsVwqqk6OW0CELuwr76hmy1Hh9VbrW2CRC3DmFx/oC3WlA6ic131RaAKu418aLC0hHHXECjXMyiFq6rxKjj5cw7iHhmJWiIWu2pW2JsJqB6poRmWfmTP0VGMbkMBqkwPf+4pTSoqm3/ELQToqN011PoGtjiVDa8aFb6mEo28tl+NqqthpIMniuZ4/4mko1tqGAmd2xtCUGjYcfwtTWY1E9+3j26nZDY1xejWOhyC3k9Bg0iVSl7GSM1pL4WjozDUOUMjLtcSmbDapRsj4HJAxxBQU+RNoxucWk/xDIurqWYaCAZT9B2MUlgjJWY2yrBTgzdG6VVZLGtQmrXCbFfS/erUHEqh7x+QXMiyR4CqzIBCkG0V7hpSlGU2P9eO+oJ5+dwUMjGk64j75uiY6VFBJFigbj5c50ssmcwJpjYZ/UO/w9s26g11knTfbUR6O+vjNe4ihqaa9ymS8adIqkP00oJ+jKuJaDmoK5wl0bgzSm0FoaSsmjBD6h0d6eZ5+0tYowSJmbz3w9bno9WeWprMBv0etQ6E2D13+BdsIuCYo0NG5L4Zg7DMbbLaT0RYoGBk1u6D4GFdUPX4WkStpYZ3VHinGjhmZARiw60jVT0w0Oc55KRvFZp3GvnCxUPvCJoODkdguxvYQs2x9lCjOTeN0iipoyMf+LfMmhqa3ehI8OUdjETgouNo7jMFY/q2kfrmSE0VWfuWvr1R7cBmZBV1wJRlU/BW9QL8kPERwuOO4ZlRsVjYt6GeHtXkXaLjRI0u6nsicvkQ1PluFUKjfsFzfzmDIwUDsSC8O579/TukRFL6yhl9/6F8inINXQ34zhiOGgcXUWE+9QFRaLtl5+6OdS8JNj92cIyiPOONmj4/sthoKUupu7j8KbGjo/DL6/nj2XPtrnsxvwVjxBl3BF0Uemepp8g2C9pSM1PWhXjbtq+p0ak2vZK9VTIILlk3URTHcwjur4pNCO+e24PMXWKzVKveUFIDxcJOkzB5QA1kx8/HxqPUjFQ2WhWefuv3PLB1L1Y5aul/tQ6JrRsdTb8a400NM5xOvY2elxOwljBxax+E1XM0jWtVoRKa3RlrdI4vHUjpm6sMLIysMehYiNuFGhIPqYPvVoUi6pfn8JczR1AwcAHCuz+L379LQSRFJc9QXr3ajJPptKFYDV/MGF4DBxex/UR6SD4UlR4/1j2iHDlPBIc67DR6LdH0nqIf2nN0aANIvSFYZ/Vu6E+NLW98sQPbWdd7N3LO46mQVUlVE+U2+VpDdGaNhKtqmyVbNxNm6Slig1TqQ0VNdz3GzMDErn+hJsz/QebiuUi6/TwanT+EY4xR+9l30NezNape+ULaMybNiZ3ZGyzqSbot/MZYrKP+I8zFEg2RM6jFGi82PY/Nmw8Je1Pf40duQNkUg8MD0e4G0fwLKdJaJ6Okjo6sE2852NBTXXnxdu0I7lFDwonR4/Fa/nZMD96HGh738F3Oawie7is0DGW4xmVdg5vQPLoVfjpKdQ/NLTi8dDIW77/GciI1RpiT68nqRYZ+gjYrFqFfbUrBlGQ209IS3fp3AugsEpohW/UxM0iw0hdM03agxPvVuTmUXN8/ILlQ9mc1qguMwpzu7vhsQQA2VP1fPHP4DJ4Nm4tRdEbmZYu1OFcg9hX0vHsCV+o2gjs7z9m/F+lvie+Xo2OuR0V5YEb8uC9fQfCkPmh+9yssnxuHrD+ImbY4ZkpFlO6/jcheLfRy/LQdIgwBs7yD8zF6/n5cc7O2MdjvzPWweCZ80mYFFvVjdeaSfsi0oGW3/uiEA1IzeOseftbrx94iNq4+0mW10spCDLRug6Ut2ROvAl9v24avyZgw2hKiQ3XJ4Ro+R86kyvwdBx0dZoGKjs3h9gsRP6Y1hJTRvGwsDQmnRpNk9Qkfatz0Tihip3aUGvWZODrCo1IQFJZMHaPFbraudd5BaOxUQ/daYrXZGooJq6hRoNT01vi9Ejk6P23C6FFrkdPERtfZYhwdYbASy1PK4Rz817Umnm3VELh8FGcuMzIG9nFBrZb/h2ctZ3HqUh6qNOqEwSFB6GnGXmL6LmqgFxmIiL3UVVl4HHVnD06kHiMURQwKQzI7uEyxZv8oNscMTr2k/LbtqCWI6PsMGRns33/C0zaKX1m6DSvOXi00PbH+CB1+J2WiWWgSQjuICcMlcnTu/IDEIIqGXWv//9n78rgqq/z/98s7JATlnqXjuGRmX3XGJpyhTNMyTVNJY0TDBRNFVFxQVEQxF4JEwR13UcQtRsY0KbTELZmRzBImM9dMylDRQpTx2u/3Oc/+PPe53MumIOf5S7nPcs77fM7nfPaPaYdhNge76/6Y1Izylz+ad31nJEmYDl1+lzq5x+DNJwQi1eNJNNq452zEjPOUaLQA/5k/DBH7gA7hyxFubKFM48ndPx8TYj4TlBuFztuPQdT0HnpvBPta5iKERuwmQUy80/J4SwyKjINfy9+IuQ5FzHEqF8rWs6umaaFw54NZd9PF1v1RVOQXX6XqgvEDQNROl7miU3BkLga9dxiPdJqCxVM6Kw10xUeksu2OPyjcoSuvzDyRfvvROcmkxwl1Ro8OjsJn0uKwztUha6g4CHlstDyGVW18LYwKpWjXl3jampEh2CYtluXxthixMAp9n6IDiv39xyf0PRCcHLt8m9C1fvFV8orFY4AInGNFh+4x8kdK8gtVAAAgAElEQVTGV2u19sbkiECl+agyFPK2bJgUgS0KXxBprg81AA7UGCXUobPqflGIiGdKhYaeXwtF3KTOqHUmieg3CVms0qV0udRqDe/JESbvK97eYDSu9qRg+49CGBeFImK3xK+ov1eLgZG2TUGtl7AjbDxWMaOBMCbjOVMyRefHLaMwYl0OmvpHY5GfpumtU+vMmspOQsSWU9L5RHzFNxYrAurjqJZ/03nweMtBiIxjHc7V8EFhFmbnXjHX06hQGzvFs87wgtGNKUJFXErfDjkUtzT7tVhzKAW/f0B0YSO/NPZF7IoA1D9h4P3Vm1EJ6miMY/vwwHvoMfeI4VxWDZ/2FR2niNHOTYZqXUXxUeEN+jNIPbucKasvMK77LCOyMYv0M3HnU5gSH4IXmGjyn2i8Ff6Z2Eze0WXs8Sc1of2u90LRMG2kMTIQdZqyGFM6ywW3xA+YKzoMUlbgYTnuDl+FGFEggWAwj1LlCZfGPTE7ZpzC2wv+Mx/DRIEEy8NlWdrRRPjvRSHgvKIj0FQ+lc/0gIc24oEILT+XKk39DlRzr0NVj5zdFPnIvXYLv1dzRx2qLGb3KanYAb286PuKsc7W/Hzc8/AQrIolv9R5C+8QxueC/Cs3pDK3VEiyZn2qyFKyL1jzc3GNQDViWnjjCqj2Q5FYy/fovm/Nxclv7+C5NgavEimrKyOikMIEJUt1NPAahbkmAry4/GWBG72I1vQGahaNjZ11L/zpOE5b/4w2jezTWSGN00Lrq72jaNwKceMGULPIxaJ7pLV1SOe0TwTaJgqrWZ+qMUkkYM3/Ht9crIu/tjIqOSqN3Ld1LxZZFiI/n0oxO7G3C0UgS7m35MHRIbZnLsKWikJ5UQK3yIOqwb1OPajDlNfM+Hft5OV7DGuVexLf3nmuSDpzBkIzWnTmOdbwzml6E/amyC9Y+Votzdn9lkKjZnxKw9uc4rvFGWsezlEoVbNm6h6wR/PGsTvD+5zDVqWv/Px7RNclZNLsNRKfMvIEZT2q10R9HV8xpzfjuIuzntZL5/DTU800RhfnvgFQQYndx/Fbi07o1MJVCIULTS0w9PMoHqLau4szBxlH4znvFL934kws3iyI/h3ShR2MlX1ly3NMz+XiDayEdzvLR8XXi+vm4hwfsSXc+y8jsm1ocuaXECzWKwXnfnoKzTQyRqnWrpDkZmoPojs+Hci1ZXuOlhiJh+bB4ik6D820+UREBFiYwXDsfTYcM/1YNmwSZpFb/TY1z9tmv+soB48jcF8QEMJa5l3DO+9PwSt1ruHAB9Ow+r/NnKgCdF+Gxz/CEaiECKhKKc5swNj39sLNd7VYZl3y4pgWo6iEM+VDlhQXzkc5KVRxBLiiU5UJgCVkT8pHqKYSnFDJ7YuX9I03qzJGfO4PDIEvIt/C7nbJagM3qaQ3grSl7h/Y8PiHOQKVDAExjyIqg4J6pOaljzfvhVFThohhM3K4mjGcp5LNkg9XjwDno5wiqjoCXNGpyhRgUtddjDVthFBtOdeqjBGf+wNDgPV1yOqnLWEv5mJcoopmiYGOmtg9sGHzD3MEKigCUi5TjdcRtXUyPA3Rv/b6i1XQyfBhOYkA56NOAsVve2gR4IrOQ7u0zkyMKjy9tQp1o6Xyy3Kp70fVpqzOvIXfwxEoDwRYc77A7LexnkpKM4OzWJL8W3jN2oXwl8rji/ydHIGHGQGpONBtW0VHbIGQgsuu1JxwExXzUJrCPcx4VI25cT5aNdaZz9I+AlzRqeLUIVQpi/0GNZo2QuGl87hmtS19XMUh4tN/UAhI5bh3FjRFY48cXKTKho8Yy1Y/qLHx73IEKiECcsWws24t0a1rFzxNJcmzjhzCweyrqNaASmXPn+SwQlslnHbVHjLno1V7/fnswRUdTgTIy96Ojduzcd2tATr080cXs1LYHCeOwINAgCrg7F+bhPSc26jdygfvKP2rHsRg+Dc5Ag8BAlQZ7NI3/6Z+P7elydRCs5c98X8lLRH6EEDy0E+B89GHfon5BLlHh9MAR4AjwBHgCHAEOAIcAY4AR4AjUIUQ4B6dKrTYfKocAY4AR4AjwBHgCHAEOAIcgaqCAFd0qspK83lyBDgCHAGOAEeAI8AR4AhwBKoQAlzRqUKLzafKEeAIcAQ4AhwBjgBHgCPAEagqCHBFp6qsNJ8nR4AjwBHgCHAEOAIcAY4AR6AKIcAVnSq02HyqHAGOAEeAI8AR4AhwBDgCHIGqggBXdKrKSvN5cgQ4AhwBjgBHgCPAEeAIcASqEAJc0alCi82nyhHgCHAEOAIcAY4AR4AjwBGoKghwRaeqrDSfJ0eAI8AR4AhwBDgCHAGOAEegCiHAFZ0qtNh8qlUJgQOI9lmCTDyFt+YvwcAm6twvbArG1kZLMPWVqoRHFZrrgWj4LMkEnnoL85cMhLr0Z5AwKhlNl08FX/oqRA98qhwBjgBHoAojUDkVHWsuTu7YjOTs67R0bmjQ7k30faMN6v2hCq8kn3qJEbDmnsSOzckQyakB2r3ZF2+0qYfKTU6fY8YbUci49yR84hMR2FyGJw/bxwzHjwHJCGlbYsj4gxUZgc9n4I2oDNx70gfxiYFQlv7yBgyffAsTk0ahZUUe/wMfWyHO7UvA9kM5uE1jqf10V/TybY9m1R/4wPgAOAL3DYHCc/uQsP0QcsRNgK69fNG+XDYB32/3bVGr6Icqn6KTl4YZAbHIuF0dNVzu4mbBXWHpLA19sHBNIFpWbum0ipLhg5t2XtoMBMRm4Hb1GnC5exMiOVnQ0Gch1gS2rMTKTj7Spg1AzLE7cG8zHLFR/dDMko8Ta8dj2udtMG/bOLR+cLDzL5cnAvlpmDYgBsfuuKPN8FhE9WsGS/4JrBozFQeen49t4/jK24XfegprRoZg24/V8NijQMFvhbjHbnZvh9D176NrrfJcOP5ujkBFQMCKU2tGImTbj6gmbgIUipsA7ULX4/2y3AR8v1WEBX/ox1DJFJ3LSAociy9fixEOb2ZgK8xejsCJKbhMG7HJwASsHtLwoV80PsEyQuByEgLHfonXYqLQT7BUFSJ7eSAmplwm4aYJBiasRqUmp7xDiBwVifSrwiklXpaG8Fm4BoHcIlBGRFQxX5N3KBKjItOhX/qeiF46Dm09KuaYH/yorPgi0her3EIRM9ZLiBCw5u5BxPA4HLsFuHaIQEpEh0ps/HjwCPMRVHwErF9EwneVG0JjxsJL3ATYEzEcceImQERKBDqUiUGZ77eKTw0Pxwgrl6Lz4xaMX1ANoXG+UNUZK1mue5LlmoS5dqHY+37Xh2Nl+CzKHYEft4zHgmqhiPPVKMdWsob3JGu4QE57yXpV7sMo3w9Y8/H9v1Px+aGzwNMd8Gr3v+MZjzI5pcp33PztpUbAmv89/p36OcSlfxXd//4M+NIXBesRxAw5ivZrJ+ElzRY5s3IQgpJ/BoyhgKVeIf4CjkDFQ+BIzBAcbb8Wk/SbAIOCkvEzjKHQpRk/32+lQY8/6zwClUvRsTMv5SDiio7zK8/vtEdNWDkoCEyueSgUHb7OHAGOQOkQSJuG12OOcUWndCjypys1AmQAfJ0MgGWq6NgBhO+3Sk0pFXHwxVN0hCIAa7E8+SDO5Im5MbBURwOvwZg8rh9amcQvswpPk/71k0kFICtyM9bi/YW78O01KQ6aXufy6BNo/GJ/hE7oZZL8aV5Jyq6iU5iNDVNnYVtWHthoXeq3x5io6ejRiMx1heewK2oWVmbkCPGnluoN4DVqLqb3aEShCQU4EvUuNv9pAZb5lSAUjt69b8USrNn7La6Jwa0CTnWaeqJtjR9w9JtLUi4I+8EFtZp3xKDQCeglhE/lIXPlbMzbmQUZYpdHG+FvAdMR1ksM13PmYomEK5aswd5vr0nxtfSlWs3R0X8aJglzNLlofTOSFiD+wxPIkcftUgvNOw6ysx7yO2gtT+7A2uXJOHhGxJrluVRv4IXBk8ehnzlhIHjSv/CTsSoYjWH//ElYkC6ui4BPa2+ETBsmutGNV5mv8Rm7io41NwNJC1Zhh3b9pHXt/PZg+Hcxrg+Fwm2Yilnb5LUUMQmcGSattflKCkmgqzZjj/Y7Lo+i0d8CMD2M7QsrLu0hWl2eoayTpXodNH15MKZN6oFGoHVc+z5iFRoSacx/2iSR9svkojHsmIGJazJFOiU6ae07E9FDWjlFo9bc/Zg/aQHSc6S9z573DsG0YWLIkOnF9lXCKmze8w0uSbl5jD4ebfQ3BEwXMbVe2oO505cjQ36vsD4vY7Awd4g8J3YnsqTNZW9PpE17A4sve2HUXIlf2NsvhPPCXeo+d6nVGt4h0zDMqx77GNa+H4udEv8x7vW8zJWYPV/lfwIPCpxZxD5nSbsrsGTNXg3PFNe255sNkPPxHhw+r+53kSb6YtSwvmhT5pVazMZC9F2nKTzb1sAPR7VrJPGeQaGYIPEwYe7z1HUgxq+hbycJ1IzPCvzKX9wHduio8NwuxMUkGnhVW/wjaCL8aN1sHiuW4CXuzbClR3BF3hfekxER6Amb49FwBgk8k/B72U/FSUWCBM03FuOy1yiib/tzY2FGbO/fP5p0cq2U2+h8WzQV76WeU87dThPnY1Jn54q/lIRvFHu9pbHal12KO2cH95epvMBo6Dn0Gi/yILvcXuKlibv0Z33rbkEIGd3ZZO/YUXQM57Xl8ZboEzYbgZ5E7RItKueQwOPVvXBpSxAmnhuEzeEv6cdZrP3mzFpcwKbgSRDF0PlYQiVImcw49rO68J4cIY6VXw81As4rOnmZWBQagd0XJQXHCIt7C/hHL4KfIfbf3O1PyW4rAzA+mXIhLHXh9W4oRvT4MxpR7Hh+7mnsX/Y+Vp5sirFr5hiSP803m6miQ0luKwPGI+W3RvhL6wYoPHsM2ezkcfdC2JKuODo5CsfrdkP/bk/jduZWbD1yhQR0SkL3XYqEAKpTREUPpgVsRrMPEsD+6/QlF0v4FSTUtsTrr3XB07Xv4czHq/DJ+Xu4d4+kd4+W8J0yES/lf4qNCTvxpXAiuqOF/1S8mR2NpT+0hHf/fujariFun/kU2+O34gjd494mCEvm9bV7gMtjFBLsF/4XtTt6w793NzR3u4xjaVuQlHKCYvbtJNor474nKH0tX2iCGriDX749KSi1lse9MHbFTPSwEZjYwRWKiN0XJQXHhjBoXtFY5GdI7D+z0sQVzmJ2fTDzWEP0DBiG3q2AYxtikcDWxqUxfGNXIEBLX+WyxuaKjpzzkOfeEt2DgtDf82nUr2kher2GH05/io9oHQ9eb0a4R6GvJGFdTgrEsMRf0e6dMRjQrRZytsYjPvUUfsXj8ApZgzk2SZ20L5LGYWriRdRo+Tpe6/I0auM6zu77DHtPSQo5Fd0Y++JRLE1zQUdvb7SuzX5Pw6fZjH5ZCk539GlwEKk3OyNgWG+0cz2Lf61fi5QTV2mvlV1+Th4dRkMX/oC2/fvD0+0sPt2ailNE804VcbB+gUifmTjWsKcwxlZkJ9wQmyDQuEtjX8SuCLApKmI9lYRxUxNxsYa8p4DrZ/fhs72nRGWPzW3sizi6NA0uRPferQk5+j3t02xR4KTfu/dpgIOpN9GZ0VY7V5z913qsNd0TBfg0zAfzM+lBe5jJSbTED5my1Oa5J1QeQ3vZK2gw7m1cgx9a0lhepn1sNpadhJ9/CIa84oqcT7cjfisTji2o2ykcy8M7GATjPKTNCEBsBoH8eBN4de0Kz4ZuuH35CHZ+lIkr/yO20jYQsXN90BQ3cD47TcEUxGM7hS9HeIeyOtA1Y2G84vXX0OXp2rh35mOs+uS8wOPuwQMtfadg4kv5+HRjAnZ+KdKnewt/TH0zm3KFfkBL7/7o17UdGt4+g0+3x4s82L0NgpbMU/aQXb4r8KuF+G/tjvD2741uzd1w+VgatiSl4AQlJpkXp5GTrBmvYgpiGzz3hCtw8wK+FPaXCxr7xGBZoEFZL4bglU8V7wbOP09z88bLtDcP7GDjMdkX7HwZGoPjFnktgcuZaUjLuIBfiZxdGvsgZlkgWsmWrYJPEeYzHyJJ2im8c99p0ulTUbpRPPdD0h5Dt/7d8PTtTGwVaN7JJPdi840Srrc02vsSslhu8sLvdvgI6R+XdiBs/CqcYIRmclnqdkL48nDo2YWZ7EV8YNpQxJzwQKt2T6N6Tha+vvCrcM74LpwKtyVTkXSzLfr394Tb2U+xlZ199El3rzBsmvMqPITzOxw/Dt6AOa9qEgeLsd+co0D1TH/SJx6JVIL01IqBGP/PK8SnnKQ95z7E76qgCDip6LAiAMOQcI7O2JbdERTUH23q0IwKLuOALIiyCbp3wqzkcMfxzSwJfFgCzlHp2z5L1mOUTWI0MajlQzH+zD+QHNubjkz5cl7RubxhOIbt91QrsdGmWj40GCkUkmSxWFDj1bnYONlTsj6TR2L7JAxanU2btA2Ck2PRmz6at2M8/A6/iu26MRSxkpLgnfxzLXSashhTJCsVEwqDdz6LsNj+cNsZhpDVJ3HL0gz+a1fCr74m0U+Qx0wOMU0y4JN9lmD9qCKqgZ1ZA/+xh/G3mJUYpZyS4pjz9kzG4LivSH2hb29i35bPH1EpTP7ZHW3fjcFcqdADaD5J48Kx++YjyLtCgrLJ+grCvEgYogIgEgYuH9iA2ATJqknMpNOsZIQ7ivm9QnQx5CA6MlwUR5pGKTbEyJfPGpsoOnIVK0tRlZeYhzIT1zy9JCGdhPle84Aw/bwFBYHCYG650ru2UBUnDX9nvwWsd8eYxVPQ2aBQWk+tRMD4ZKHoBlxfxLTk2eisuPfo27um4d3FbG3perIPlqynEsKKOU+DIVP0N82B9lwpPm/KwiLfD+AyS7N38/Zg8uA4fHVX3T/23nuFaGbIwY5Yu9JPzbWT9w5NUD6MlOcFo8N6uI9R95Tym+Y5AgYvTkvGbBUYMiruwrR3F+MrERgbfqPiSspJ2CbNgUsei+3TEbruBH5tNBAJq4fo8gJPxPohNLUQbYKWYF5f2UOahz2TByNO+Jgrnp+wEfN6aJQLSbhlOb1UrxXdY5KoxLdqc1XHYnxWXj+KkO/+npIoz7y/aTMCsb3WCHjfXotl6XmEnbZaoLa4hnF+xV918Ql1LLU6TcHiKZ1FDxybW/BOPBsWi/5uOxEWshonb1nQzH8tVhKjyd0TgeFxRPfsFabKI9GwfI8N/RrHegZr/Mfi8N9isHKUQSmR6ZCWoJn/JuHb8iXvvf817omIqNGKh1gwYiz8FpZ7V3BFGbPGk++04MX2xRzcC9Osq7zmdyR+L7xWPE8/rDMWq2f30Hkwmcfig7EfCAVELA19sTQhQC0PTlb47dNDse7Er2hkU3jHivtLkyWgn/yPEDLwMLqsnwd5W1hPLcfQ4BT8XLsn4hxUgiwu3yjxektTK3dFp9zlhTu2hidJWUy/5YL67f0RMuQVNKTCarh2Elvj45FK1ip2xFia+ev5M2xlL+uh2eiz4A6ClWqEKv9jMhZavovE+f0U+i7MnIfBYXvJdFcbPeO2gRV/tJ6IhV+UBTO0a+/0fnOWBm0VHcbHcjOWIWz2bly0lGWBBWfHxO+7nwg4pegIBD37C9QxLbmrOaBo5MbKZ2bMQv6bpU2wQZHRTJ0xRZ+P8cIGjUBustnYE7YenQt0EE7BrUniZpKv/I9CqJHeSZ0yo/7KDqkJ2E29VJQDUkhM3wPP5IXo60SlIvH95/BXbQnGvB0YH/AVem+QhUsrDs3ug9mHiAn5ribvURNyY7G5LsFJ4jBGIU8Il1q2AWlfXcQvUriOEG6jCQPRzBAfhfjgw2eXClYLmytvO8b0W43vDHG2orJyRT9uJkRNC8DmumGIC3ka+8cPQHz2PdTuGaeWp7Uewuw+s/FFHXMLo7ZiERGGXlg08ejkk2Lpk9kDu6kCgM7lbj2BWArnSL3uig4RKYgQSr6U1xqbKDpSX5LGBsGpyI1KDNxngTuitX1MhAfysEPCUrdXmDI1kGhtPdGaHcP7F5G9MDOdJDjTXDR13Ka/KxiWQXVCtnZL6yF+YV+NEQLIWuSLCbSBWgWlYKHdDZNP8/dBZo/dVOhBH1ghHHqhqbiuq+zDymQPxB7P9fROu8Cg18x0UvJIedxLyqNhYRT+YPq7LCDSxjfSKBNJhb1RCJ/V5NmlrSpcwn5djut9TEqQU8UicSzmSbtMOfffdIFe4mCsWsFP4g/n/hqK9bQ3ZBSYISaA9ssa4W+yMcrVYFTQKF+1uyMmKQQa3ar4Z43pWBhNB+Cr3qplVjwzDuEOCeurSVhvgnyBNy0RmZy+v48QMrsMG9K+wsVfCkTPcBEhswKf/fBZLLXZW+L+2j6mH1Z/Z+ClkoB3qKaeVwnKZfh36L1wHnpfWyzSn8bYJQDkrOB1gYxMUW74gBR4Vb0iGpLWXDlXshbB9wMXzNIZIzRLoRgCZUVRGz4trXOhj4TrA6LJ4lMOrISjX1Y/bNM18JLpwoMU/6J6exWTb5RmvaW5lbeic1/kBdmgKpGQSIu5dspEaw0j2rNW2AQ2OTqfz6Czut12xDKrsHwx2p6wW6fMqD+qPMC10yzsopA1kt4oVHwqbk3UrL2z+81pGjRTdMSHWYU5n5mH0CbsEzJyOf1CfmMlQ8AJRUeqapY7wGDV1M5UPVxIetcxYFtmYSWrZ3eyepI7Xxb0TUETGdtXvbUE6KxHh+7zyUK/ZDrUte+WhetWQUgxCGnsNlmQVJWNK2R5G4JTvs5sAjbePliFIGyhd8vCCJv/B67RurLXp5b7ITjlF43F0Xwj5mXGYkLUWTwfNB7DOjXFFxFidbna3UPg++NKbMRgfShbPilVfcgjkmKmmGmYmM56xuY4EIlu+nHnE7MZuMcT6+W5MMGdhICbruS120VeO8Yk6J6eMbkYUEQZ5rztY9CPSR1kD/fVCosmig7Damm9eFMh+USsD1nQb6JG9xgkCwdlea2xiaIjMV7X50dh1Zw+eMqZRCl6xocOdXGs+ospdH3is0EagUKHzFo59mpwkT1OHBXdSJv2OtEHfctOUQ6Z7ojwsMkgjBWLbzGB5cxgJJFnUXdJQv5dCk34xO6pwfBdinrxZjRKCq0PKbQ3a6hCD/Pyjb2K4KKsvQotmSsPiqBqR7kg9zH8yKpMO1Lv6RROQlGZvxOsVuAT1m99bfMyq6YhmRqU5EPc3lhYU09SqC9o9ovwvVVA0BaNEswEOf/96Jyg8aDLQoZRYVPeaRReirXqws2mY2Fz/sAV0Vqvl4yphtZMBUcKiY6dEIWzzwdh/LBOaPpFBPGUY7hHSlmI749YuREYrAtlE/nswY7myrTabkC1GgsDF2jzG3TWedEYLYaTkCV7YMR3s62p8wY5K3jZ2/My75T25YlYX2xsvlYvIOqWQjWGmVV6E5VIsqRrlPr7TZPFpxzRILmq0XrycuoNHIz3DaSogKLlgWLyjdKstzQ5hU+XS7W9+ygvKMZJ8Wzb/UwRZdKtmZjXPwx7b5JXR8fHjbKXvfWQ7qtBRhWj/EW4ymutPaOY3LWq/hLR6MsuB/tNyMOcuRL/ucSMIvocTXO6tK/oMO/qhuH+2OcphrTx6+FEwAlFRySS42/owwCMcCgEbDjAbQ83+8nexneyDbD9uS0awbcYis6g83jXaPFjFrfh23DZjiAoj1XrVWHCY3onZ8oMi/P6to/2AGZKRAQwW/VKsfjYycHxOAltCJHJRmQW/mH78PIKjZufQs+6Mw2RCQ/LXsC/KNzs8z9HI4mEaeHoYMx9VX0sESyo7MrBl7v34fCx4/j6xGkhgdvyeFuM0OSRiJaaWCBUa2Fnmz8EN8ZpPWIsFGsm0u88QeE/SRRuKHnSjr9RtNDMBFUKs6DgNn0VM0cCoYEYlENHWTsad7mssVnomupxM2UDlPD+WANP9J9op/CC8SFZ8FEOUHbo+eOC91RYtr6H1HOUoG95HC37hGG2Jom5tIqOcoBolFXHbI2Sq/dTWFTiXpyh9BDhuluA/Huu8HCtpn/89zvIZw0WKbG8xqMu4m+P/xEd+ozFSKcKaaiCplzxjq27/wVvTLVslRKYLRQl2YdCDgKh5JCWVtFRrJXMG7KLQiy10xLHlNlD5QHCOpwdgNR5PWyTfR3RtSNFRxmLul+E733bR2ecYUaGwd++g8265p8y7RoVNub9HI5tl209xo7XX3+H2VgY74/AbDVMzHoJOyYHI/4kdOGAtmcB89YNw76XV6ghflYKgexOIZCC0rkML/yLcjk//zOiFU8U40OrUH+J6mHL+XI39h0+huNfn8BpJvzQ3mk7YiGilJBCiVcdflnnSWIKg09KW2zShCYr59jzE9T1NRW8WOhLEhas2lXsfXG3IB/3XD0gbp/qqOfpbVswQvIi3zNTiAWDViZ6aBSd+02TjukmD9nbV2LpzkzkFop3/34nH3csHpBZg/IO4ies8bel+mMKT6lerzW6DhltXhzC5uO2fEPAo6TrLb9fXgMHio5Qxj39O/IluqHx319xsvDHfZQXFOMzO+uXwN2Gx+kBVSIHdPM2U3TWoWmi0YP+OWa8EYWMegavrfwJeS9pZDC2VrMwU1U0ilJ0WITMgHhk075p0LIVHs0Rc4iL7g9XlKIDCvn0wQL3aK7oON7UlfYOpxWdi4McCPsycVpIgP+EwrQkSIpSdP4yYhNCO9rH7gIdbkvdZ2kI0FlFhzbbW0fR/V+i50G9JGG9jt7rpPK1NxCVcU8TesM2yARcDTIKP2ZjFjeTHif2N4kZHIimsLajKLjJrBB18Mr0JZj6ilwVxXYjsgN39BUqc6z1CMhWUokBNWGWvcgrGLhhGXxZrARbg/ROml5CTNE5TpXNQEnLWThy6CAVZABVMfPD7Bg/KYeDYZqIxvGJUAwaTDkZfYV6R2g9YrYKgLC2Fwc56F0kr5mFhB6NZ8yRQGiA2NYSVF5rbKcYgbFKlCnZ2uZdmN4mh8CvYosAACAASURBVDcpBwn75kKcfeoabjUchtG9ayNrXQzWZeShsZDjIMYdPAhFR8nBoiIHM2a+C8+mNVGd6GzQeYq/NlrA5DWV5tXoxnlkrpuFOamUW2Ia9mpER/QuspQvWdFhc1549ilcu9UQw0b3Ru2sdYhZl4G8xpoY8nJVdNi20hs7iqR7R3RdUkXHsM/Y4by9dbJNnyfZq2csjS7/XW+lLf65ZTZ39rd1TRNpLGJVzKMFN4WqknVemY4lU19RYvRtzgJTPkO5lH6US/mLFPrXhHnUInFl4AYsE5kc8at0dNII+UzROS4yOWQdOYSDIpOD3+wYpTiO2bhtDWkSDzWWkjYRvPIofM6PwqB/L/a+eAYbepAnbg87I63I/34HIkIpn0ln+BI2u1SsxcxLaYvB/abJoilHKiqTfosK6AzH+2E90KKeBy4odGJ4Wif8vioUJNoTNQ2UymonxMo5vmE8m5xeb/n1ipGuFYJMoyTI4ctCH0N24f+1kITuX93QfvIGvOcwCfL+ywvNhb1jOOtNFlLZpzrPv1H2YsaTKLh9oE0tYC+TePhFvRwof+bCGn8MJ4uLGpkh8td/ttIY0otQdITnk6Fpeq0JzTUJPRa/W7SiY6NoFZ8t8icqOAJOKDoi4X7tnWrjctbOzar1NmjCYopSdGo/8xJaUhXWoq66HUch+DU54tlZRYfFgg7EiT7JUj6H/AW5uWhj2xAVyGEzGmuoEPLxFbrbYXL6cYs4Heum9ehoFJ3CG7hyo5By/hIQG7sPF6m6klqhynYjmnqSjJ4Ayfp5U84dsVF0jMiqTMGdYmSThbKOTPmLR904jaLDDtlZwEydR0weoxpWJCgfX3ubW7YVyLUWWg1TNMvROZ2O7zw64YUGthRhG7pWXmtctMfRmp9LQrcLatYngV8aZuGN/2LnbHYw34ISe5zzJdLzn0WnFrbJXbaha2YhBVLOWIEaKlhaRUd53k7opi3qsifAkG9iT9GR6VNrDZf3VT4JbLvJ+veHfJwm66dHpxdgu8y2oWvCmHc/owsTE3OBClTvS2kVHeV5M4GGWYuDkDtG3R9CyOY/W2GDWfhfaRUdRbhS+ZCwz45103l00qb5IKufbU6DuaLjbLiw49PKbCyqolOIG1duoJASmxNiY7GPKtJpi6vYnAWm/EqmAZnmpLHflMMtbYV8Gy4nF13RFE8Rxp39ts4oY8pjZSFLu0dsBC95X6jebWEM9vaFbKAS9sUfEOF3BoOTqFiINHCZH+jC5UxChZV5Mo9OUC7GaPjz/abJoilFsuozb5Sw5yVx046iI8//CSq0o4TDCl4rstxrvN7F4RulWm9lcvJZYEGb4GSTUEP2+yzcC5eLskjn68UuDgsryArBfZUXhLN+GWpR+KYx6li7nnKIs1YZMcvRYXx4Uc1YXVi+oFYIDXZv2PWOx2drPOdCaPAieMxxLkfH1HOp5EXaCV12oOjYMxo55ob8jsqCgBOKjphMOfLiYKREdLBTl11NMnNcjMD50DVbEJ1VdKRqHgtcbRI+5YTnR6Qyg/I3WE7KALLkWRQFQLRKRd0ahS2U7OtELQLBBTrjdoiUZMfeLIUk+esFEkXQVUKIzBWdxMb6uFH5OdUqK+JxUk7sc6joiIexvvmdqPzt8UxWQwSZsDbhKoKkXBwBIysrzEANw+5phEGmCI68iMEpERDqA5hcSgEIJ4oRMCYWfmeKbZ6KlCdx6I6FLHxqiJ2wlmW+xiWkTwlXZW3o/2984mVSbEOMCWb56GqIpCg4HXhRv96i0KoqGaVTdORiG/YObbPV+w+i3wrHZ7eex4RUCqGU15jNjTyHxqIRMn3qC2rIeMrzYP8Px50p+kIhAonJCeysup0kIAkWvAMv6pPXJayV75RS0ZGLKJgXRyHBe9DH8ErUeIcFetyIxitWY4ixzVYpFR05cV1X9YgJvTNuI0SzH5kwssB9nkHIkLE2COCKEceQt1KSU8pkLGJ4ob/e+ywLqlR9Tg4HNFV0Ehvr11Z+ThMZIOyDk7LC71jRMRPKBA/J1FuYqPFS21iSFSHtZ53F2ZZn2gkRZHS572Ubw49ekAd5rNahyQbNfpJo5oaSoK3mMlgoxMemOAutwaCPvZCojbG83zRZFO1c34bRvmtw+gmq/qhR6OxZzkUjVr6Ot6trKAuvxeMbpVpvzdxkj/Y9U2+BSfi0wJsK7HqAtLDdf3lBzP3a2HiFjXKijks+n4y8wkT2YmFkQzPQVVNFT3iPFF52loqn6GQnic5zNRXdBHw/+au+sEgRHp0ryaEYndUFG9/rBlYsTn9umHuRivboMBltIm6HGT1TJWGO/JmKioBTig6VpkCk7wY0Wawt+6tOSamW5FR56RIKksLnnFd05DKo4d+8jshFcpgWe0c+Pp8xEFHHaqruT7mngVKRR6okt/ga/qErdexgGVkycNhNjNEI/kzQH3i4C9ZTPL9SLUlO0FcS9sxD1wZ++Ce1XLdSHluTUCwLBXK8K7McRlowy7QakTh2WajTJqQL67esDmLlZGJBqYlFwQiWHyWOWglh0lXKY8qgLzY0WayEV+kQUip9OVlemllmom4iaKOal0SdXZG9mOL0d1FdcBv6Ekvdlu0al4Q+1eRhxSorWOY/wV905dM1ZaAN1XDYukw676spZCErJqplvzSKDqvQNYBlWRtL1hZJ0nIomT6JXRhHSj2lDLv4CjsHpJLcqs6DhZBE3QzCRs2eADV+XUw5Z+Iyy95GgWDhO+k8fDWJ+DINK1iXRtFRYr6pWMZSk55Z9G7/dU2FymZaXZ7th9HkzdTuawGG0ig6SoluY78jRgthuDlGrjgo4TL9CoYppV1ZhWepdLmhVK9sxGEJwM4abeyThclYTMoGQ6nwqHqATUPXBn6IPyml58W2AsHUA8C1g5wwLedfyAIvC22LhGWWxgNtHKxS+Umbq8Qqww1F1tuql18Yz+fPq5XolNK7BiHPRvAqal/U0ReNUKrh1VBK6n4R+RaS22xSPARywRbVo6HuJWMJcpHE/ClUcI1N1cL7S5NFMQ45n7MJFRmQjQFSNMVZKkSkLSwiG7GMZell+tHkExaLbwjVLUu43tqpKeeuhULa1fNQvIWFTx9G12TV0Ceu5aN6w5A9qO63vCAe5FTc5QKGbNO3AZGHKPMQijMXe90oYzeXveSWCOMNfXfOkIFqzLYbaiVXuZT2jb8iVOJZYuGQNDwTYWg9UVSOjg2WahVT+1V8iwhdY7JOAOVzJwSqZdyLPBP5j5URAecUHZoZi0UdOf8WRsaEqEnAwt9ZI78EnL5j3oywqNA1Yxy5YwCLo+iwt7EGjBMQsRNoP2ICRsqd6+XGajkN0KV/G/y4MxWXnhyAyNgh1LzwJxxJmIuYlFvoODcOIcXqmisqUYtdJ0thYQJA1KMmBGn13kLI0NfhJuUYCI075eakZq7VfGKiA6NwzM0L7/g9g5yUHfjsh1u63gqyt8RDrkQmhLJR/LpsfT+TiSPUgK89KxNmzcf3O2ZhKusLQhWdfBauQaDSaIWNewg+arMC8/uxvCGp5G6aFS2790dHHJSafZnkoLD5jZyPWyNj9FgJPXimIuG0SS1/uwKhWDo18WojdGLNMKnRaWZaGjJYEzK7jb3Keo2LqegUSvSSfBq3dD1qpDj1Ix54gTUPbHhb09jTpGmrUFI2EYUdJ2HygNrIXB6JzdQvQ2tJLLGiIwvzrHePRjB2vN/ILCB5Ou9SE7mJsePwYv4uTA/5HLW97uLrnBcRMt1faBiatmAOlmVchatwQLbCjyd+xx+bW3F00WQsSKeOidq+DNJcrzbqBG/v1nC7nIm0tAxcELrJGcco0URhR0yaPAC1M5cjcjPR8D2NEFViRUc+JF3t5gJkLXqHhMpVJmEr2vLrmq73JVZ0pOZ7VDWvnbY8vbRIQiPKxa6YrPQpE++P/a6esFca5OzEznTWbNLQAE8W3lkYkXHtT27BzORTQN2OGBX8mq4kclG0YTsWuRFkPbwVMhSvu2VhXcw6ZBh6wdieBbLRyQ1e7/jhmZwU7PjsB+oxplE65dL7HnIVJzGULb2THEp9BplH3NGm/VMUSirmvMyauo6aIZo06WQ9xiKuY8z6yfBkcafSvjhdtz01NWyGc1vFxswWClvTVs40qwIlYBCVQXu+HcbGT0Pn/D2Ua7MLNds9iozvn0X4nBH4y2M/YL+8L0jJVEqDs3FM+QovhkxCh+vrMGdZBjVyVo1BslGinmnPNFI036G8z1Virzf9dX9psigakdfavcVAvPfB26j/9XJMjr6Klm3OIsvij9lTuuIpqriXFE1VNNkZIZyFQPaJJ9G4yXf4Z/gcbDpNOT5ao0ex+AbTCEu43oaJKf2tWIEMQ483ZuhbcscfM8b8DW5n/oX5VCL7bLMi2mbo3n1/5QWtMhP8iSeiDM3HhSqv01PxM4ULLlwTaGjabC57sXfmHYpG8PwsNPebgtF920g5eVJTYeJnbfp6w/3gVmTca48prEdcrTv4PvUDRCw7iadGaPuQSSN0WtHRVJLV8gwbwrSv6DAZagTlm+qLujhzMvJ7KhMCTis6AkFnLkLovPN4c8FC9GlEf7hCLuoh5KI2b7Crx0GXeE1J9mS5LfmlzxlwJAAKvWgWrMKOb6/BxaMBnm7+OH79Lhvnr1GFKGEQ7vjTX/+Cx3KpgsfP/0OdP/8DQRP9lIZyxRqnpNgcbTcPy0e3Ft2rxNAXhUZgN8Wsixc163otjBJ15e7n5huRKZETwhOp47w4Spf6ryGMug2LHYtlq582nIuFQAUjZ5hk+ZWqzP1cvTqqFRZSEQQLqjfwQuDMMPRqZqiRLHUp/q73QrEBIqucFDYeq5iwzT7HuqtrmqDqMBHmNw/n31yAhSJhYNvoIVjjHGHAR1sIgSz7GyZFYIvUuEz4NDUj7RM2G4FFKJ1lt8Ymio6SQG6fElzqt8eYqOno0Uhj96f+IPvnT0DMZ2JXeGkR0X5MFKb3kJtMqu8U9lcENTCTbmbzHhQZp0+oZhvHTtVA0/LSBUcQ7T8H6dQUzbbbtTOUTYfJhkmI2CJ2tWa029g3FisC6uNodDCilLmxamiDEBnHvKdyLpwZ3YrfLMzegEkRWxTaplW2raYmD8+4f1hFukGRiPOTGueWSNEpwJFof8xJt6BD+HKE69uAi19m1mY/ShxPshOaKRhMJiHt6TAkhLUX93qJFJ0CfL9mAnnIrqLd2BWY2UMuUqJdH0mZONoO85aPRmv2MWZMmBCORHmv2FQbu4Dk4PFYeakh/KMXKXSkvNVpgcJIJyZjIQt65qJQROy+qNC6nl9pimloqzkZ5+BSH6+FUaEWaT2UUD5NCBcLZwzOGSaFUkv5Mj9XR/VqhShkBZiqN4BX4EyEmVT6EyzQm+siLE402Bn3HBPMBYOXlj2a4iQaWMITi7MvNHs9bQYCYjPUPdVzNmLGeVLQgvj3e4aeSfKTLLzTb39nJNkLI7+vNFkE/zDyPqJNr5A11KuEvGFamtWdhSrvFfmBzE/U7xSLb9BjJVpvk2nJzbZtvKIG+jXSvEMOe9/kBT0vubQjDBN3PoUp8SF4QeIly4eOx2c1bTEXn7Sv6IgM/Rx2xcUg6WgO/udSB39qRXLAJakKonCDBXVb/h1/sp7BqYt5qN64IwaFTrCVQ4RPGcPrtXThENEib9CHVTMZ6j3gPZMQ5NJ9hj9dwRAolqLDxm7Np9KYHh5KInYFm4+D4UjJsvJd1Wuivsdd5F67hd+Fv1WDe5168LCTb+L0XMl7kn/PAx46XYKsjblUVYs+VM29Duo5+xF6lzC+au6oQ5VrxKFpOt3rmisSv7lxA6gpJ8qbzLdmEU1gSLk599NTaKYR1gtvXAHVUED1mvVR1KPMY2Q7Z6cRs7lRTPpnq1Jdl/jv+I33aY3lgVCRif/ueA9TEq+ifWgcJnU2EVKlQhRO0Ze83sWedxHIFNLaUFlXZ0nO9E3SHIy0q6wT20s6ApHXoaj1U/cEEZjheeMo1Hsd0qJjIpHuKER+vgUeNsBQSe09cxG29AjIwE+9K1vDe3KEuaJdZnRPeAlbt6gmTYRB/j0ar/YeB7jQ+G7ccUXNUi2+GaBmY2Hng7RvdfzK0YLIc9DzX8WSTqXM1UbB9C6ixRuoqfAjmUeJX3HML/LOUVm/Zs2UUGLGu2x5rKMxyyQkFpkx0q/9faG+V75Hv6cKce74GdT6ayt1fALLv4Q9c8Ow9AgzmrhQUTlvTI7QlFjXDve+0mTROMlzNO5Zec1szkKn1qI4fIOUnZKud/5ppKefxmN/7UkFcmTvbyNNOJ46d2E+d7VntJP0I6xtecsL5mMpJFnOQrKcLO6UjWynWRv2WYEPuCCfFSmRhlF2/NsRxszDm4ql8xKQLkSFqHmxeVRFNSIqRTC0CYaRUXNNjY+OvsB/rxwIFFvRqRzTephHySzsIQjfRKFSZCVppik//DDPumLPTbJ2WVogQC71XbEHzEdXBAJCt+x51/DO+1PwSp1rOPABVdT7bzNDThKHsDwRYJb7kPBNoOgl6AozlOdHK+y7xTDYedfewftTXkGdawfwwbTV+K/TIVIVdmIVb2CKoQko+DwKQetOoZ3UFkGOHCm6sWnFm1LVGxHlwp7cgWXzNyLzXmv8Y8xbuLVsBij1TywA1PPfCBy+F8+Gz4Qf9Qg9k8RaINymHoW2BXKqHnYP54y5olOR15Xc2vtTrqF+x+aoU0A9Ig6lIXn3QbFBFik5DbvPRVyIJj+gIs+lMo9Nm+tkMo/CzHkYHLYX12lNdL2CKvOcq/DYWbL47nasR41k65SKflAFBk3z4ioMUJlOnbzT+1NwrX5HNK9TgMtZh5CWvBsHz+QJIXAW6lMzVwozK9PPVqqXUXL/W7vRLlkt1SxWcoNT1b0q1VQf6GDPUOj3GGqsy6z8rHmpGzVz9cO0ST3AghxkRUcf/vRAB8w/rkPAqOBMlBrO6lMD5nvEYFJ+qKYPnFjS/ouXKF9M27eQo/vQIMAVnQq8lAVHYvBuZBquKQkebLAsz6Yt/hEkb+IKPIGHZWhSzLDLo43Q4sW/o33r1mjVjpmCjiHzkJwETpPVFSN4WCZf9eZh26NG9NhdMpSkr3rIlMOMKYcs5t1IpOmZnBBO0vYfQZjo56U0HC2Hr1eSVxL9+WShn7aBs8CTLunzGyvJbCrsMOX8umeHY/vSfvrQQQoXZ20YWC9ZbYuDCjuXKjWwQvx0ZCsWxW/DN/gzfIPGob9QnES+9IrOTMzC0nrxGqOV9HujUAfNz6sUqA/VZLmiU+GXUx/zWqz8ngo/t0oyQApnuPRNOvZ89DEOfnMJ136Ti1jI4xdj5kOmDStZAYtKAkNVGSZrNhhIzSXlKlliIvK38Jq1C9rWJVUFj/sxTzUnj75WrPye+zG6B/0NVs46ENlvrycvI6tEIzWm/NYLs7S9zh70MCv79+Vecc2Nio7UbiLuGO4Uqzx/ZQekoo+f8tn2rcCSVZ/iu0fMFBxzRSexzTa8taouoqXKclZqyzE0OAWPyo3XK/q0+fiKjQBXdIoNGX+gyiOgieN2qsBAlQeskgEg9XzYWdAUjT1ycPFSAR7RlgeuZNPhw638CIiFGXaioGljeORcxKWCR+yWRK/8s31wMxBKJUel43ZDL3Tt6omGt8/i0KGD+PrCbTze2hczow0V+R7cUKvul1mrjNSlmJeQLrQkeKR2C7RpWbeIAlkFuHD8BHLuyMUI6oil+b+pgaaNCnHp/DVYTUtqV12IH7aZc0XnYVtRPh+OAEeg9AhQlav9a5OQnnMbtVv54B2lP0TpX83fwBEoCQLWS/uxNikdObdro5XPO+jbxqwMeUnezJ/RIcAqaWYexrk86a9uDfCXv/8Zjcq8ciHHvfgIFOBixkGcvGot/qP0hEeLTujUgjWgykP29o3Ynn0dbg06oJ9/Fxg7bpToA/yhCokAV3Qq5LLwQXEEOAIcAY4AR4AjwBHgCHAEOAKlQYArOqVBjz/LEeAIcAQ4AhwBjgBHgCPAEeAIVEgEuKJTIZeFD4ojwBHgCHAEOAIcAY4AR4AjwBEoDQJc0SkNevxZjgBHgCPAEeAIcAQ4AhwBjgBHoEIiwBWdCrksfFAcAY4AR4AjwBHgCHAEOAIcAY5AaRDgik5p0OPPcgQ4AhwBjgBHgCPAEeAIcAQ4AhUSAa7oVMhl4YPiCHAEOAIcAY4AR4AjwBHgCHAESoMAV3RKgx5/liPAEeAIcAQ4AhwBjgBHgCPAEaiQCHBFp0IuCx8UR4AjwBHgCHAEOAIcAY4AR4AjUBoEuKJTGvT4sxwBjgBHgCPAEeAIcAQ4AhwBjkCFRIArOhVyWfigOAIcgfJGwJp7Ejs2JyP7On3JrQHavdkXb7Sphz+U94e177fm4uSOzUgWB4EG7d5E3zfaoN59HURZTrgQ5/YlYPuhHNym19Z+uit6+bZHs+pl+Y2H+10Vgi4fbogr2ez4nqpkC8aHW8EQ4IpOBVsQPhyOAEeg/BHIS5uBgNgM3K5eAy53b6LgLvumBQ19FmJNYMv7o+zkpWFGQCwybldHDZe7uCkOApaGPli4JhAtK5uyYz2FNSNDsO3HanjsUaDgt0LcYxNyb4fQ9e+ja63yX9fK/oUKQZeVHcSHafx8Tz1Mq8nn8oAQ4IrOAwKef5YjwBF4QAhcTkLg2C/xWkwU+gmuhkJkLw/ExJTLJJg3wcCE1RjSsLzHdhlJgWPx5WsxiOrXDMIospcjcGIKLpN20GRgAlaX/yDKcJJWfBHpi1VuoYgZ6yV4pKy5exAxPA7HbgGuHSKQEtHh/iiQZTir+/qqCkGX93XG/GNFIsD3FCcQjkBZIMAVnbJAkb+DI8ARqDQI/LhlPBZUC0Wcr0absaZhWs8YHCMlo13oXrzftZyn8+MWjF9QDaFxvlBHYUXatJ6IEQeBveU+iLKc4xHEDDmK9msn4SWNJ+rMykEISv4ZeNIH8YmBaF6Wn3zI3lUh6PIhw7RyT4fvqcq9fnz0FQUBruhUlJXg46iwCBQWFqJ6dZ5kUGEXqEwGdgYrBwWByeT3RdGxM2ZFMah0io6dCaVNw+sxx7iiU2IarRh0WeLh8wfLHgG+p8oeU/7GhxqBYio6VuRmJGFB/Ic4kSPFX1uqo07Tl+EXOgG9ipVxmofMRVPxXuo5FJIB01K9ATpNnI9JnZ1LBi7M3oCps7YhK0+Ka6fnvQJnIqyXGAZidhWe24eEVZux55tLUkw+3eXyKBr9LQDTw3pRwqwVl/bMxfTlGchhg2I/12oN75BpGOYljavwHHbFxSDp8Hlck+6hu/Booz+j74iJ8JPvo2eZ0DL2s7rwnhyBQE/7AepC8una5diheye9gLB9rEFrdHtnGPw6PQMP05j9Qvx0ZCsWrd2JrJzfBCzly+XRJ9D4+Y54e7A/uhRrbdR3FJ7bhbiYJBw+f019t0stNO/oj2mTeqDRHxhNrMX7sfR9YS1cUKt5R/hPm4QejewkGVACdkbSAqza8Q1y7rnC45H/If+331HdBMNS7b4D0fBZkkmv8ERw8lS8Ir3Mmrsf8yctQLpMwzSf1t4hmDZMDLnRXtZTKxEwPhVNwjbjvVco8QBEtysjEJVyCr8yrIVnJyMi0BOmKyzRS+LBM5BIlUiuEf7cdwQm+tl+T/k2PbdvxRKs2futSmcC7j3xZoMcfLznMM5fk/agDeaUvLorCrNWaum4OTr2fBW1/puqo39L9Tpo+rIfQicw+i8V2sV72M7aCC9hc09Yhc17vsElKW9FfDntsyca40Xv4Rji/Vc8ZTpeK/K/T8XS2K04evEXdZ8L2+kxNGj+Ct4Y9g762hQdKI1ASXvg5A6sXZ6Mg2fyIHEkVG/ghcGTx6FfKxPKuLAJwZP+hZ/wFN6avwQDm4gzLJ6i8yB4KOMHiYZ5tsU/gvS8TyGG0ghlEh0k7jqh8GNhv3ULQsjozsR77JBcCZ47EO0DkVUEI3mqzCmKR9Klvtt0T5SGLu2NqOKc4yXDrIR0f2YlBo39DHWL4tciAyL+GYeYxIM4IzNtOosbtP0Hgib6wctwSKRNewOLL3th1Nzp9s88ga0x+SMRu07kKGcpky+6BYVgdOdGJmGdBxDtswQiWSZDIcui9lQpeKdepnJB/fZjEDWdnfFs7LsQNWslMoQz0yLwNmW+BUcQ9e5m/GnBMvgp7mnykL+xGJe9RmGu9A7ztS4hLWpkCPWMoHHVaQrPzm9jsH+XMjrPSkhrmskK8t2yOCT9R5U7mbzbtldPvIAvkao95yQ6C54yBILIyOa59n3E7syS5AeGfVv06vl/yPt8j04usy9XOLsWJduNleGpYig6eTgUOQqRh35D/ba90PPlhnC7fhb7PtuLUwLxu6OFfzQW+TmTyGvFqZUBCEl7DN36d8PTtzOxdesRXLnrTtbU9RQ24iBrlcUyD0vEr+3ewZgB3VArZyvi41Nx6lfgca8QrJnT1SB00veSxmFq4kXUaPk6XuvyNGrjOs7u+wx7T4lMhyUAj33xKJamuaCjtzda176OrI93Swe6mKS88pUvETI1CblPdUTPNzvAs11z1Cm4jKxDadi6Mx0X6Pt1O4VjeXgH4funVgzE+H9eEbAxnxdt8j2zMHLxl3Br2Q1du7RG61at0ZDJ09fO4FjmIXy8W2S2lrqdEL48HB200FCiYtKEcCSd90CL119DF09PtGtehx4uwOWsbGQd24md6RdIIHdBY99YrAhwZm1ksiXM1oxEyLYc1G7VER3a07jcbDGb0vM7rN3fGP2H9Ua7Wnk49tF6rE8lJQB10Sl8OcJ1A6Z35x1C5KhIpN/8I3pGRGE0KYa/EeMeGpuDrjOGw7J5Eb7pGIdl2rCiku4k+UAAJUPvpWRo9h7rF4j0mYljDXsigMbcCsewITYBR67chUtjX8SuCNAkgbM8imFIuNgSQVsWoi9hbGbkRgAAIABJREFUf2aNP8Zso1wOS1207dMXr7hlC7Sb/0IYNs15FR5aBncqCeOmJuD8I0zJeJNo6jYuZ36Oz/4jKj2ma8qel5PUGT038ULXrp6EPT17ZCc+yryC/5Eq39J/PqZ3qUVk8ik+WrcDn/1AiRCWhvBZGIOmSSMR+6UbWnbrii5P1wZu/4C0bSn49ibwSJO3ER03Em1cbuB8dhq2xW9DOhHuPZfG6Dk7BuOKUMhLugymz5mtDRMGsldidGgK8hqK827dqh1EkqZ9lnkMe3fvEo0s7i3gH70IfrqMfeJR0cGIOvg/NP7ba3i1Qzt4tm4IcTsdQ3bWYezc+SXxGYsJnyipQMkOwlBE7L4oKTjG2drhi0zoCkrGz3gSPvGJCJRiupxXdB4ADxX4AZsnM2a0wXNPuAI3L+BLgYcSj/GJwbLAVnpDUwkVHeulHQgbvwonBGuC7WVv75T0ubRpr1PIIH3nQXrSTPdESenS3m6tQOd4iRhKKej+1AoMHP9PXCGScqd1Xk+hoTaShpz8f5EYNDMstXkOIpl/Kco5xCd9YpYhsJVsZSnAp2E+mJ/JGDrjv2sQaFNFhAyoO8IwftUJ0Thmc1l0coP6Mwmor1M4rUCWmnBaO3uqNLxTNOil4LdGf0HrBoU4eyyb+CTh5BWGJV2PYnLUcdTt1h/dnr6NzK1bhfOSzdd3aQICiHfl0ZgCNjfDBwkBYnhqwacI85kPERZ7xVVKSIuyDJHnjpbdgxDU3xNP168JS34urv1wGp9+lICdB6+jWcBCRPU1UyCdJbxS0Jr0CeupNRgZsg0X75Li2IrJeKLs+d2uj/DJOTqQUQevRczH0BZ3cflYGrYkpeDEVYFAEbp6MH4IC0FyXkN4de0Kz4ZuwPXj2LrtEK78jypaek3C/Jnd8NSdXJzO2IGNCTvxJa2L5fG2GLEwCn1lS5BTa+EsJpXzPqcVnctJgRi+4wmMWTETPXQWDSasR2B43DHcIk2/VdAWLGQSYVFX/kcIGXgYXdbPQw/pVuup5RganIKfa/dE3LZxaF3E819E9sI8hCE5/CXVCkLC4bShxBRuuRJT2ELKkipyCptwvTvGLJ6CzgZrjLjBk4UEYLi+iGnJs9FZsRTT3LZPwqDV2aSsuMCl+hPo+cFKjFKYnGaQeXsweXAcvrrjig4RKYjowMyNzFqxDGGzd+OipQMiUiIg/FneBCdi4ffeWfSIjEX/hr/irkc9W68NMd7lQ4ORQiE17q9F4l9T/yY9nY/PZwzE4luDsWTem3iMJGePeh42ViEr+0ZoKm0tvUDliFzz9kzG4FVWDF0yT90wyubVYFa7O2KSQtBWMy+G91CSGm5ZWikKgvjoGazxH4Ntl+uhz5L1GCUcCKR49JqJCz5S8rX1EGb7HUSXbeF4ydEgHf1uIjhcIToecrAj1q70U3MjCOOVAeORTETwpE88ElWpUxRGWwUhZWFfUmLEsabfcUenWckIl5IRRNo9AM+4bRgnE66gUM3F+e4mwl9hNpYHTkQKIzojfvJYfn4S3d+LwVjZQ8iUn8DtqDXCG7fXLkN6Hq2ncqjmUW7HUBLUSNlxITp9pC3GK1WuRIU14r9dMeIvB7B002lBmFMPeU0ivt2D2hHQJfjdTKjL24Hxfh+iXuhiTGpH+plLPdS08drkYc/kwYj76g4sLQKwYZkv6kufZ0ro2MN/xuy4sWhpzYdLvZq23l32jQHxyL5nIRh2E5+QCbdkAiXji8MSzpFG2hLdg4LQv41kaDiwAbEJzHjDBqenF3ErlFLReQA8lO3p/zXuiYio0YpVO+9QJEYt/BaWe1dw5ZYFzfzXYqVq1gURZvFD1yRjRPotZlX2R8iQVyTjz0lsjY9HKlm0GLu2NPM37GPRiFHs5+hdVUXRqUjneAm4BlBKurfmZmBZ2GzsvmjRnNPySGQ+SoaSnuS1Hy173EWBfOG3Fty7coXOtWbwX7tS470gD9D26QhdR4pMo4FIWD1Ek3fHbGuR8JmZjlsu9dHePwRDXpGMLydlA61AzbZ7B8VQdErFOy9jw/Bh2O+pVpxU5DEal8VSA6/O3YjJnhIzJi/D9kmDsDqbfDttyAMa25vOxjzsGO+Hw69uR2xvSfYi79L26aFYd+JXNDIprlIyWsynvTqAzjrGv+0bxdk6Z17zhFdpSleWktaYwVKQSdEGw2PlwjdED0z5ifgvuo74Cw4s3YTTzBArn9caWcRCZ3m1J7wRq1TgJPqcEYjttUbA+/ZaLEvPI3lFUyWU1mVPxHDEMTnAWOnSwVqUaC9WooecU3TYgvf7GC+s1m5u7SxJmFo+FMFMGre0oTChWMi0boaFlQ4/v6x+2BbSVvNzPj4KofCBkx7oHpMM3U+6l5xArM8CuEerVlCFTe0YjwHxpJQ00TCbfCK2gXvguV60yJtdTHGamX7HjjUvC4t8J2A3a3NRpLUvnzZ6H9Dn9cIyPSYyukNoE/YJyOgvXWy+/ZD23HD88cBqfCZYSKqjWff3ED1OHwYlH8IWsq58Ir/g8gYMH3kWrw66jWTGYJlXioStQZFxBiu3zCxrOMBVi8x/EP3WAjwydS6e+fcmHM65g1r/1wfDNKFWRWMmr+U9XbWl/I9CKJTsJFy0FZjySfDsE49HJqRiXg8mdLL13Y7WyZIHpjSbyUaYZmvkg8weWgFX/ICiELpqFFLpeY/Xo5Ay2VMVTmuQcpdMyp0yNnHtU55TlaSsRb6Ynj9Or4xr56IoxqTr9IzDNklDEjE6h7/qmDg7RAJo3GtEb6fg0UzAOddOmJVMCiGDjdGD/yZcoH9qlTU2r8EL3REhMEtWxcdHoHW9QKoqD/ctadxE0WGYzSl4C11zkvGhIMyS58AzAAvm9NWFKSlej4a+WE0WxCbCApKC3Gcjao5ojW/iybAgRFHWx2thSzBV51VUFZpWQSlklJENIiVQdIRvzsYXdcwtltqqY1RGTS8AlVLRua88VFI8DtXUz1MwEoV/h94L56H3tcWiQcXI/0ug6FzeMBz+m3LtCDLaCnlaoxLbAiV7jpFPlVB0KtQ5XjLGXjq6l74p03MbzXmqOadr6krMi1b98O96Y+G83ri2mMJ8U69rBHx1HqLRoxA+q8nLITAldjElwh+bcu2UWNcavbRnj/Cs84pOqXjnhTXwn3ILk3QGZvUMV5UZzZplLYLvhN1kQCWlbxPJhWRtYmvTc48nkgWjoDp/ISqi0Efl1eynEtPi55jxRhQyGhOmZKyUjVwlo6ainyotrbE1mZDqpvfyWUm+GbwQ7hGi509Wgu9ojDbWQ7PRZ/YhkClPZ4zLI/k2ILMH1gieSCna5JyrzuhKWpRiGHcleXUL3etwLcoDvAr2TqcUHWYFH3slCEmkfdht7SAd+odIX2hGAtdKRvl2LiaorGq0XhJs1ZvYdwaSdbSh72okqJzC8Bba/D5Z6KcTNKVbJKE5mwKSglJIsaEVFsZ+NVgRJM2G5ChcxOYQlPIutmbmovofW6FRDXrrzbM4ln2FwjpMrLcSs9vnqfEWgG3YOJxwsaBN0GrMpriqNEEbv6f3SNnxVFnJ49J91Wm4P/YSpsaG4HlrKmYFLSbrgUb4ZR4l2SPlrv27Ayok4dgnKgfN3CgPqaU35bYcwI7PfsD/yIK+mizoLAzXEWYC0yML8D0mjO9i3hlZEWQbcxd5Q+QxiJ6pqJMN0dOvE3BwKw7WHI0NujAwKY531Q58c6lACBFi8ah/85uIcf1amefGCOeEZE1WQteYMLsU9eJF2tBfTMEKRepNjUIoP//8BKTO64E/XCEFgyxT52wqSIlz+6i1TLdkWX5rO54rQrkWjkBBMLtAnkQ9RqsQhC10WMh6OWOG/vs7I0HjwRSYKGnfahli2dukDXMgZjj6fWCaJnaaHTAU933SxeBhVBQl4/o44lhltTYXyNs3HDuvuaNO90isHNUcZ6SSz/W0XjZ73jfyqvmFppG1tQl8Yz/AP574FqvGTCVPaGOd9bUwcx4Gh+0lgdxolS2+oiPSeC4GFFGOOm/7GPRb/R2BSGEeWgGolIrO/eShpB2j18xv0Jly9UIU1y3DKxy3Jsp/Uw09Ov5fbEVHXIfdzxRRjtqaiXn9w7CXIj9U409JnxPpu2wVnbLaE2xkxadLezu2Yp3jjviK+e+lo3v1nQLv3eepqwQoGO++6ayPUGD7NPwWJspRC4qMoQr4ylslGehOsCbMTNjnu/GMEuVhOy8r8aT+xJNukmDrpTOGOqvolJJ30h71IcNzssG6LJ/xeoOQPH75vNFEirDzccgp+H4yB4o9l24XBfc7CJbDx+lvJadFCRPX5zFq1Rz0MU/ULBlxGZ4qHa2J8sS/X6J8bo3cfDlpNN7HNCxTvN6yQumiehhlOUMbhcOUc//96JwgGTbZWGVl02BEUxUlWxo1W4syAauCv8QJRYcdYP644D0Vlq3vIfUcxalaHkfLPmGYrUvAtlJISXcKKaEZ6zwfecjevhJLd2Yit1BE4/c7+bhj8cCjLgZ07hYITfNY0rCHazXhx+r1WqPrkNG6JH/7mMrCqrz5nBu7I6Fdfwi+JHmeyG1b1wvvjOmD1ndIyTmWhZzb1Nm8kx+GmSQWnoj1wQL3aDUsSrbWaIVmmYkKoVJeOLFyMVYIOQUU5+8zHXM1eJsxIfFvuSKzbJmGRfM24lNSvn439fQUQZmScKL2vrDiRCyzZBUoSoojzNTQHFnAkw9sg8AnDINc/0e2YVdaDnmA+sG/i7aghGhRG598mYiBEudbPYvquSdwWlJ47MZas9fayQMxn7kqqCnx0LLwr4Tgycz9ebLUUNilrPUL4VDb0HS+FLrGFMWEP2JWx68wa02mkI/jUr89xkQZklWZcE7hmr8oDE3E6Ns+Wk8DKzk8GN++s1kNi2MTkAVlxathIhDRPf7Ln6LEfBZaIF9yCWMXg8IpHpaUfmTjkbRPKWW5NtL4meVzN3nzBGyl/QzmQRuBR3csJSFEyoXzGot5M8VEWeGS1roGhQrKB7asbD/JDCf9byBp/jLsyKCctWpFe3qcrbom7IHjbxRtWVQOLUOcfbEUnQfJQyWjxuGXdUIhOzB9Utpik4a2ZEMVZMOAdg86XV6aCTJL4K4zhthSoOJRVt5b0udk8imrHJ2y3BPCRi+jaoDOnYUs3PrBn+Pyepcj3TMevcAd0UrJcxHnwy9rjZFWHJrtg5S2m9RwLFyhvE3yzlK06vNKFII8XvEMyexhyKdZ4i4Z++xxUtVIpQuddtqjU3reOej8uxrZRBznBQoFHk4Hgjk/lOlSGxLP9mA6OmkUGuFFglyTiR7K30tDi6qnyRxNStZ/rAE8+zswgto8XNa0xrBYhbq66CTCzH85nlqqj3iSzykS3KSIHVnBVbFl9wz+9h1sVmLjtbzBqNBIXi+zVgk2a6EHwpr/Pf6d/h0FIrqh8d9fQRtjdSb7wkCF/sUJRYcR9EKcfeoabjUchtG9ayNrXQzWZeShsSEeO3NeH4TtzdcoOnKozC24txmO98N6oAXlkVwgAWFd00TbXhWyYCooSq8iP/c09kRNw+qT7JVOFClQcihkAnFu7I6Edr2iQwZyswRBB8vMvjELMzXMxMwFKxG4cHj3ws2NH+Kj48eFZF/rH6gq3ZSFShiO4NEhrVLLhPLJtdmHYueEv7X+Ehs//AjHj1ES9hWqaNasO96LHidW8nB0Sevw7PDtWNpPekD6m8yIHWFWPEWHBkQ5FbnXbsGlZn19XoZgtUhFtU5TsHhKZ6UqmtpckTxiVJFGiQvWzq1Yio56gKmYkoK3aDCm7s6Fa5sgyoXqi5vk0Zqw+6b6TSH0IBT/eTEWawKlYg8sNHOfFS6XqqNH6Ltoff0jLFu6m2JxDV61vO0Y0281vjMoOhcHafu42Avlk5mhXGjBViBi9BCUO8bmAJPXTn+oqlZtXYhkUbRSpmsjKVrXZO+WlpGzOU5Dk9Qk7Eg/geMnqZgD+bta+81GjFz8RFIaq2m9P0yYoXAqN/Y3v9+RmrQD6VTQ4GsqvlCtlicCFszR5J8VX6AUcLw4yEG/G3mdDNZapxWdB81DJUXHME+maGx/juVjalyjZt6bYnt0GF6JaKwp0GBGggr/oZAPMYSlmM9pwx7pA2Xm0SnTPVGWio5zZyH74oM/x9koypnu2f6bBcw0KDp63ssUEPLMs0I0OjIXlWIj/2SjZnSU3smg6CQ2dtBDSuU9+miW4nl0tpWUd34+A28d7Y5/qWEW4pYTPLnpqGMaYSML02r0jHDmT7iKICGCQ3cQGxSg0tAivTcvEytnz8POLLnCpfkhVZuMXkVGISmPlQetmfAjpmQE5WKMsZ+YfBbojDYst0dVdJihfHvrZBuZWeZbemXUHj0JFGqujLIdx0KRQ3bh/7VohUdzTuLMr25oP3kD3nvVJvzFkQRZ4X53UtExhhJIeSsFWqFEPSxUq6q0GVjokGKlFQ9OM0VHFtSf6LMESaNaimDJXg6FCHLwZXo+nu3UQlfhSnevErpmFs5gO3ZHQrv+EGynJH5b6lICcneqGkeFrSh1GreZR+eF19HepE6vLaFKlonv/4rQLWTBJlqSXY5kascuDdNR8ke04TZXtmH0kDX44SU5xENO0nsUPbVJ8SQSyonqprG25lKEkIT/u2YdZGut7MZ2hBm5gAQh86bFC2GCK1v2mNjmCuWlzUBA7JewelB9rDv/D38euwZzpMp7wnc+f96m4AE7CA/N7oPZLFbSXu6USY7OabJWeHR6AQ1s5m0Suibco5aTvuXO1rsmjm7LwLXaf0PPl27h2OdX0Txgtr6sufDdXArDXA25ub2cn9RYG9apCLvyYSEqW8e6aT069kI1HSs6DLul9eL1wijNyFzRUS25RYeOqsCV7dowTzxTIh9Rq5DJHjVFmJW+rRQU0IaJsryycHxWT82FkT2cekVYtbjf0xU+Kb6iI+yJr73FsEZ7rN1KRUq6U5ESTSy7cKvTis6D5qFimMnA7Ld1Cp2NQCecoVKoqFK8Q/M3pz06TLhchloUJicfAWbQnlruRzmhv0A9a4r3nKuBx5aVolPWe6LsPDrOnYXiMoqCfPme445kofKge8032fm0vTWSlaa8Iu/NfltrZDIXCmV8bEO62BkXhNwxmvxhpiwsq0Xn1yhIEo3JxCmvwo8KDv1iDBt2VtEpJe8Uku5PoE+yvlgSJd2ITZTN8mHk813Dm4VwwK+6S4V7NNO0EfBLQ4ua9xbewJUbhajmXgf15N4bZDC9lPo+ghdTMSQlJPxB0BrjR7Fwm6PJN2c8f2k9xOtymDRnQRGKTto0H2T1s81dN1d0ZHoyhkJK8rSZsiV4jmfhXrhcJErK273YxWFxMEfoVoTfnVB0REvrgRe1Ll2ZGWrdlrKgoNms10kY912D00/0wRLNRrf1bohQMGUgNDXfUA3JKNCxmuCfwMuk4IGS86AQjHNjdyS02x6C1Lvm+F58lHaMwtXYyG/iElmZc34Ty2x7hW2iogNaLZgxwIm4HSYm7SnXGUoCHLMNv9R9Ad4dauI/qZ/hB20FDuVGmXC14S+ywPYL6r7QjZ46hk+/vIJHzMpmygKIonQ4Ij2W/D4A8Rf+T6gW4u2WJuX/kNKyiZQWmpojzJS1MDJCyknRJt/LzDR3gFR1jSXpj/wKb0lV14qympsmpWunZpqjE447UzTV0aT7lbhWi14pV15X+BOOHz4shCh+/dUX+J6KUzTquwiLh/+fbaU8spC9EXUPIVoXvizYapQyJY9JgxHbAzNuh2gUXbb2VHxjnqo0CWOS36fsLVtBnXn9+mT2QkpEB40gLoeu3TOEXsjhE7UNirJ9WinbtWFMmISbgVE4Rnk2nai09LV0KrWpqy4nj0VVyrRWVbHa33FYmnRCx6fP4iCVVr9FvGChUrVGel5RMrRhlMVXdIQCECMvYrChmqIWMVnB1RVI0a6fo/LSD5yHSrQ2lfIUNHmRjCf+s5U+F1Pej9rwweJXXRMNGBsbr8Bq2UpgQ4JSgvcFLa0685xcWEZfxIC9vkwVHTtevuLzK4FQyih0zbmzUP1eeZ/jDs6gcqF79ZvMqDrxdpgul5itz9RbEzW5Kkz2+CdaScn24tPyepgV9yFj2aCP4ZWo8WhIRVIarzDwb+305VyLUhQjKB3vFEPTF7jOwnqyLqhGGzlkXWN8EsatVj5Tqo8KBR6icGuUvuKtcDspRYM+9kKiYrwtBS06El3Y77JxyVlFp1xoTTTsftpOwyPZuCiEr5ex+q6cz6yE/NqGrjHDzgL3eQaeKNPiE1TFVmMYksOlzQqD2ayFDCh9c9B5vKv1NgnyU4GS7+4M9BX1HicUHdFaMOm8ryZBWj4wNLGB0ma9qSv5KQtPTTTWbUnQOkv5PNoqH3Ixg7uGqm1yeI9CtKLl5ZO/LNFtSmvuLkx7dzGVd9aXaXRm7I6EducOQSv2R3jj/aNU4NzoYWCWkQAiooRAsca85rJe2oP57ychkxKYqjd6HcHThtk0JFMsKzYxl1Jjs60s/6k6Gr0ebNr0UvaUqUnvTpAj1aqPDo4Sq8Gxy9A/oEjMWGURP0rsv24o9S2Xjb2jSQSXPHa0m0TPA0s09tsJz21iQqMwdioHLZZ31iGneHSM1lnlLpPQNRZyE3UzCBvJCq9E8VH42WIqL72LlfAmS6+ubLkJVNmLfTF+FxXs1oZJae8TEv6T8MdoNXlbqTinWJLlWGND1RS2j8JuYoyGGQoV3K4M05SEVr10qtJoIhAJlW124NlYtbeDUk6dSl5qqyPmE1YDmBnXplKLfVpxZm3shsHZCyuksIQNHyzHrjOsiVBrDJkeZtKIWJ2rfg3kJPBd5HZnjw+RGgEb5iBbI3VelpIIlCzkwRcbmizWl1SWP6fsg9KUl37wPJR5NXeMH4qst5OlsvmSoUPraVVKQhsU5WKHrhF4rKrg2AsYwowdJq4yuXw9i2nX9a5y9JxUlZOq5ejLUtMnnePxjvlm2e+JktCl+TidOQvlBOfyP8cdYVkedK9sTFrvAJx/N0HpXyX8wjzFQ7PwtuLZELH//Hk1BEopFW3WBoPlRK5rKlTF0pItq8Y29sIQbNO2w1CmLxkVqVqrTWl2p3N0pJeVhncKRV7C8c3rkfpeiLLxSVNxUTYoKdXppLLGi6/9w2ZfsZGdWelPETysYqiKSslp8QJ2rzmJ/xtkr8G16rFncoGjs1xErnxoTTjzd/0Fa5Vy42Kl3R3PasLcleI60ITg2yo6wr6cfgXDlLYRYu8ioY2HgRbthabbWwsRAzIyvnUYXTVePbGQzqP6fGRH27aC/u6UoiOWs01EYcdJmDygNjKXR2Iz1UZXrJSa3h/Ghlky6O4tBuK9D95G/a+XY3L0VbRscxZZFn/MntIVT9EGTYqmJOLTd6ji2lKquAZkn3gSjZt8h3+Gz8Gm05TjoyFakdkcgccL3vCmxqW3z+5D2qdigyub5lSOxi5sRJbET1KunRAo3SE4vTmyLzyGxi30PW9Y3fbYkBnYS6/ReSzo/YzgR1Cynz6RzDmKKPzpCBLmMmxYbXTVo+LU08yN++8kRFNCnPC40xtfPRDycyk36/dqcK9j0uPHZBBsvCtmRFKfAqo/Z+Jdkhto/egmN7W6g8/fG4J5J57F6LiBwLr3sfOP07FCzndh5cEHJOKPMbJLVWbqcj+U2lQ2W1sNSjMoM2FaooerjTrB27s13C5nIi0tg5q9Sk26NIxEeNOlRAwf/xVZNuQ6+LI1GdQzShtipgVDivk91gyDIoLheZ16C8Tuo5LHqiVZEdZsMJL6I7lOVpm0UHkvFt/VY2NugJydO8Umn7pa+WYCkcT0d1rRlprgsi7McsNM1gBXySlS6v3bKYFqj9jKem2cIGqWLJn6QQSWZVyloihqwzonHqVbCnHjv2lUrnoZMqgpm74PSwkFSsb7Rs7HrZExCNEmwLFmvuOmIoHxNF25WmmkToeuqfzpgfFQ4YQk73PEdYxZPxlCOw0pfPB03fbo378ZzklNBC0UtqatGFh8j46ID9sfwZ94Iory4pSCE+zvmbGYMD0VP5t56op6jvX7iUzHVVdzGjdVdE5uwczkU9QFuiNGBb/mXCnbMt8T5nR5cstMiEMbheDXnCyy6+gsvM/nuKM9Wx6yg/BNZgAaQYbHzbb9+lgvrojrY7Ce2gmIZM5aVpxG3fb90b/ZOamxuXm/wKxF75BAv8okX5QZpoLxiWcU5ukaWEoNM9OvgpUCtm1g6nzomiMs2e8OeafQgDwCO9EeIyaMRBcpBF8+s3MadKE+YT9iZ+olPDkgErFDWgGSfJJyqyPmxoWY5ACTUfyddWi6ytBypMS0eAXJwUOx8ns3NPHqCu/eXfH3Fo1Qz/UOck9nYMdGahZKkS2/U0Pw6KXj0NbJ9JLyoTXWN3Asjr2+WjGEiYbGnbD+f/a+PK6qan3/+XQiUSjnNMw0NbOrdq30Xm+l17IsTDP9Eqg4YKKIiiGKiiiKgqAo4IgoJg6YEhcyTQpLzSmuolnKlcoBMylCRQsV8tDv964973324ZzD4LhPfyV7r73Ws971TusdOpHu+gJwhGQ51+RT1VRVx9ARUhBiv2+MHiTL3QrEZvDqZvSiI1OfP1rZC454eKfd0lIfzBz/D9Q+9TEWkt54upXYJ8keCrtzn7HP0OEEzGIEhwn9Kej/5Z4tf/A5IEcpHjBIzq2QlkzW/u6FExHzJSu9zL3IP/cq3cxMDMUGofkbXRmgSU/qwjutG3naZebOGmk90m4oIuO8FR3ryXO7eyEmxnwpNORjA7PmcuMRNUNRiUmYhPW58x4Ghwydea5C00huMVThg/JKrv9BncH5j7m09UH0YuVcmWI8G5itc3VtPo8dC+ch5dB5XOLC3vR/rAqdW4d+GD3JW3Xbw26DImZ9gO9+K8Ef4gQshnBCnbpN8UzfsZg6XN2fpyLuUstmAAAgAElEQVSyFG+aDp2/VMHYVkagjtId+gXp3i5xR4qMwpRFCfjoWBFMbm3R6ZGLXGnuv2q5odPQKQj3UndX54yCpEcxNzWQ7iHofRtd0y1nJSbs838py12HyWEfIk9qU81ojAppzPHTYdTU1XpHBEKWHcIfderASagM6NTCC7ErfRU0qfkq7W16SCBWMYcA9yeZvh8WmtT+9riVMTiFIwhfd1mAFeM6gCiMEgVTMDF0gzRni+7HVkNcSJhGByBKPH80jxZ9KIlf6tWUT46FMUi52Bo+0Ys1PZgqohD+b5Z7swPhU5ZwhoR9P+XeUD7UuvlYse0kfr3KlxHX/TnVwaMt/oWBwRPVtz1ckmocdp4p5qo3WjlNdGYbovk/vDF9spJXVNLQ4UDIweLgBTj71iLE929O/1CILeOGI+kHezBQN/LV5UV3AA8V99p3UyOECAqNlq8yQywydjhU/ZQrc6PDbRzfTX7S1scwNSEIL/CHgHpEBOLLelp5oNxpnfcOReOd0C+pobUdP6Wzq5Jzr94zoU+XomFm9VbZylLvLDluYz9qhO75sv6z6T/90EhmlPhiU6MQxAUxeUk8aXEwwrafE/gRVUAdwiv5ql7GXKNrKv+boslzEZfIyYNJ2PrYVCQEvcDx9EPR7yD0S7uoUl35TJcuq8g7pa2QS6OfvOQEV7fWaPPI7/g+l1pNSErOE3j+7w+jiML1f/2zIZ591x+TFD32VKeRqjN6U2uEFFX4tCA7KqtTksPqlwObsXiN3G5C+ibpHm26+2h4ux3nvoZojW8augI3R61CzFuP8jJzXzQComTd1YmaMM+JURaK0jN0eP6n0plJl+40Oh5RovF8/SvMHhyB7No9ELoiFKr2cez1CvaCZ7nq8Z2a9ETI0mkW49iB5h33iN2GDg8EXxmLanihXhO56zjzFHx3rhGeb2+9pJe5pAiXrtGbmqpaZVcKQflk6oQy5bceoL4aVKlNP9mXPLSFV4jsdd7XQm1l7pXaES4JrhgXTuQKOTpsFCpE8Pd/4tnm8lyLcxKpi3gGp5yaSInvOjYCM3o3l9bCJV/vbo0JCbPQ1+F68Hzyde6Ls7Hg/Zfg8OsVLpwPTdzdegISZvWt5rEVH5b2hNvACvbZjDLa5Fq1rKZ866+mwqprZqrqx26r6NVa9dCknkpsWY5He/6/nP0gHRq13V7Ay88/phZ0VvDUp2+W4/UDzM92VHmrVUMQNiXlrnBVTqsKNGz1nAln7UqpM+qJCZ0OHYpK7o3ON7ir/hWX8Xb0MowmV5xju80bFxudhiM24l08Vam1OLRw9cN6+1WF4fReve08lAnpM1RXt1UrOexTpMkKz2/lgSgrKYHJVaYFM/1/Of2/jdMK7XuVn0Fl3qy+M1GZr9t8546T4xXPuNronjlCwqj5M3OuUnNut65jEaHjGGWhmjyZy/qMOAdV4juvFAmOsAOc09Wpfgf0mxIGP93ypmUoKTHBtQZ4U9V4p1XhxSX7iz+mu7ne5PU47lfRmWdO3IgQLDvAHNzU+JkctVPCdByJVaBFHn5RJ2X/o9ZLbZ4DnQeqjdaUY5eRLKd2KqptFwopVKz36EoBSW/R6tLc0zTuFdRTV661dy+Ez3G6ArU0sa53VwbZ2/uOY4bO7Z3r3fV1djU7aieeDp0Fb0rMOZUSjrmZN6gktJgIL5TTdWOltKlbqKM/LvRlJ55T1Wl3dBArz7NOyaO2wI2Vqa7E1KppFlUfxqHy0lX/nDFC1RDYNfNNROX3t1GK1do3eC/YdavhhFWbm/G2gYCBwN2MAOskPwo7nw7FLF4gI3xuJm5QRcQtqt4kjq2RC6NfcAmD503FvxtewlfzqR3G/1qp8h8dG7FyT1eNd1bum9bf4kO3F1wajHlT/42Gl77C/Omr8b97JAyqutGq2fGMvWD4GoZODVEZK8k6uSRY0cOEL198kDrl8g0NhcpR35Fnqd0LaFnXwYlcz8fRYwW4STdF7V5oCbtetzfWXKha8p0jY1ubfjsPhA9iAWfV8WPes4WYt34/zl5iVzwNKSRvMsJUjWsV3zEMneoA/ZaNwZcMpg45bTrimUedHfxuEfIO/ojLLHSh4zOw7/V28AgfxIVDGj8DAQOBexgBVolqcgmCFVWluCqvB1+kZsRBYBK5Mr+Dke9gexfW30S4f9YW16nMoJV4pzK8s51HOKpNNKvmTMn972xHlzSx8bNQVCgB90QFr0psz218xdgLw9CpQfKz7GEixFo3l29wSqgM8ZCobPtix6tjrnb3suAT4qOy7YsfrnBq1nrcVGI9xRTa5L3yN/xj4EB0bnADF75KR8YxSuS0VmTBMHQqgfJtfEUot37BntSWapmmOnerWoY0BjEQMBC48xDQ6WHC58M1p2bEpJBXcsaW/U34m+Xz1ipyVvI7Nl+rBO9UN5m0+QUHHtDp/cbJ4vNyjzQHRjMerQoCxl4Yhk5V6MfWu3Sl/c6qRogWeniYqXP7iIAM1FE2jKRbnaLjnyH9U7Efj61Bq/h3e2902GcoOe/4Z+n49HABtUKtwq/abnRYqN9U/B6orLAmNLX67in9UAHD0KnCxt2eV8vOHMCWbVk4TX2Kav5n3OjUPMbGFwwE7gQEmGd7FRpFC6X2ucIW1KSzjg82JnrbV1FPZxkscsOPmumKFdOKqXfZsLiT6Bq+DYqe37cEAEd5Z83d6LAWIH7UfHUt3XSxPCdBTp/sivBtih5DtwSV+/0jxl4Yhk6NngG+10nsd3XxZPMynD97CWYrJVFrdBr3zOCs1j1dh29Te994rxz0PUWGoXPP7L6xEAMBAwEDgaogwFXDi/0OdZ9sjrLzVEXMTBUP4+UeY5UaWyjJvfX6k2jhWoBz56/rN+2u1OB370tiGeXrT7aAa8E5nL/+EFWOEw2fu3ddd+PMjb0wcnRqmG6LkZu6Hqm5l6lSVzd4+rwGoTR9DX/3XhyeNduahOJJiZAbpvPd0Occ7Ijg7XI8sLR6w9C5FwnBWJOBgIGAgUClECjOTcX61Fxcru2Gbp4+Uq+YSg0mvkRVrXavScGeghto0N4Dgwd0RGPHSkZW6fN36svm87uxJmUPVaZtgPYegzGgY2MHK2neqSu7++Z1v++FUYzg7qPZ+3bGZupoPya1A2KoFFx9Fva3Iwyj4qgzcN1W+Ef7ppZMtCgPB39kMVBGLsZ9SzTGwg0EDAQMBAwEDAQMBO5bBAxD577d+rtx4VR17cwveKwV60VUgCPbj+IXu5bxGJ7v8wLc7HrWeMhAwEDAQMBAwEDAQMBAwEDgXkDAMHTuhV001mAgYCBgIGAgYCBgIGAgYCBgIGAgoELAMHQMgjAQMBAwEDAQMBAwEDAQMBAwEDAQuOcQMAyde25LjQUZCBgIGAgYCBgIGAgYCBgIGAgYCBiGjkEDBgIGAgYCBgIGAgYCBgIGAgYCBgL3HAKGoXPPbamxIAMBAwEDAQMBAwEDAQMBAwEDAQMBw9AxaMBAwEDAQMBAwEDAQMBAwEDAQMBA4J5DwDB0bvmWHkK89wLsL6uPNyNWw7edPIH8jQHY3Hwppv37lk/K+KCBgIGAgYCBgIGAgYCBgIGAgcA9hcB9buiU4ZejW5G6lTolozbcenhj5CusR0tN/g4isu8s7Cl9FP2XpmCsZOgUI3X8KPzsm4agTjX5/eoeuwxnvkhG6r4CUF/oGu2AbC46jvRNachlPUCps3WXtwbgzfug23LZmS+QnLqPOkzTuhu0Rq++XnipVa1q2UglprXdusHT5zVU09DVMr9bNUhNYnyr1nDXf8dchOPpm5DGH3C4dXkLA968XV3mqSHx8XRsShNkQzdP+LzWCtVz6u76nZIWcL/zj7JfjmJr6lZOJjVo74HBA24Xvd47NIU7ig/cQ7jex0u5fw0d83mkhwRi1bHfUS4RgAmtfNYg0btZDZKEGfvm9MecfaVw6TgKsVGeaGUqwbGUqZid4YYpaaF4sWYtrepbW1kuEscFI+3cTcWYLugashFzX3Wtvu/QSMVZM+Ebm40bterC6eZVXOc+aUIzj3gk+bWrYeO0WpfiwGBm5CWNQdCWn/HAw3WA63+gjCNWF3QJXot5veo7MJb2UVLkdoRjzJJs/C4fAJiaeWFZsi/aVGHku+vVmsT47kLits62OAszfWORfaMW6jrdxFX+gBM9eiA+yQ/tbilPLEbWTF/EZqtlQzOvZUj2vX9Ohi16EHny/ck/iG+kvI9pyT/gmgIop44BSIl9G1XhzLZwv6f/fkfxgXsa6ftqcfetoZO3fAhC89/G3NB++JvrTfyYHo5pHxzD7029sJoUvZY1SQbF+xA5NhJ7Lio1zEboEboCod3uFhZ5HbtmDsUHJh/MmuyOp5yKcCA5AjFpxPifm4jMBb2rz/i4kAK/CUfQMyYKntx1QxlyV/hhUsYFMlJbYkjyagyvSdu0JmmhgrHNByPhtao2gmMmoGtj0vTI07UjbBTiDpNode6GsIwwdKusApifBN9J36JL0HT4vNQYN3/MxPyw5ci+2FBz03ibFn+LPlujGN+iNdz9n7mAFL8JONIzBlGe/K1JWe4K+E3KwAVikS2HJGP1LTzg+cT/Jx3ugqAZPnipMcmGzPkIW56Ni67uxN+CcFdduNcUceQnE/84TPxjhoZ/uMI95m6LSnAcpOsHIuCzrAxDZ05Cr7+5Ev9MR1jwahy/1go+GxPh3cTxMY037iw+YOzHvYPAfWvowGyG+cEHFcq4GTkLBiJk33MI30a3KjW9x+YS/PjfTOzadxpo3Q2vuv8TT7lWVmut6claGd8CwxKkB/ZHwpXqNRZ//jAQix4IRpyXwpoxZ2F6nxgcJkWoS/BOut24TRjU4GcPxAzH1y+twWTlFd+pRAz1T8OvaAqPhA3wq7SDmejfTPSvJLljsfAIzsIzIZ/RjVwNLuwOGrpmMb6DFnonT+XnDxG46AEEx3lBPuFmZE3vgxj+gGPnrTzgFnwNOBbrgeDMtgjeOQ/3IKupBHVY4x+ZaHuP8mM1SJbrN++bg/5zfkSfKvHlSmzFvfLKncYH7hVcjXXg/jV0dDY/b4U3Ak95IY2unqs38Or+obSs6a9jTZM4bHm/Qw0v+hQSh/oj7dd719DRB5AMvNfJwKuyoaMzOjOixn+Pd9Ni8fZ9fQBqEOMaPhX30vCnEofCnz/gt9bQ0T0aNJejb2JjojcMZ70VKiukm/che9H9fr3RyFsB78CfMXw7GcN3mc/yTuYbdxIfuJNxMuZmHQHHDJ2yM/hi5VIk7TyJS3yyAAVR10LDJzujU92f8PV354XcCfYHJ9Rv0x1DgyeiLxduVIycxDlYsPUEioX8iloNn0HfwOkY2bWx9TAn9s3kVdiw7RgKxG861UeHN/wRNO4VNNdhKF9Fe2BpDn2ycwDStCXMKPwnO2UREj5Sj9em+/OonZ2LNtFrqUCAfVzKfH4HIkKW4UAhWxCtt0M/TAnzQ2eL6DNK2N8WhfDEbGkNploN8eTL3gie2LcKyd/8uBFJh3BejGmv5YaufrMQ0rcVTEXZWDMvFltPFIODnHBr090H0yf31sWNYqNQlJ2CRavS8d356/w7tK46zZ9Fb/cXgCOZ+PzEr/jzoTpwfgD4q7QEf5Q9QH9vi1f7T8AY9wuY77ERrZfT1b1doWREE4unYXbmGS73xERz7zFpISa/UgE9SLRcA4aOQBur0r+T8GR5QLXcOuHdgKkYzjaW6HFbVDgSswukOXd6NwBTh3e2EpfNJzUvj0vBIQlTfsy+fXhMdyjPjVMdNH+2NwaP9sFrulUBKlDC2dziYpCy/6x0Pnk664233Arw6edf41wxUKeOE6F4E9evXsdf7O+d3TF8nDea7/DHuJ9HIC30xUqEHbKiFCuxNGknTl4qE/LeaJ0Nn0TnTnXx09dKTBkptkH3ocGYSHTKcYecRMxZsBUneOZADxAO//DFjBD7z0fZmW2IikiScSbe5NbVD7PYGCY692vmIVbiPzx/8pk+Gb0tmEgVDB0FDRWUO8P1oT9R8sdfqEVnaMDoSfC2wuvKfjmAzYvXIF1FC+y8DhV4BDubazAvVsSI0VBX+M0KEfirlsl/hWiPpeDZYJrtSo7FOUgMi0JGHstL4cceGzFDBxvtPIS9enYARk/y5kMsdX/8OVizIg17Twn8SPjOsCnvw7O9ZchuxQoO431xiNmwF6eUNGNrHmx/VHTAaLED+lEIJ5NDYDx9xgpkF4g0zPhfWzxx4zyaBmxBaCUTKM3Ei1MWJeCjYzzf4PgKnY2XveUzUF2KSoXyj/F4bh/Ssf/sJWEujPc2xDN9AzF9ZFc0flArq/m/P/m6H+aQzG2M89hBtLFC4IH8cW2Otk/cwPmmAdiiwz/49a+S6NtU62HU+us6yh9xHIOal7tMLgVjbl5PLEsYhOaKjbHcRwEbkuX/VycVq//f1Mo5+QS6jN8m61ZKuixnvC08UaJLJisrljt6/JjneX3eckPBpzss9v/Jlwdg7MgB6Kh7hilcfN00hG9R6G8V8h9L3YSj+Yfd0KHfaEzyZnSmofj8jQiY/DF+QWcEpE2DWHzWKh+gHOF108KxRdBvnJq8hPFRAs/SkdNdx0ZgRm9WbOo6DkS9h01PLMJyraJC+7B74WQs2iPI90faoX/IHPgx2a/lHUwP7TcFYX687D//oT8mnRmKTQr6Z3Of8GUj9JsSxo9h/G4LAvYbOmKS2O8gIdgOr/d8Da0blOPUp6vw2dlylJcT93ZtB6+pk/BiyedYn7wVRzgDwAVtfabhrdxoLPupHfoN9ESvLs1w49TnSE3YTEbCX2jUIxQrQrtZKIrm8+kICVyFY8psRwVMpkY9ELoiFNq0FnarEHOYHtR6AqU1lPOMuVNz1EUpfjt5nBeWpmbwiE+Cnz2GTskuzByyEGfb9UO/lxvg8lfpyDh2EZQdr0mepcTW6SMQc9SEll17oVdnsgAu5CArKxv5bF1OLeARsxx+7R2t5yMnzNKGoN0LLVGr4AS+zecVlWbu/eG2NxNXX/HFyLe7wPn0x1i7JgPHKC9IP8FXTMo+h5tOTdD+jV54rXUD4PL32PbJZzhzFXio3XtYGUeMX8Ggyq78D1nx85BwoJDW4oSG/ZZgg13xVPS9RF8EZT2MNwa+gdY3crB58wEU3rQ30b6aDR2BNg6TWPt7927oRmu/Qfu068tDgiJF85r4PppsWoOLvfwx6A2KGZNo+CZc2vogerG3JmnaNqZw64MFi8fhOddSFP2QjU0JCcjklE12bqKx2FtbaMGKEq44n4+07IpevTqjWe0buHBgKz7JKcSfVBGvZ8QaTPun4qqGwifP/zcFC2IzkHftATg5d0LgRvJGOnybo6HF13tytFN+6lOs+uwsxxvK6Y60nddUTHqxBJ+vT8bWI4WcIc1wm/ZWLqKX/YR2/QbCs1cXNLtxCp+nJmAz0dRNl47wX7oAA/Q8GgpeICVGk9nk1u4FtKxVgBPf5nOFFkzN3NHfbS8yr74C35Fvo4vzaXy8dg13Xst1z3wlDR0x9+7q4+hDRsM4Upz/yJqOEbEF6DVzFEybFuO77nFYrgzBJMXzfHoIApNOwrXt6+j5Wmvaqcs4/cWX2JknCFviKbM9z2HZp00wkM2/fjEOf7IWazPzaH3Wzou4BntuPE8hyWcCMp26o18/uok9kYH0L3/CNZcuCF5L9CDJZ/7MBqb9hkbt30AvNtfLp/FF1ufIZbze9Ai6TliJWb21jgpecQzbTrxFV8zp07pVBcech5T3pyH57ENkCPbBWx00Z9VkJd+R3ksaE4Qt58jwJBn2Qsu6uJp/BHmcUUM4enRHwbajaDksCMP/3Qx1Lp3C3p2bsZnD2QktvGKxkvoB2OcGkxdavC8SYyP34Y8mzLnxMp1L9f7q847K6wNW5R85G/dFjkXkARPaEY97qUMz1L5xATm7vsQhwfh06eKPYab1SDpLsrofP9cTW7diDydX6Lx28UD3gm042nIYgob/m0INL+DEvixs3rqHk2dOLbwQu9JXzQdPUT5P4DbUfn0g3mh9AzmbSe5frEs5qUsw2ikds6Mz8GvHICTN7WU7ib/G5S5P45MP/wvzl/tBJZZPbcG4yUn44ZoLOg4NQ7DX83gMV3A2ZwsWUl7SD9ec0WpIDJYPd5BGJLq8yTmAOj7zKMpOH+bPlEiXW0kyDRxPcscNpV9twfJNX+InStV0IR1nLYV1qlVoBT9+pCW69uqFzs1qkzw7gK2f5KDwT1LVOvkhNsIDT7L552ZhXWwy77C1cnYupPhh5Ibf0WUwm0N9FGxOQAI7F6AzH5SEuarCOILOw3JJXdqiz/hxGN7tb6hXqwxXzuZgS2wstt1wx0ILOhHDsonvKEJEdfkAYZboG4iMP0hed3CT8XLpipClvfD1lCgcbfQGBr7RGjdy6AwzWcL0IrGgCMnL6b6b0Go+0aYU/i3M+5gr2ndpLetTJCO84qeh9tJpSLnaCQMHdkbt058LfIGW2DUEGynW25WbUyh+HrZOKsaUt3IIAv9TyPOXKhcQqjxPuN/ftM/QEYgq7df66DF1CaYKHvdiEuIBW59GSOxA1N4agqDVx3HNRMl4a1gyniJxmvmv9KrnSMnVpZbVs8xUhtmDyjBfc0KTl3x4pkqFp3DpODZLyiCN28oHayicQHmBoMvopTW4oNN7MYgQkl7BCc1QbL/6EIoLSfGxEO76JHJisRfmlocghWpB84JPPNylqsptHIP4qCEmrJ6D3koXBvMczJ+A+Xt4ZctrmfLA2SbL4vRADErIQ1P3CMQFibcJxKRXjEBABoV70K9p/6VYS/WrJcEsYkAZvtLhFD7F9nIEsw7FSnCc3cUr6mH/64XRf/8Kyzb+wBmPloy1CB/6D8YHp5iu0xVBSXMVypGVtZR8gqAh+/Ha2gXoLXBpM139jwggodegD+K2vI+Kg9+q0dAhXFaMCMSh55RYivNWMG1ilO39P0T8AIVYUWDawJ1uUyR6YJXiKoMpq4YWhlFxh6maj4IxSzDqKOESbTeF++wYTBBvDZjx45eK+qP74caa5dhTTHk9Ooa8OTsK787chRK6vXNcmROV319Rv8dULJlKHl9GcEyQBGzF0yGxGFh7K0KCWKKuWNWwiWKNHHPQmZcCh6b9sXTtWOuVt4rTETgoAXlN3RERFyTdqEr0xB8GzRjivKmgBROOG+dCLhRYGUOHGQvjseVCYyrmIN4K86Xk8z2EZHrzPszx3ovXtsg5gIxGfBNNGLlylpo/sNOXl0gKYhqXkI+6ryNq8xR0VmjZIn1d0+Uf9hs6JZ8EwXPXy0iJHyAoTDI2zj3CpRs+VrjBg3IQei1KxFiVBsi8vUEIJf5wjQS6tuoixwOTzwDkHXX398fAjg1pQddx4at1iE1mzg22QS7oEZ6mujHRN3TMOBjpgYizVBhAq4iqipQ0oKT4FCrVLwJmpjwbukHPLCOHxWrMkYyxYuyYMgxx35TSHJzRLSwDYVKFD2aETkHgR7/hoeJCXCzXjmmbT4MVUhmVjkfHWxqA5qIdCBsVB6YPmtr740MJfzvGreARfUOH39PQ717BnNjhagWeO648r+IqiLUcguTVw1X5UryBy4q/sDooYcgI6ybJFW4dYzbgp4eKUUiONDUfLMEnQcOR/WaSXCXSfAyxdJOVeZ0U2g/n4dWfGZ1vh1vQh/RMxV6Wmpa7JbtmYkhifcxOoaITKouWJcqPRPKZco1cFWgk5SbcHv4ReRecHVRoZbrs6L8UCwaI7S3UdPncxPVYIApKTt2g8z2CQpiJp6qrAcr8uKn7bMRMEG9OmPHjh9T6o9Hvxhos31OMpqqKpcoCP9ozzPjYAiBEfT4lmnHm91HcOo5PzNqDa87PYeJ6Wb7LJMuvbV2zKPXtl5R/atvQubBuFEbu7iw7lTkZHgCm+phMJtR9NQLrp3QWysGTLEmdjKGrc0nX6ki3RXxoNtOhvPe/ilQhVYHLsVpUigDJuSPvARsT5OjdsNBTuokqy1mAYSE7yS3VAH3itoBF65spz9U7yoSZkv7CbsCXI2TOdpwzVbGAUNXYwn39tl2GDhOEHkvP4HmlRcqUC99v8PY6UUGQyyY381pNZThbAkyZpfCJ48Qdm3okqDz93BXw8nXI+uYcfmNhV6KBJFgsjJB9NhZZYRrKQ6kVTqAbFMsbHV7YFqrXwBknvtjUKISMhdbYHTgICblkBCiEuz515JNSE4Xa8zXVVS6swyifjcgn44uP5T6BxV7z4RRuLRxOZp56Bpt1ymTjTsTu1jpGBxcnnQxSK3ST9LmDGJxJh1NZrYwfL7O2+jaKPTss3gVhXHlXXsGYtUdtyHHGEBOg5zwR3CIVs0kYOlHVtfVUda2ii1ozCVbvE57YomoaxIQihR0et6dyT/UZOoVbxmHE1//G4oE38J/M/6G41A0v+42RQ4IkTK0UADixGF4Tt1cvpqLBamoP/w/jIdtWlkq47vkk2k4P9EVOb0HBYArXSKIL5x4IV5YwFzxbLYI9cS6aKV1NFYq6HbxROONnnlfSIv/tb96WPVt8ou4+lFL5ar6qobjXHHNAwgY/uaQ1F/61HOuyvsG534QQSi7sUgzjUs+LKT8Td7fW3D6wZwpJOSGljT8MlnkeosJFPTDUlb0cN3T4PTgOJ6USWEI8sn8CHpqYSUoK05pIwfNIRYc0IaGdOXO81qHlEuuhnnwSPF2n6uaplBD/GkS316UWyidxQSGXy/aNzq6Z7+Br94/JyFDgyoyy/nOwD0QvXHEWtl9DsP+1tWqFS3pF5A/Mi6ugMWGcgw31y0QrlX2tgq1r6LCzNqME71stw69QEJUOE45OV+Byf51y9KSY9SXFrFST98YpbAn1EU1GdpNPmGMpF+TFsnCsWT8lDDNPfPrCaqstC2Rj3ISOFGIYWw3JcbqGDlMiQ69hkoUCL85ePitaWc09oXvGSU0AACAASURBVCj+ovo755BMQH0W8t3kE87hkAvB2clkuXkHpow4j9HK881OAkfXJWQUs8Ingu5wYaCNHKialrtMDobg6nilsSvgI8kA4scZxI8Fe4xT9lcAY5lyfEm4kVDSvy0WWgm6FIfknZ2kvCsrcOryY16p983pjSTu9kfUO5w1zgXl2SFHgkgrrEjNIhdEa/aQOXfTBZ1J5p9yEZEGfSrI1WXnOITOsbLwk92GDqODqbg2mTcuxJ/Ig5XGjPxXXsfZTry+FeloiawsHkfTO9A5jd/PXTN7Y3uXVPUZlGS7bMwovijoK+VgDqFtHANlesk0XJukrjzIG3/70PE+KvRji/Rv5d/tMHT4SlqroPY4MSE03zlaVfaTJfMHZPwmExK36XzCuJI5FufEYmLUaTznH4iRPZ7EwTC+uo58MPj3tj+l9hypgDHnYMHAEOwkHcBEV4efKcpEWTJ6nolvqK1eQwkxqSE7OmOt6Enjqk5RuJeJPAoVJhTSAfE4AU+LUqNMkSFP1VXBI0Hjea1vgzUVFDeQFEBHksu5eZ5EX92yyrYUHPJ8eJPn4zfFgefG+y9eVHlAiRmOmwdMXy7n24iGq5PsmeAEdSQQynncRWZi2/PJ6GdVc6Y0qQNBCskgHUKaqWQsWz0N1WXo8PS986Hn8Nv5/4de7m1wKpNC/Ipd0DNsC6ZxMfm2FF95LhITrQKmvGIhKJrkaK5YCdc/n4yx+ux+BcmKeGHOICBOL4/HBNsY7OmxklNeRUFB11Z2e5dLSID2XwW1McYE1nxnRCu9wixRl27rfpOcACQSxGRzpaFDuSKxE6Nw+jl/BI7sgScPhqEPeZrLG7gjyOtnJK4HhqlC2fgzd7Kvfgli62E8PGGJPIspsHKiua391hKlUG0wlykO2xQGQwkJzyGIOt4Mfbx7AHs3Y2+9cVjHwhxoCIadz6kh2EyeR2vhULYScZnDgMPHRLdSn5HTSZqaLT4gPshodxkaJ8jKG/8XcU2Ccd+UjLaR5+Fb0U2r6Oihm8guwdvJO/8g6RJsfkUYVEEJ+OLU8fBc/T19k262V9PNdkt+BnprPxj5DlKfWau+VdVuhzQPeT84Ol3bQL8ku14lQ6UCz0KZpfPoQDl7phxPKIS/VeOCO+hSXzU1DbI/8fmkcs4gyxf6B7wn6ec0iTDo0TzDLa3jxgoNKfE9XUNHV5bztxGLnMOFyAF5LRIfpHM/NKUdNmjKOO6a+SaissslZ5x5xxS4x/2pMiIsWX8Ny13GsyOAGXolxEUaUfKqEprPkE1oES2Gu4vGopYPWFfpHKZL5VDMiHSPwzd0EynyHV1+zGjZZzdeSVb06BMVeO3tneLsSLebdIY9yCmZptPJnPsecwCQzMggPcoVon5hEoxYa2tnfDsejyyUzzsdeKGiqK0bHSt0IL4vzUX97YORfTlHrUzfbL+GI8+LGdvW+KDAR+vql5YX9RWlI4p9Z1WTpbyzX/pdwLpRPviis9rhb50yjL9UJwJ2GDq8EneyfwYJF/FamRFIGDBHvtFg+TRTAhJwHMowEB1DhzGHkV/g5ZWKkCWOyX1Dck709jLiWgoXldJguWyRcLUeYUtGz8aLBVkvnPDlf4zwgnDlfaVXgA812VP6qKqXiJhIue0UJShxP0rkLiEr3tUZlJOv+P2F0hLW1JEEUt061NjyOkpYQjLL3Kdfrcad0W/sSAzoqIxhp1yfN6NAPN/+MsnEeF5f9ziWppBxYQGLbQVHxEfyQrDxVjVS94ggpuGz4jEsUxlporcGAhPjvbzH+qdJ4R78TVy+xsNcjNzURCzbmoOiMn7CrJBBqckVXF688keYsWaBLFlVxq0Deg0fp0nkri5DRxxHocAIoVC5LUTl17biK2IqGd0OY+qkUZKZh4lXBtTefO1c9M4n26dhODl4k8rjJQkS8ZwxYbe4HmJFg6QSyhynjJ7sLwg5fiMZ8w/DHN5rxn6sOe+UACQcZ3QjN5O1NHTYDcVIfPEyb3jx74rCnPWnWI4XPqYQml3PIlpSHhke6/D40hQqImJxGHRvd1VPsX1iIZvspkvyLtreb/WXRBpSK+r8M5SUe2ALtmUV0JnwhM9rfPEFpuDumDIQeZ4RaLIuFBtYXhYVT2hF4SbR78uFLWwZOrJyoL1ttMIHhIIVm3OKaGbcSSSeVQqTK/Eri6PIGvOyBGJXUqVKUVJqgqt4YB9pg9cHj1ash73MPK2jKHxPdmxx87dVrczKLbTl2plylIzHw7vjm/Ak5LC8SsonfGl8lJBkLC5AduaISg031ulB+v29dAwdZvQPyaYqa+QB56Ue2y93CnEDnpNu6CzpTfkvnCGb3w/TTJuFgismit7rT2Es6oI1vJJPA0Oh4EkhsSQ3qGhB+6droejYD0KRlIrj/S3ln324OWzocOHH2XhTkdcnrUXspUbna+hZCvlR5W2K50VhEHB7sB8vK0oz32q5m5/kg1FnButX+NMxdJisC7o0ThWuLDpOHqWw8RQ9hqQhGUfpUp/vyE5LPX7MnA3DTg7GJlUlVHEPtH1/LM9whVQuOoclA9Be3sl0yHEopFYJkv3kiKEz9Cze094wUW84n1FbcMFKlUaRnygNeUbze3qw9hQMjw/w5AZt+XhBP2usiToQQRHlh+Kb7DvhmGWRq8xuMRe5RFvJYS7DL0f340jBDaD+3/D6S6KcqJjHGH+1DwG7DZ1zQ5W9ShRE8VU0hWx8zVVwuomG+PeMpVThR1TkLQ0dpgSNK6RbHqV3QPT2qg7LBrSwUY9eEoSSgcQvWt/Q0YzHhOs48rapvDc6ynMxMXNvCr/7qxncZ87Ce52fpKQ6Osx6B03yevFKx1PremP3Kzu4niTmkh+RHhYMSmPSxLBXQmFnh2tDC3W4j7TflTR0NOMxIe1fNN7iUKqYxTv/hZ9vPoYrr5/FvZQURzmkxYXyf+aF9Ebbxq7IJ2bwwZMbLPvfqBjHqygp+gE7oqZzuKmT+SqBm+6ZEMYpoRyIDMqB4J4RxxYVD9vMW9fQqQymCoVAn771DR31+dSESFnQBr8uV/I8rWuZJBskCmVO8sja4CPcHM8NVSkH7N/4veUrf319nSnMQMN/z8BSqoIopqpZGDq6Z1JUWgVFviW76YpE4ZB1lNTPDCmGh3VeYetGh5hFDRs6TEcuQdGla3Cq14R4hwgoo7FFOP3YH7jWzAfjBrrh9LK5WJ5NsfNiwiyjRFslliXlQKuw6PABCtVbPGwathc5UyrePIT0bovGrvlWBLzMR1mfqtE/+WA2/cd5Kct+wYHlIZibSd2cFHNV8l6VgaGhD0uSEueq9oRbrp2e8/4CZqfzqNU7GO91uIxPli/DdkodVOf3FCN1vCfYJZFd87AwdNht1iCc9FTezsl46N94WK6KzT/+9GO4dK0ZRo57Gw1OfICYD7JRTA4UVV4pxfr3p1j/EoWhw92+Zj6gyolVNUpW5Bpov6wr/+zAzVFDh8mIQSf+T5WvI50nUZbrGDpS+LQy5ErYg+ZiD57bIHf1eJmErYWho6Oo23Ne9Qwda+fDZs80y0gCvTUwBTu1Q5qFrBX3W9uHzkKWVSQDxLBPC0PnUbhHUJg8sQtrv70xQ/BNL4VeabehQ8bHO1/D/WNtv0PBUd1Qv4+f6Dhs7y867Rl+E3HRn51zK2GRYvjzOe2NOb8qzjgmz05dys8VdVqG33/aC+FxisVbM4DE/O74U4+ho9t15FIRmr8e98YSGrvSbfJsyO377c92GDr8dezhN5Q3OgpDp+wKCq+UUY2AZMTGfoFz5AFsJiW5WRo6sgWtgNrCK8AIdjnqUyhVRU4R0Xsix0fyY1oyejZeAhrFKRosskMVDsxSeQXE+daVujuLhKz20FgzdESljJLwMhfgwTBvnBqmWIMQs5+rCpMRw93sv+7mvLgTL8Jft7GpLUNHJ3SNMavY2pirMPrYoVzWOEFxi8djqzJ0nlqHNz/7F7ZTPo4UelO2DZP7LMG3ktAWPCLs/xXhgLIyrD5y4lW4Cm8RN1UuR3UZOuIt1bPcnvGRdALDrCVeV9sydMQwH3YpKeSnVRZThaEj0rc6NFM7F73zaS3EQ3yXGTqj8ZNPKP6cpj5juUu8ELjtskVOnTXGyF3dH35DdaMj7y1V2Sm8gjIqIJJMlXa+OEc3dYqiJBaGDjM69vTQeFTF8yHeWAie9avibZtSWOmo0NYqMAqPVm/omsw3xJnw1eCOwEw3Jij9f3h2glihSC88Vwj9vC7fLtkydKTQNYsCHjp8gBKt34zKRrnobedPtBVDR7zB4G+3e32lDTUV9qVMeRMmnwPRUObo49t++jcpIkjSrZ06/0HX0KEeUkWUg7h6uJDMKYbTSrev4pr4kGlRqeFw+k97rNPrg2OhUOrIC4VcsR1Wq+CV259Shcvx4aPX1be3orEthcfwtLHrOXVxE25URUirtUbJ+o4+27g5auiwiAq1o4QDiXcciM5HraGjuKlq5bNGzl3SGDq3Q+5y3/zqX/oORFFHkZyqbI84BULVtFmkWaXiW5FS6RhdakbSCV3T48dZ0z1wwlOdM6LUk9R0JN9cSnRecAR7Sp5Gj7aWhSIsQ9dkp4Vbp+fRkhWQquDXziMcgzoKD9ht6FhGkvAjiLK8Bd3+a/KnufxIllagcAhxYXrfwF3IuWJnc3G9WFU6hqzzXLGIuJDDexW6G3c+F8N1riXe1gxORgMeX7yMtUJeM5+39wkaV1POXsU7cH/81Q5Dh08cnHkjSEi2YsAwgeaDfB/1ZkpEL3nz9Q2dDS3UcYrie7JCx8f6rm+x0oLo5G0R80HsKUbAH4AdndNkxV3PWJASLmWBKzIutYebHWYKv5MUY2FWokL+KFV4orAySobBBy3XKfJQBDyuKJQDMWzDZl6QkiBZ2N0YnBumkzRpKwlZjM1VegS5eX+OLgrmwEIQ+uf0VXvrJEZSzodvPBiG1ynHiY/NFX6iQBCF9mUqyelFJTkFTMToooqud1mSqhjjz4+qVNDFq+XqMnSESinBWajNqtSM64ALa8ZjGpVvkb3VNgwdSflQMLzKYirlLIlKozZJ2XIulueTGbOL4LJgNUR9kINRFCTcXvTCVxZJk7KiKnu9bDBCtt8zbyBIYXTzITs+6ltb8Wwo4sl1DR3tTaX4niIHhVPIjstniIWQjDk3TEOrAuVUaOiIPMQ2xrbEgRiyqUrAFfhJ0SBBMS+mMLwx3+Adruoab6B+9ryaF/LKphyGVrGhIxYjuKmq9Kg+M4qQWEEJVTuG2DmahfJQrVNJVAx4p02vrCkYnv+eKhyHn6vyJkkM/VWE0TFlYsw5DMsIg1TMTKuvCYUqbnakvmeKUFnLtfNOk/IgbXQBM2qUYV90RvpQRapyxdy4M7oeLVZqzoTyXEh5knq3hDrhVjaIQldxFvZAeSskrlOd0OwP9S2t+DGZ71kzuCwNHftwc9TQYc9rZbnFWlSGDpUZj52IGZkX4Kyt3qkxdG6L3OVk40H8U5WryuMu5mLIOgrvYCkcra7Sx/QMlm9sN/90iC7VBCcl3yudHDr8mDlzFrks0OhSIh2pw/T5ginMIFAk39MevvlZV51G6nzeCUWqKxxjtpyCFRwauw0dQWYvcka4phqneFv4kKb4FcvHHkQGuEkqNMVHmkRdG4sPxfBUFrI+Ihu9FJVgudkKoeynqeCO9KyCbxQpCpRwRa8+ex7LLAo3MNk6CTdCtAYY7zxWR7fwe7OTHB16eVG2ZJHxd0sE7DJ0wFXIuIrxCmHFxTDvf02yQjl6EJNKNZ4pZTECjmF89IRc+UkqC6gxWFiVqAkUFsWUAp1MXbHiiF4VHL1wFe4ALG+oyEdgwjAW10fL5YKlMqgKgSsyOFVJTe5AZqChptSw+H5dsdoIefXfSeuIjaLwLk7FeM/V+F6h9EsKkqY0sS1iVVYEUrf9qehGR6ySwhxuyygMRbwY5Stgbfv7GrWn1DMdT8fKfYWkcrcQSjSeIiV32k8YLFUFk6u2yAqfqPwok3gFz8tpinlXJjeLBsNNuQQkz2gE3FR5FNVn6HCV41ImInQD65fBPkix9F0nYOWs3kKYVcXMW6p+o7pxqiSmosWol/zKgaEzF53zybxTMwpHKkqBy2Wy+b1pyRVh2PKE7DWWKkBVEBZjSZc6lYp0SodLe0idq9yp5wSLXNUNXRvyEZ6QygzL5dLl8ycaY0rFVlH5SdMDq6LQNYmHkJd2GVWCk8MEKiGsxXL4pYqKU4KRRhnWvIOFFVDx3orOW/iiAWyPJp/1UhR+EBUHOdenIkNHLONaqle6X8/hIYaZKBOQBWPsdC/17YE0tsgLucT6iwgQz6tUDIY3hJh9LhZWuakqZsEUCi/y/C/RrzymKI2uLbFvuXb+TKU8Hi3nRUgFUmTDV1QAlaWxeX0lECOye6lkFkfPFjc6fJ7CV/+SjVAp3MqlJyI/noZ/2GLQ7O/sXE4+Cy9F1USxIIjsOBOMbeZpZm0ZuIsqnsb3dldGUQgflJwq1pO9LWnePtwcNXQsDDmpiiEVcon8GNMYSJKh01A2cjr6Y+mCAeqm1RpD5/bIXb4a2Ybfu6n780k6itIhwsuw2Ouj5fMr5naK8tHOfmRMbxhHt56iR18irYpC1xRYq8u56/BjrlJhIUYqemJJpaE1N8GiQcDyQiWlnnPGfoa/S2Xz2QypbPK26XhvyTeUa6uk3UrwTnHBDhg6UrXX715HpKp/nVAA5nA9uWWBUIr7aD2x8qPQumDJJbwrnTl+Ely5/7UuCNT0ZzxFt33jt1yRq/aKfOvK81K1z7LcFfCblIWnwtRluLmBGZ/1pbyiZEV1UWHd7BxFOkXKupfAW7991b48L3tY0f3+jH2GDjFeVj1oifMUuWs6t9FByGr8DoJGvI7aQvzxxXJlXXfLGx1wDb+icLh2Vwz2fgoFGen4kjpfmSyUDZ7oAj7rjCgNU+QbsO3BRVa/XdXQjt9OfeWGrWE4Pum4Egs9WQ6RUL8+y4x27gPRHXuFBlCaimHCfLOpSViXCQmY/koJdlCuzbZ6XVAn+0c8HTqXesw8jJ92L8Lc5dmaObHeGlPxzb+CMLnbZXwwdzmyqc+AVL5aZIyNbfQJ0aVSoazz928jXoWPNUNH0RtDrxfOKUrkm3AYr68Wha3w/FYzOvXrhxdwBFu3HqGeF+rQRNY7JK2sC7+XYmM5Tf18UWFxaTsEs+f/H5p8uwJToi+iXcfTOGHywZypvfAYVdtKiSYPxg/UU4kzwoDcY03RouX3+A9hvPEH6tChKvutZ+gU4sulK7CX+raqrsTtPeVCGCZq1UMTOZnC+tuUe/FjejimfXCMGqfp9IKpFKbsc0L5z3N6fW/0BInO+eSYeyy+b9yDGv9RJ2xxbxR9orieEVHH0ayPN3o4i/ur03/JBn7cOEucMUUq+Ss2g22Md4JG4PXaJ/BBzAcc7SvPuYWhI/CZqMO10XWwN54qEBpXKvvEiIqtq7oKDmeEh36Pt+PVzUWtGTqS0a7LQyonrM15SRgTtAU/1+6E0fFR1OS0FLtmD8eCY09jXNwQ4IN52Pr4DKz0E3pbced/FQq7jMPM95rhxAcx+CCb+moplA9rho45LwXvT0vGabrp0u9bpccHxF4/5OjoTw2chzXBt6tCEPPrU/jbD4dROngewno/gT++TUE0a4BYqqRpnn+uhg/NtQH2LWRnlfi26M2UeqPo9M5gsmLMQlwbE4MgZXdwRZEKvWZ6emvnDbDDaEUNGwM6X6YeGHxIpGQIi/1FWKishWxQthOQCz7oFXTgjeB8tKaz4V4/18FmxuKBERTnsu6YPGUQGuSsQOQm4hXlotNH0fNE1dOETB3mgd7wOGI0HmvJqUJVCKXyv5rzqevos4WbQm7aXXVNkF/5rfvA270+clkjUGqKpGpiyQydvFfR93wCPjj2O93kTMTqOaIDSTFxbY7O7ZK7Iv382QQvkNx7uZnQ4JTWpdVRxBCj6+3cMbA7K6qYiTzylGn7qdkWP/bTpaCO803Iqay8nCYgf8WSH/NOrtjvG6MHrcmtYCu27mHNlDVFLURnjcXZEfJsD7hKmJz+Iguf5wpNOFW0Wzneyc3eIUOHsx44B2XYVuCl0RMxRiz0IjZgLXDDawM74uetmTjfdBAiWf8oUH5hcgRiMq6he0Scmh8JEBbvi0bAwhNo4z0V4wZ0FJydQhNW1mpwQD+4UAXN7PKXMHXJVLxSvxQ/Zs5H2PLjeGy0sheSYk/oYmA0FeVQF4QQ/s459Q/i+aDJeKfNDRzicjX/ogIl6vLZtunIeMIaAnYaOoymeMPm6y4LsILCe7jQS1JOFweHYTsJGv5HzT17hlDCcTehh4qOocMNlYKJoRs4psC91aQndbOdhm4WjVf4ruGTtj6GqQlBeIF99FA03gn9km9sZuunrb4hdK79/u14vjEXE7QhgVhFDJh35FNHbUVDVHF4i/kK3Z+bfE0HIupLoeEda5bZDkMj4+Ct9CpLHeuFtbbogzkx71PSOzVz9I2lwyJ7BGwtx/Lv/OFbcpEqgiQMQnPuAX1D5/qBCAydvR8PKZs6agbkewLcxKhVMXjrUW6DsS86AFFf8l3s2f626DMHMYqqUKBu8NEBUfiS7/pHj7SAR8xy+CkbCrLmqAsnIkYch3VQZ92UX6XwnYlCxSkL+pFph7thaTcUkXHeiqaReoZOZW95KKRi3Xys2HYSv3JFNRz5UVUqt67wmxUi991RvO44ptdxaOFIhH0BdAtdgVCLQ2FFkOicTy3dmh4RFXC5iWLFN1n24iAYNl93wYIV49CBZw7IWRyMsO3nJDy159zS0KHXWANfJU1QVa2eIVTgRMBBvAE10dneTiEHysteLh9myUUqBJKAQfxh0Hd6XD+AiKGzsf+hHrygUjbyVZ0hK32TKoCFrxSVgI+OFcHk1hadHrmIw6QQ/FXLDZ2GTkG4V3uh6ho/SHHOYgSHUTM5gei0PETf0PkKs3tH4ICdhKqKwdecV7HB76vktVXyZFbNTIk7N1lFB3f2vxI9PUYG1JggbPn5Ud2GtMJCSVYswNm3FiG+P785xRQeO2xZAV5S7K8SWv218zIhcBUzGASWI8qPh/lu6Wm/PQ6v2JXw1dzuiWtgDaK3Ph6E5JCXeDmm6zlXNkHlFot2QyMR5+1g13utjFSM8wfjtzFHqT1CEJLm6nS3J+U06dG5SA1kSQy07h3hmLKEnGnCum2eTpX8qwA3Qe46eqPDvl+Wm4hxwWkC/erwaTFnx+Zk+QeUtHq75K65aDcWTl6EPQVlvF7AyZ9BmLNQ22hVi6k2EsDORUtnazKyWofYoEvg541+8F1XiNZDIhE7XM1P+C/q8GMtXyU67DQ6HlFSg9J8pAUEIvF8M/hEL1brMNyQGhnO/k234qGsfziwes2jtspLqx8Xq/Oln7wEJ1c3tG7zCH7/PhdnL4n754Innv87Hi46jlO//omGz74L/0ne6GrB9xXjCtUpU74uwJ9ODfFEe+JZ54/hh/OifmBCo3b/xBPmU8g7V4xaLbpjaPBEXR2Ar/A7G5itEzYrfJIzrkRdsrK8pvKA3/Nv2m/ocMReQuWSXeEqVQ7iD1VJ0SVc+wt4wKUhVfGx1hFCg6VQieivB1zQkKpwVfRWWUkJlT+t+Bm7d4qMmzO/PIZWzeUvll0pBNVTIEe+siqSdkQhsZrUlHpN6snKirgO7b8rX7ey1rIzR3Gq/vNoX1FnTZsLK0NJCZV9tQP3sitXgHqKueuMrYe1iI/1/RVp4AG4NGwMa1MxlxRRBaK/LHC2Or4DNGITpgoe4EJdVlzG29HLMLpTNdGZkmfq0G/FmBKtcVulOmi2l6h3Pu2hT0dvsnRnQjRAJddd1cyBWAa/58QcbJ5zeVh9epJuYahku7qDvfym3byC1nwF9RRV0GzD69ATEu70lq21S89WfH4c+n6FD1s7ryKPq2ge+nzQTErEydJn0FHBVy2mYEGf9vMui7FEmtVgW/bLUfxgftbBeeiBRWXBv0jG2g3bkV1QCpcnnscr7/hhTN/KlH2VZaRKxrAb4e/OodHz7fWbK5vLqAR4LdSyU6TaRR9WcLPrXWsPifRr7024Qx+7fXJX5NE2b/irhX9a06/0wCJ6ukJNgutVJKv0+LEVOhQ/Qft4pdQZ9SrSJcS1UmONimS9Q1tcbQ+LtCIMyOjR9SZX8ZIkEGPElZizjBk/BJNjTihhRXakz1jXG4tzEhEWlcE59U3k7Oo6NkJTCl+xeN3qnNUGzn09kGOGzn0NlbH4exUBruxkfn8r5brv1VXfXesqy12HoNCNoGgpOVzq7lqCMdu7BoECygUai6XH/+T7oXG9hlh/NMClrQ+iVTkBd82ijIkaCBgI3EoEWEjaqJ2U3jAL3pQAeiolnEry3zBC0m7lHgjfMgyd2wC68ck7CwG+xHAx6rfpiGceda7C5Bqh+9gA9BT6ZFZhoPv4VQq72J2BS026o03D67hwYh+y0rZj76liLgTO1MwdEXFBUKZ63MdgGUuvAQS4ojIfNcSE1XPQWwxvKcvFCr9JyKBmqG19xR5ONfBxY0gDAQOBewIBVlBjckmwohchX9Hu4ItGNbVbvcGGoXOrETe+d+chwIoGjKeOyvbGvltdgeM5HXceGLd5RpQ/E/NeJLIuqRNQ2LV/p3f9Mcm7q9Rw9DbP1Pj8PYkAq7gWgIKROqX7xeqPqj5E9yQIxqIMBAwEqoiAZS9CIYe4ebCmV1wVP2S8bhMBw9CxCZHxwP2AQNmZA9iyLQunL1dltcaNTlXQU74r5fawf7SV41JdHzXGMRDAcSz2WgDnSHUjSB4YQVGpIzarNeAyEDAQMBCwggBrL7KqEaKT/LgiSmL7hjo+G6nUvhH2cSvpxjB0biXaxrcMBAwEDAQMBO5gBFgjV1/kD9+G0Bc10xR62Hz3ihF6cgdvoDE1A4E747/tLgAAIABJREFUBAGhrPd3dfFk8zKcP3sJZuq1Fy8YPnfIJO+LaRiGzn2xzcYiDQQMBAwEDATsQYBVYfTc9TJS4gcoqqEJPW8yamGopsmgPWMazxgIGAjcjwgUIzd1PVJzL6O2Wzd4+ryGVg4WU70fUavuNRuGTnUjaoxnIGAgYCBgIHAXI0D9wyIDsK52IGKC+Mai17+ajcHUXLcj6//Vq0r9AO5iXIypGwgYCBgI3H0IGIbO3bdnxowNBAwEDAQMBGoUAWoYmn0SLbp2giv7DvVf+/GnR/GU4Y6tUdSNwQ0EDAQMBKobAcPQqW5EjfEMBAwEDAQMBAwEDAQMBAwEDAQMBG47Aoahc9u3wJiAgYCBgIGAgYCBgIGAgYCBgIGAgUB1I2AYOtWNqDGegYCBgIGAgYCBgIGAgYCBgIGAgcBtR8AwdG77FhgTMBAwEDAQMBAwEDAQMBAwEDAQMBCobgQMQ6e6ETXGMxAwEDAQMBAwEDAQMBAwEDAQMBC47QgYhs5t3wJjAgYCBgIGAgYCBgIGAgYCBgIGAgYC1Y2AYehUN6LGeAYCBgIGAgYCBgIGAgYCBgIGAgYCtx0Bw9C57VtgTMBAwEDAQMBAoMoI5G9EwOSP8Qs6IyBtGv4tDWjGroiJKBiyFENaVvkrxgAGAgYCBgKVROAQ4r0XYH9ZfbwZsRq+7eRh8jcGYHPzpZgmM65KfsN4TYuAYegYNHHHIWAuOo70TWnIvUxTq+2GLm8NwJsdG+PBO26mxoTuTATKcOaLZKTuK8ANNEB7j8EYYNBPDW6VGSU/7kHKf/ah4AbQoL0nhnm2R/0a/KLu0PlJ8Bm1BRfQBcE756GX+JB5H+b0/w86fBiPAVz3zzv/d0fxQHMRjqdvQhpjyMSPu3n64LV7oHGqueRH7En5D/bxRAvPYZ5of6uIVokpasOty1sY8GZHNDaE3J1/OKs0w4OI7DsLe0ofRf+lKRgrGTrFSB0/Cj/7piGoU5U+YLysg4Bh6BhkcUchUJw1E76x2bhRqy6cbl7F9ZtseiY084hHkl87w9i5o3brDpxMWS4SxwUj7RxHOMLPBV1DNmLuq3eJlnsHwmp9SsXIWRyMsO3noEK8RzjSQl+8xef1FBKH+iPtV+IX7rMRM6ErGpf/gm3h/lhe+h7SYt/G3UABdxQPLM7CTN9YZP9eLpOAqRm8liXDt81dRaiqyRbnLEZw2Hao2UQPhKeF4sWaNjZETG/UQl2nm7jKCzmYmnkgPskP7Wr6+3fvtt0DMzdj35z+mLOvFC4dRyE2yhOtTCU4ljIVszPcMOVW0N89gKKjSzAMHUcRM56vOQQupMBvwhH0jImCJ+cxLEPuCj9MyriAcrTEkOTVGN6s5j5/141cnIvUxGVI338Wl8pIETHVwsNuHdBv9CR4d7W8ATMXZWPNvKXY8f1vnAHpVOdRPN07ANNHkkJYoXBl3iZPrL7qgYQNftDVb8rOYFtcDFKEuZhqPQy3Dv0wepI3ut4yN+V17Jo5FB+YfDBrsjuecirCgeQIxKT9gGvPTUTmgt63WPG+6yjK4Qlf/zQYnhmPI2TWSPyzuROKDqzEzEhSIP/qipDP5uJVh0es2gvmvBS8Py0ZP1xT2rkdEbAiFm+7VW3sW/L2HcUD85HsOwmHuwRhhs9LaHzzR2TOD8Py7ItwdY9B2t3qer7+KYI9M/B4yCyM/GdzOBUdwMqZkdh+7i9yiHxGDpGa3OkLSPGbgCM9YxDl2QqclMtdAb9JGbhALLzlkGSsNoRcTW7A7R+7eB8ix0Ziz0Wl86AReoSuQGi3W3WlePthuJUzMAydW4m28a0KEfj5w0AseiAYcV4Ka8achel9YnCYeEKX4J2YJ8Wj3Odgkldw+gjC5ZoT6rfpiGcedSZAruL04VwU3nRCC69YrKQAYMl+UTzfpH0XtK5LT58+jNzCm3DpEoy1BKw+i6UwsNQQBK0+jmtNrRg6OnMp/e0kjp8qxk0XCiNaS2FEt4p/m80wP/igwqApQXpgfyRc8cLqZF8yl41f9SJAeJsJb4WhXJw6Hp6rb8JnYyK8m1Tv1+warewXHN2/E/v2FqN+9254/eXn8RjTKO+C353GA810nh5Ubi6OIdYjGJltg7HzLmbGFusqTsV4z9W46bMRiTVJtD9/iMBFDyA4zguylDMja3ofxPBC7q7G9S44YnfGFM0l+PG/mdi17zTQuhtedf8nnnI1rvJqanMMQ6emkDXGrSYExHAUw9CRAS3BJ0EeWHocaD9qAxZ6Km5vindgyrA4fHOzLXzXLYcXp2iKzzvhuYnrsaC3aHUUY8eUYYj75iY6BqQh9m05sOf4h7OQlncV54/9gPNCaAV0DZ1iMiQGISEXmvBCM4pSJ2PoavpDx4DbGjaUNf11rGkShy3vd6gmmjSGqQgB844pcF/XDHFb3oeBeHXQyp3EA/m5HH2zhg2C6oDNkTHMxDfd16FZ3BbcDjZxKnEo/NN+NQwdR/bMeNZAwE4EatjQIWXneDrWrEjH/rOXwKJr2M+pTnP8w3cGQvryV7e6PxYKExWBpEPnhTwNespGaA6rWjH541+AzqRYaUtXKEJrfje5og6u42rZA2j45MvwDp6IvjrJlWVntiEqIgmHzl/n48/p+25d/TArpC/FVRYhe808xG49gWLuj8yz3h0+0yejd3NLy7wsdx2mhW/BCf5hGsoNXf1mVYCBiF0a9jLPOP8Warl1xbAp78NTkzWZNf1NLLnQFWMjZuh+n73N1hMXkyLthVOdh/FAWSlMbs9igNVwp91YOHkR9hSUUfgYW2Z9dOgXZDXcSb1OJzR5aTyiZvQGg4TDMzwR2dxY/Fqk+V4/gKj3NuGJRcvhrQpPq1jI82vaoMGoE9711wnfOpWIoRO+RKN+UxDm19lqsjQf4hWPbSdFmqW9pTCsoOkjKQwLKMpeg3mxW6W9ZJi06T4UwROJLmpRzkLiHCzcdpIPJxPW6TcrRE1jds5F92xwQpmMGRPdlmyn2xINuTHFPuawwjAspJBACok4U9edwriCoMp1PBYLj+BMXG3lg42J3hAd8NwYRykUriGd1X5/w8+rP8H3eoZORWPjBBZ7TcT2y62q4N2nc5CdgkWr0vGdeA7prNVp/ix6u78AHMnE5yd+xZ8P1YHzA8BfpSX4g851neZt8Wr/CRjjfgHzPTai9XK6XahE2KN8Zn6HybUOcP0qyh5oiCdf9hb2W2eHmLcucxliU/bj7CXh3HB0oKBLjr+FIzG7gOeLNs6VxNseewcLlw6xcTNlxvkdEQhZdoBu98SxrdC8dh5sng2fxMvewZhYEX+msNIz2+IQs2EvTgk8jeOPnV7HE7/uRpnnWoVBbac0oscqPnvl9M0ohCdmo0AQJk71KVQzaDpGakI1f/zgPYSe6INFCwZwvMfen/l8OmZOSkIOtyZ27r0wK3o42tu4EbKH/9LqdOUhLw9YqOcbGDzSGz2ectWEWNowdATZtmHvKUEW8TL22QGjMcnbelgqj3Ustp4Q5YuazzEamrFCxpoGRfO2T+DG+aYI2FLJXBYuCX8NVqRp6KbrMEx5X78YgDXaNxc5JptkGWgpL15/4lfsLvPEWgpvrczlc3FOIsKiMpDH5TKR3OsZgqXTulkZqwSfzvTB8dfSpApbjhk6LC9uGmZnnuF4B9MlekxaiMmvVFfBHna2oxCRdEhycin1FZOWbpR6kfKcXN+NWUPWoe70OAR1thIvUAmdhJgEdi+cjEV7eN5peqQd+ofMgR/7Bv1NpZdxfFXmfec/9MekM0OxSTd/kD+fy+NSZJ1P4Nt9+/CyZsd3sj7KMOn0bgCmDud1CYvzxPHDvujzt2Ls2qGUBbz8sqZz2curjOfsR6AGDR0z8pLGIGjLOaBJe7zR6zW0bnADF/Zvx7ZjPIE6tfBC7Epfy+Q7KRQGcGnbB+PHDUe3v9VDrbIrOJuzBbGx23DDfaE6NIfWbI1ZiHHbp02d8F5MBOV/mJCX6IvATDeMC/sXDsVugMvYTZimyEIUE0J/J1PMrd0LaFmrACe+zQfjY6Zm7ujvtheZV1+B78i30cX5ND5euwYZxy6inBI1PeKT4KfMKGRx1yM34PcugzF+0BuoX7AZCQmZxBSBR7oGIWmuNmxIP8FX3lYXtPWJxmJvMTTpOj4P8cDCHBLOet+nF0t2zcbw2FPo6DkQnWufxueb6fvlreETPR//+nE+QpcfgYuHJtzJTBVCPGbhcLM+3Drb4zDWxSbjAGlPentnzkuEb2AG/mj+d3RwKxPCqGgPuxLT7/U1pkQdRaM3BuKN1jeQs3kzNw6br5jYWpw1Hb6bWmE+hRjJeSDWhLxMXzQbOXzraj6O5DH6ovAtjxgs92svG9N5KzEk8D8opD20Fq5lzkvCmKAtlKQqjimvgxYC/2HlWJ/0E9r164eXm93A6S+y8HluIWeIinSx9adO8Akajn87F+Dz1ARsPkB/N2licO2Yi9VjXPID9uz5ASWubdGjR1uLBGsLQ2fXTLwZlQ0KQMdnFgHoFAL3OoXAmSrKqRCe0TN0hLHLreTAHIv1QHDmVbpJyiTF1wGNk1u8Yo+dmqD9G73wWusGwOXvse2Tz3DmKvBQu/ewMm6QSpktu/I/ZMXPQwLhDicnNOy3BBv8HM2cpm+nvI9pyadh6vQeYiJY0mgeEn0Dkek2DmH/OoTYDS4Yu2maOnm5OAeLg8Pw+e8t8I+er6Jzs9q4cSEHu748JBgELugycRpapC/Dz939MegNmtepz5GawJ8HawnJEm+zFj6oIJYS2pMhC8/yNNrgMr5KzwCxJsuCHgKfPWpqia69etFcgQs5WcjK5vmcUwsPxCz3s1TyzXlIGhOELZTJbapFRl/7p8EiJ6/mH0Ee58SgNQavpTBTx1TGis9eF3h0L8DWw80xcPwgcLDt3YlNKdspH0fve8RDYyci6uJgJFkNy9ScMA6PePzUaSAGdq6N059vRiZj0jaTxG3zX6aA7QgfgyVHaqMdo+MOHdC+QzNyuAGXTh1Gzr5PsZ0zVExo1CMUK0KVSrJ1Q0eUbWcfaoPufd5CByZjc3bhy0O80WNq1AOhK0KhDf2XsP5LkG91ryL/SB5vQFK4KcN629GWGMb4WLM6NMe92Ek8m+FR7tQCXrErqTSug+dZOBvbVRUAFHvg0pbk0WJ4a8bVpX0HZZOKl5AC2vDJ9niaJ1pBXliXCbbUKTM5i7yDs1D7lZHweDwXmzczB4MJrXzWUBicpXfFfDASHrP24G+KUGz7DR3iS6S7BGU9jDcGvoHWN3KE71XuzFmurRhZM30Rm010T4p8uxdaolbBCXybT/vOigK594fbXnKMveKLkW93Qf3iE9iXkYRNlLeld06Y42BK4Cd4OlKjE1VWJwHNb/oIxBxzRfsureW5MT0ifhpqL52GlKudMHBgZ9Q+/Tk2Z+ZxvIzpIBtJ9rkS70r0DcXPw9ZpitPYljVo2BNhC0eg7c0LOJz1IVIyjoGl2TBdYvWwnxASlIbiZl3Rq1dnENvH5aObsWVfIf6kyp9dJy/ErDceQ2nRD8hOX4/krUc4Gnmk02jERznmjLFFj8bfLRGoMUOHKa0jYv6HZkMiETtcoWwy9YURf0ACjlPCqKXCacbBSA/M2nMNzqQ8rdfzsHDhOXTNHKW+ZtZlFiW7MHNIFLLLn8PE9QvARe1wXujNaBaWgbBuxKwvrMOoOQ8iQvRoF6cjcFAC8pq6IyIuCKIzwpy3AiMCMkAXzEDT/li6dqzCSOMZUGAaJc6TQhyykRJxhUigg5F9sQAh6ipEkjHnTErBh6QUyGFDF1L8MDL5DFlB7eDu74+BHRvSB6/jwlfrEJsseGlJmegRnoZQyThjuRQzEPzBMfzefAiSVw9XxACTZ33wQjiHKZiNsMbcxnzeRUNuv87DPWEDRJ2wkOYxfG93rCFcJHbNMYpApFHmZFOPBIUCeQHrRo3E7s5ydTQZLxNMprp4NWI9pnQWXD4k+FMnD8XqXGKfUmgTC4Pyxv5XUxVhVPpCnqevw/izRR/ypI2TEt6L90VibPxJmMoLUXjNUtgwr8ty8v5sP2dCN3H/xXNhpvhz8mRnlnWE/9IFGCC6gsVwsFJ60FlBR8J74ly4/OcGdGuSQrcmkg6goAvNuxXOpdLciu0D3c7kOxN9bCP6kB0A6v0SPyDi2xQeir1Xf74CQ4eEdl8S2qWaGyHx/ZL0QPSnuDb9b1e8SBFXiNVpONLhBVLY/3ph9N+/wrKNP3DhHpY5RkX40H8wPjjFPH5dEZQ016E8Ic5YIOOQGXAiD2LnYcjmZgjLCAPPNkZhzoMRckw/dzYm4/C/5qsNbG6ZgoA+zGfJPz0qFcs8FYaA4lxJQlkBj/2GDrtFm4vykBQqUyoQochrSulmbY14s8WSokfio4YTsHpOb1UxCuYpnz9hPpcsa2rmhWUqx4O4jj/Rok8YosaJNwbF2Bc5FvEnTSgvLMQ1Kw4XqzteybMHzolEt5VO3aR9kb/BQjNHILXtQkqqt23onljshflO4VhLNV955KyHdlquoyL+a8axWG/MPt0bkbED0ez3m3BtrL21IcqW5IsLekZ+jGn/0J5RTfgup+xH4CwVBlA5dNhrVH1whd8kZLAMdy1PkrDugomr56C3WCxExec0eJrPI31KID767SEUF5JDz4LP2WJYPL3xYs0d/v4DwYu1C/hqXSySmTOIDeFiWflMj/Ydk020k3bKi8pU99w1801E/TpIkrl5K7wRkPEbxRX7IyN+gNoRpXDiKnNO7TZ0Sj5B0JD9eG2toMswjijSTYM+VQ4XLSZ+PSghD03dIxAXJEY9EM9dMYLWxGk+pPosVZwRnieLOpteMQVuftN+wQiFTgR2218JncS8bw76LypFgJT3KZ5RikwxmQByfG1Y6Cnxs7KcBRgWshOXydjoI4QlcoZplAkzFaG1lZE1vGM3jYpImMif9gAe7RcrV4ZllfX8UlF/dD/cWLMce4pJvioc4OaiHQgbFUc5tpU3sG2dOOPvMgI1Y+hwfQsicaYPr/Tmi/GnCm+kzNQ1ir6UfC4Tpt6GMaEUUvI+tjFNTvjpMQv23MTtl9XVTLhwnSN4VaxjXkKGjX8RxgsVpbh3drfWSaIuJGZNRgQxa92kQVGAULsB+cCz5M1FcImWDQhxvjxTyUV5S4VhwmE3Bwcb6peaVB4Q+ojGoCHlizOSyuCxmsp/thS+RIxm6Po2nDIo++CEJO1c8oRwz/IKclrLcAFT9ncP5PTeTkaY2nPHe7AycdlZIQxZD4up1zBZFZcv5oYojRnFbp5YDK+J24kJyaFNZhJIfXZ0RpokIHQMHcGbt6+eGiOO8YR+j7fjF+DtS0v4OZqo4lIaVVxS1pUV3++ovuEo+SQIHisuo7/2Ro6mzIzVWXvI0tH1qIvGhRW6gLyGBn00uSJW5lJZJiUZXQqFQTwXNWLoMMHrsRTH2R5KSrQ8ez4x/ftKGDp82Ftmbc0eE+0Ni3dBGFeGVRSwpRrvKW9chp7zRHCLVMwm54OTNaeJLtBiyJ260h93O3XkVSxNIQcHvceMOP+i8ZKxz87ehPzh2GKtrDLjM/0TQGafvlHJwhn908iRYllh0G5Dh53DqNqYrwhDZEtkRpnPxnzCScitYGdvvhPCVc4aBRiiAUFCXOmZ5r3R+1BPVe5dwPv7txG/4G1cWkJhfZmXYSLjV+UkqYCoK3/2zGTMuFOemUm/YhZbx6gjeCtVwwMs5sLO6DI0TtD02hF5lJ7SqrMeXf7LzohnFp4Z9Ti+Wv0lF05oqtUK7rOj8b4qpEdwKJDnXF39S9/Zw+TUDJKBVst4KwwXJd9xHGv+nCXUjyYFtwk+EXLyrN1Y6G0zp6DOOYiGum0CKGRoRxhGxR0GcwNolWVL2ndQNjkkL/T5mHXSFeRoHbmIgLWzysnuMUtwlK4YWIBbZQwdJh+9T3hii6rinShnXeEeU5U+LDzf291ax3Ekhihr5i3hQjqGNzmBfyPHiGXRF55+FrtGyHmSldJJQFU1e2N7F6UjlGYg6RF6OqOsgzhTyXteX2TnaRquTRKxqqyskUtFQxVGzhy2vqQ7JfG32iIvdVYb8VZ14MoKf+M9qwjYb+iw2MeURViV/p0Qt8niDP8B70mW+SIcI015HNGCZ1v/4CuIRKmwiwemwlAaWg8zVuIfwUJFJSVLQ0eoEHNVmyNwCkk+45FW1gWDvZ/Cmc2pyO8RL3j9+HdO9tUv8yiGBVmrjiJ5cyQPNwkvjxPw1OZGsC2RFJ/28M/gBSyn6McUYVAFpZRF5ZHuigUjRbG/gqFUGiBXKGPJwb4FY2l9ouXDns8nDEZhywVZ6eLmvusFIY/DiuDnPiXiWldmrDRvD2LA2pKj4p60989AvEW3PrF5lkLxYwx1eB68pNK0OkKeu0X4Dq9QvpHkteaYVygxL/HfREMOsnKn1OOY4vdFZ0W5ZP75tQ3CkBHWzaIMsS1F0xZdiIomdAQB9zfVXCrHsbjbrMg9dJ2u7htTo4YOefOYt5pTbCmkcybdrr1EJa6U4WPMU+vwjQ7njPgvXlTtMXmFx80DpivyuERDS+HR5wRIJBDKKfGi0dKAaFVJLxVgbCVvCafIiBifhjIKQfV+6gw2p+ajR7zYT4SdiSQ8vnoZlBc16q+Iiqy12zOZ1pt5rVadV1v0J33Hyjnk+CXLxRKqOh2L9cL6NmtUBSjUc1XwZ4Vxzxn8372ivrVkBlroNUwSbzJtGXQW0Fft7FVM33xFq/+0X2ejmhbtjfcpDBOMWHmKAo+6aWe5bB3+S9oZ3ow7BidyuvjTDUovZPHe3HLKsfuQcuwEJ4zkpHBW/zuvmLH+QErlmOb1TiqeWUtyo4IIQYnvMCVrG+XVUGESR/kcZ9wm1Ee0YBTzRss+lOo42vRPlVBVrEi+9bB8Tihh/z39RcMjLWnfQdnkoLyw4FWa0vksF43l9g4T8nE5jHc8I50JvbPKcleDog7hxRlvITeA9r6Shg4be1Vzlv+mdj5yt83kgdXyDYckCccjTqKvru4h8i5rRYHEv2ua9YoTYDxi4kX4czRIek616iTCt/VyUOlbIjZKnY3xsVVNlvI8tgqyRhpb6cQnevPZ/QqSFQ4vXYc7yU6xpw4pKaocWYf2zXjYJgL2GTpSWAWFbVKiavuna6FIqsakjQ3lmdpHT6+R6sFbFdKi8FV6OElQv84yqW3FojOFeFwhVSqRk6stDZ0K8g9YUuRn6fj0MHmDVZ3T2Tvr8Liqa62Moy2FlhbPz18SLBXtgWgwyIoPt4ajb1ZM9BV6V3hBltNbNnTYmB88uUFdmlm6OVMYgdzcoe4qrjt92YiQvFL07tCzdG2syYXIT/LBqC3Uq1y3NLRe2BTDfw96SJ3NLYU8h9H+l1U9XZjw9cjohI2KpoASE9LLH2G0t8gF0VJfGP47pwfp55LYUjTtpgtt13bObtTOxea51TxAyefpIQhcRWGLZORo8yNq1tBhUkvIP6C4bkVnADg16Qnv5/OQnHnBcUOH0eKqRuriCSQsfVY8hmWqxo9iaVaWgsR6YDAP3hAc65/Gh6XST1T2nLvpG7EWaAtn2KST08Q61n+W/ikOUxiYx+AB6CiG/TAHzcqmiP6/HxASxXvtnep3hu+iuXIIJCm4XD6UtRsdmog1OrLmLOILNWzDKQqp5343r6Ok3BmurDKD8vdXKUr+oPwZSiivW8eJHitBubMrV8CBuDoad+6HsSMV62H/LOZfSTTLn5H9LytDVpmw9kBGp40Ko0m++bYvN6tqZ69i+hYUnW/7qfoomc/vxprlG7BTBg7XS8rh7OoMNXJ/obTkDy7nr07dOpQNyH6P4PFu/TFhDCs+oqUeS/4rygSlAi2GdHIOoK7HkLhkJbYeofAtylPxmBHBJ1ZLPx1Dh/GM5McR3v0bhCflcPk4Tk1ewvgoTTEa0XEo0ZyjWPPnKZuqrEnh1WIxFFAYbyaFUNlM1bGvUpvErzU80hbvVe+ApWyqkrxQlM5nBU46NS7D97li3zIhH7cNrY/l7v1/9r48rqsq/f/9kggNKncTM9fMGbXMdIYyHbPSNI00RlRcKFFExQVFQRR3IUFQURDFhBQVh2QMv1pYuSeTWJaSZK6ZlJGihQr5od/vOXe/93M/G1uI9zP/THLvPee8zznPcs7zvJ/673AFIP9MFhjUmA2T9CpOE+lI6rUXMGOhP4XB6zsM+qFrhcjdnojVO3NQUMKPkpGtFDMyJX4hyj/a96zwKCO1EPe+S6OO6DN6om5NNTOZx/6Byb2Ux6Uba/Uz5XR0wA4M1qAeHTZRZCiXT+24TcLW0XtotYkOB1Sdo/SE1yg9QQjDNwtSFW0yBXU3a38B5vH2Spl1jYCZyl5l+mgUTg/fombvE2/rtQ6NmYzVnRnjH8uJgF2ODueN7qmFXrNWYZbE7KEo5qgKD2LGewKaMJYjgcLJsqASFihZR5JCFBdlY8qPoZPilhYHeBBRI75CH8kg1iMjsJFoTeQGV29QHZEGjSBTmLN3NqGFhXwFuw1auxwd8xsNDqtLI21w6YtCR87DUMLE+ri/l3VHRzdsjsP+spVcDbEV2ZCRHBjasG8e7Yf/KkIJuaeFHI4GmhNq/kvi/Ms3WiQBVSc/eqeZehixE5rtf9uqvjWy5jSzdhYA8zSOzqWR+rV6bClbu9eFnqNj1hcHdjXFzu9eMBOrKBm0VEt4IHzGPkdH53ZQ6oaVHB1FV0t++hKHDx/Dsfw66NbjVbzYpSlOC2QEyhu9ktxETAxOV1clF74jJeN/RmtxUwuVM6sNFRObVo3vzf/B3+8iRgsnh9wzorFn156UlZeeo8M+V3LjKm7cdUUDZZ4FrTXvLBMe/tkFfYLeQbc7WYimMJIzUObr2e/oyGEW/Cj11l8h3Zz7EMf4n+wmbd476NqKCFssHDhw+4qFxXEHSE9lF6tWAAAgAElEQVQipf8+vLSbFfQ0oej7HQgPXk/hh+rcQukdjaOj3iNMhtHNwlZ1yJe4H+y7yeMN4bLuPVuODnfYcuB5eS2JoSR0I95v7jy807UV6rrQ3Iy8gHfMCuJqDmOaM0Kc97Bg0R4OS71K9lr5KzqMLZQ1WgTZxOEz8Cbe/8+H+PJLRuZAdWvce2EWJVbLBAI6jg4LYfrEBOfLLugf/A46Xv8Qa1YTMQM0OS5CfRgKHhXkuoNYs9u5YacxRLmf7HDY1RLMepuymBEOCTXRHLZkr7otc91Udn1RREbrMGKfbEB5IYmYIFLvsYOd8LGIZQkWYl4M5USlhCxA2unbcKaQ2tscHRg5x3WfQv/AmfDt3lQgxbHX0ZHzXlwpR3FpaH+0I3nD0gDMHAQGgMqY740iSnrfHTEbVP7MfmIQ9g2NzJWxLa+jw+v60iBev+o5OrZtEhaFEoE672rrcwlzfkn/1lU8bH1UUeSW7dEPOghhvDrjtkvXiE6SytFh9u92dEzXOmMWbrykcGVr+tcBe8B4VBcBOxwdXkh99ixVPae4UNXhjXBNf4hSFySDl532DM3DcL2bFrNbGlmASwpRuhEh6r4uLTlWGsu/9vBaMAydNAadfEUp3pgoDGnuWYFhg2IBars9iD+K6+PNaJFFhvVpGn4N4BO5tT9bBq156Fo+ju8vwlM67Fh6oWvcqZbm9NGsE9KJmnZc7El2ohWAgklyTpCZUJFOqTSEBipHpwhn9n8Ht17PwbyguE7oGpckeQKD0vlEbekn3hy10Lma1QkR4k7fv+qnSOI0V/IcRrlvqZxBM+NCKfz14utZ29s7Il0qemc9xMWWsrW1LqTTSr0rarO+2CmtlBWWXTUECspPWGVdE5xNZuRarGRvn6Nj3mvR6FCEOAoPmYoKcO3Wn7oDreXaAI2+eRcDY+pgkUaOrG6UYBYCqTJ0n0zBax89j11EYiItw5JMzBiwCl/rOZl6PRDXpXbdCGxj6T/TjcmDf6C4PlE9i6yR3N4poPCR9RALm3MhvOSIyAauLUdHXOtOZnWNzNefGHraGIOUt8+WHB3R2eNuNx9AuCZMS7xhkHJ4GC4iDpKDyM9n7lvKwwDtDSwPqLgf9ENWtaCXb+9Zd3SEG7/b4ySZIho+aifMkqMjyjr17QXPJlhEqkabw2gufyGEV37fJRhbSd64SSErkAhDeEQUYaCq/CZ9R8f2eqNPSoaUqCscxJodVCU0RKzKARTXsb3GGb9uvva0zrzI1V+K/YrFGqsiGszXvmO6qez6gpeNhe9oiEPYVDECI3JcL0Ij2+jw9H9rJmLOHiIj0I1KsdfREeWyuoSA7k0I0/oC6UtjIgpIZVcmnCkg5ATaio4Rt6PZIaNyn5bT0eHW4V48K+QQlc0mYek43lhZN0aKFpK7zm7Rbmj2EwcCXzA6V3EozNmtK+G2SMjRYWu8LLpG19GxlKpgwdGxN1XDTpPAeEwfAbsdHf3TNp2YcragFzthkV7ujNmGExNJFTH89oau6YzH/PpXjIHUFETkNt0uPCmwbnEx/bGPIlpI4GXG9vhLo3RzNawbtGI+gNJQoQX+2kfw0CbEc7KSTxBWCUQmQMdfwiiB2Ulv2sQY6bu6hRhJMY/8P3hs4mNh2U8lVDj2nEAknCw2p5tVOTp8zkvxLPMCalKMtioBj1fSy2srWYuUyvtBzU2RcFp2zElmj+OSRiNwa4KShU5HybP5C6GcAIURrDqhUYybFWFTnuSIeDLFMP1OqCpunxvX+y2wVsVYJ2PIFXSzoDSsrwuRrECfclSvLzYFFmN18YtBNiW2stwYJTug2bv21NGxmmxtzdE5ia3z0pFH6fnKQweuD6IxYO9NirLjnJL+GN02y6d3zBAalDNQsy/lquLcrfAD4XiVyCxUbEeiwW4hhtsML/EA566ayIKTL7ueFNi9eCai2Eej+TXE3VzeQqDihlkyMqWQCRuOjmiU2sU8Je4LTf4h28OfvKgK0+JtHp79jjeEgHif99AyRRF2JLR9Q0rYlWPbnaj/uwQiE4ZByK3pilw8NqYP0EExT/ItrLmDa2ldl2fviYcI2lswQfhxN1m1qY7UesED/SLyTYR9ektDec7kNIXMautSWTAWLTtX5vKXk8F0qzQp7Rc0fM4TPep+gT2f/qDPFiiFmilzHXRkIHd4UYogq+tNzPk8hlKF8+AQ1nqn/OI6dWBfW9Op/JqQk8ZtkxE4qJvKrC+sRXdYNvytH4rZ6ehcT8NE7yScaUzsroq8MVXIlWIz6TveFoxri8qF6anxuDRKYKNVPWfL0RGjU/Rqpgm6/mQ3iRmxbDYJdYixxb6djT4K1jmumwKL7DnpMEEyArj9X6A4OOAIQz7qgtWi815WXcNiNs3s1TySrUQ+tUw+8FLKoZ818ynKLpl51qbmNx4oAwJ2ODq8R3ywp04yuXSjo/CWmVB5rxU2SSfl+mEXonDjve3KcnSYsSXQjyoZLzjD53NKdBY8ena9P+03zBCdM87gTkC9yI0UT6oOQLZm0IpXryyZUqZk5U+zPnpGTcloKsjE7HdW4atirfHLrqy9kdJylS4HP3FJ8vTOPz8m1Z9RzTvLYyD8We0IseeSUOmtcHJU9JHCFzShaywcLOJmgJrim67oV1H7mWTzu5JRpGL8ETjqv3l1iaLGD9NhPMX3MQVLGp94+6XM3iSEA6y69m8NU5NeIi5jNXkbp96S8zA45fLZs3KStMC0s/+WHhMLM479cOGdZIlKm0eAUaBOpJNH82KH5bnRKSQDfRSdVN7VrcdhqS/WdrNI1cqcnEFYnjjBRkFD0YhwJuPufUUhR3vpc605Opa/zdU7oPAOM6Y5uwQV/93MZ+RcP+5kfMgOPBUj06RLFJ90r8ux652lvR3yA4azUCouzUGmH3WkHyLFOzOexTXOGROfvyDlDTFSkGm/zeATWrlT+1Q8HikTHkgHElKujzVHR5xTxkJpXoPGfP2Jt2W1VTTp3HMZDRAgjV9c14za91GJYvXzJW8ivZOcVyMSnMgnwqJzriFx4AyNU3hLurk1v/EX64Tccojutux7T2JdUrJA0rAlmuw73VR0/5JjpMzZ4oz3DDQKTFcRNIiHUeq1Y0LOsqEI3XvTnOhER/7yy50VcY3G0lSWb+GC5q8G6hZd5sloyDFR3T7qyECd9SbeIDpLzqq4N5l+VpYi4OVndh875Bxj8Rt7AM9LodzyrZPry0vwX5kD2/quZvLYOwUtV+kX7pWYPO1y8nkWTPt1U1n1hZXoDilP1pxYpEIcHS6nZR72FysZGIVDnXPEMqhkN7VwMAMxbNEBh1RLPCFPqi1Hx5KjSikOKUEI23wOdb1XSzTvZbVJOIlOe8RvoyumaupD8YcJN9BFlJ+irXSji8SgW5IbD//pWXTIrdwPZdQ1jERE52CeY0O8OkZR8kAuLaCWI3o5ynYpR+MhBxGww9EhHU6TOWzT44jSUJFKMZVKTn2HHB1LV/J2kBHoDNT8Rod/SCz+eefxAVgYNYUSAs/ShpuMbaYBWDLvGeREJ+CSZ5yqwJ2Sqliqp8Kta77qvJZ1TTK4GGOOxPEuqDiOkvUI3Og0z/PFZrhz7hNkfZzL04zqGb9sg46Pxq3xUeqKwtJtjOW421MrqXZIq3UqZc1wWffIRDT7lNWP+RPNBi1H4gR1bSOup9ocHaHQ6a/Ne8HTsyPqUOHDrKxsXOQqcJmPk9fneUidFo6d6I5x08bjFSFbVyxQl+/+CtUF+hE791zGY8P4Gkv46QiSF0ch41ZPnZsJPUeH2mEMWOHXMWnjTHCleYQTnTMNu1OxsNbEpCcUYKSbiq1EVa0iJmJGwjiKx98yBR2164iF9fltQcNQdTXnMjs6YpggM1w064Jr2lpfLG1msXYNHkSTjl3R5hH9Bxv2nIDAl4VEOUVSbZMO3dDmUaqVd+4YcmkRWiqeaqbkLNxmyc6GWHxQ/ralAph2ySk2x5OP4dX1onEk1CTaaUJnKob5HI5jp1B4Ta5/oWZUzN+5E/tZsTud+kfW+yAWzruDxwcsRNQUqilxlhjWJm+DacASzHsmB9EJl+AZR7HY3OISDMCDDekQZQZ63BFyJqiWUyfJeLbk6PA1aJbsv4nHvTVFe4VO6q0/sdbPLdqLkxNm46Uioq8NzkTdbg8h+/unELZoHJ55+AfsI0KENZTDVVtZb4hhO+srPB9Efb3+HhatyebY+kSDWJTtjcxqZvC3E+HXJ2HjzK5c3gH/7Bk07E6FNlsTG51QMLFDAMuZc6BoaBn3Hn9AwRy5Ui4hnxULxCmhAOefzTAgcjWmdFbwyxfRPAwjUoi7VMR3egymPF+EzDlB+Ky+B+5+nU+YzIEvKxiatZzHpTafu9ThxxP48/G2MB1diZnLid1Qh1JdT/7atdZRQmIwGYtZXherrSEWOORe1pOBQg7HsdYYGR6IrteJcjfmE8p7kx1fqTaIXp0pu7FmTsIwJFxsgwE+/VAvdxtfANmS/LcyWCYnxkffwvgouTYdrzJSMSUkGWeKdYpts9HrlKfgDzA3wW7dVEZ9wRzdMRRKrdYhcl0ZPQr1inF05HG7thuB+e++hSZfx2Nm5K9o3+kcTjn5YuGsPmhKRVhTI6OQfoYiNDhHAsg98RhatPwOH4QtwmZaTGYHklYXpJIqXlnI0pajQ/MoFEK95fQI2vejwuDu13F4VyZOUBHh2hR9Ek8kMmIYfJltEqHvhYciERh9Cm19ZmHi4E5C3RxBZpN91mmwJ1wPbqP6id0xa9UsvFSvGN/veRfha06i6bg4LBvcXJ2GUSZdI9pMGnuV07Ux+K4Rs5vcIekg1Z4R6+v9TEEicu1B+2SF8ZSjCNjl6IjF7pIaL8L2qSwjRsny5ECTWkNJyjXRMn8xT6IcPwW7hviVkvOZiI3ahIMXbuMRqorcwnSWq/Zbq15b9A1YiIkSyYLcLucgrfqVQq4SMKw5/++6js7tI1g8cj4OP0hJpGxTiUxM0qeoTsC+aEyL4tmY+J8zmnSfhIg5/VVV3aVXuCrSy3Dh9eVYMYhvnLsZWJ2P7qFxCNGWumYPsJMdH0oyTlXnyUiC1y5I1SdUjBZzRvhW5DHnhvtRNd/2gxDKMchY+iCNl2OD2oHT15zh5t4GbR/5TWarYa+5PoEuzzyMgpNn8fMfDfD0vwMw3UcsPqj8rgVHh+HBTna2NESoUNS1MGclgsN3SUnuTEEsiRltdtvBlNd8+p8YyqIdBeeUzchCm9BkhHbns8TK5Ojc/h5J0wKR/isZomvnyYX5FA3a6osewmKOga3p1CaCswKlG5bGYfd3v4AIeuD8UHM8PXicBdyVX7edo2O6vBvRS9/H4QvXiKGKfbsxnupNFbwnvqS/vm11Xvg7Z6zF38XYdVF4vTG3C3AoMhARnwoFBmkftRAdEfGblLsUGRiBT8XNRpXcvaLWwF9MJrazbaIdwPnMWERtOogLtx9Bqw4tYDr7NTn6tVCvbV8ELJyo3uvsICJ0KtadENnnaI+/HIq4ELHKvb6jc5Gsk/Gpl1SMdRa7qJKhpCxTpyFsE1/9m8mUFpyj1ARHVRixPTsSS2J9FAWO5QMg6V0BRyqNDr8YKpZKYSDmhVj5OWA3olsahgpFBQuRszIY4bsu8UUfqZhxO51C0fbAXpa9x31XO+ckp1zcPTBhsYaFTOiEVq45t/BGDOVbNTlKBpTAmscedaKizSOXxMKHbvbl2xYGdRO8rJXDFuQv+w6/P1LxxeVr+J1tEN0f9flhd3T01O5JCzLQynp7WChm+Mvj/Lg0gQlc65yDEbYTjwfZkHMs0T4ojDOatZjYM6fKZzgZvewCXl++Apxau0ohWqMpRMsSJMqXNfaDo7qpTPpCKAKc9+b7iH2zPkON9twUhCSf4Wr+lOdns44ORTnsi56GKFHWkQPhEZREzJJ0mzstDJvy9OSMvFZ4XW2+7233mXcYVv1KxCUJw8BbH7YdHR4bpTxi+6QereeZCPcXi4/yrZfHJpH6L9J+H83HH84N8EQH6unlEzhz+bYgh5zQsP0/8QTZenmXCuHSoidGBk/DQHOqRO6TZdI1FlIt2N6aFrZJspucHumMcSsiJAbO2wfmY/jibNTpFYb4MFE/2J4Z44myIWCno8P2dwmpfRe42KKSZM7L25cxTpG8aMlIdJyPv2yDVL3FMa0JXI0uddGkrhk/qPrxoiI4uZlXsTbrCX33BuoSe4+1PpbgxtUbhCPAJVzLVG/6L5mKiCrWDW7SN0tQVOQEN7P3WFjEYoSuPiLQ2naE58xwDUVpebAjZqaCa+Byx+3AzCLe3OtN4HZXkYheS8Ne5WA3C89T9dbWreUbG8Ks4Not/Kn3XXIeE8MjkMEUBNVCcPeYgMUWHE0TzXspzbv11WFHZy2tCwf6YkcrNfqREp09yDGf0UayvI/ENVtLw6pYNqjE9tjbbA1b2+fSs47ulbJ1jdHA8TJN055E+GClH+IzahzJwfvyLOp16aC+CVX1rxD81pNPO/S/5figyr73HJVTgjzWygpRhtDur9uEmOwUQxDnVr0GbMlfsRDjZCTMGwgqM1WhP/29QDdEX56B6elOVg8a7MKaDMpPkjdi065s5Be74okuL+FN//EWDUZbg7OrTVsfkf7u2Jw7pC/ENkrI9nEh28fuPlXsg+K+0sodizLQmg60u2uWbA07PiDZWBUje223qFgD7GFuPzujSLC17JHZ0lSXSddY6KEVOcLeKLlxA6irli+2x2o8URYE7Hd07P46Y6nZgvbb5ERXfUdHjOmka0ZNXLTdTRkPcghwV8bLrmH40ln4V4NrOPAu0Up+25rPWVBEbNzfcLHwlrHY+1QY5vkQd/7ZVI4i9k6/WLlac5UBVJ36UmWDNhoyEKiRCHDyd2UpJkb64+mHdOQvl+eSBnfdWmLVHJJ8CvOdEIeTf/D1l6iQC1+Pid3a+UaqczGr+VCM7hkIGAjcnwhUgqPDF5D7oONGIT5bTtxUVjzmmM4CM1RsGPfnFJR/1CyxeFe3dMoxEq7bBKYgyko2o+Itf2v36BdY8uiMIgQrbhq1yeVVNrLq1JcqG7TRkIFAzUSAJcaveTgSKZM7cHH/hfvmYezSz/G4KH+FEO1vXNzR/rmWREhsx69hT0wIfBlChp0dL1TGI3zu038aTMb6hf2FPAg6ieYSujMoM6od/FLWwPuv7WRlDNz4poGAgUANQqASHB1C59RKeM/IxhODqNJ24UfYQVSaLJ5VyhmguNf4twOR8buFBO0aBHBVDCVrthdODREY5LgG+Xjay6wYHeN6N358PYnVjZBAxATiJRd/09gcwUqK1qrAqjr1pSrGa7RhIFCDEciaPQh76z6HG8dPUPaSE+r9rQ1w5BiKJflbRDVDRyAi24GsDntrn1QmruwmKjAfY3RKHYgsfVKh78rsh/FtAwEDAQOBciBQOY6OWVKaMinuR/wncDzWnSN65BixSGc5RmC8CkaX6k8FNMXEYZ7O+DQ8FugXPb0/ISO6zjfXoWGkQE0sOtsP6RQyrXSAqlNfKn2wRgMGAjUaATP5y1Hnn0Q3pfylxPKTH+3A/x3Lxx170KgONzon6cByWW0sURULFTov1NJ5iIpmcnWkjJ+BgIGAgUA1RaCSHB1htBaSZBmbkX5SfTVFqbp3S+CL33m7FVq45eMSsY48qEcpWt3HUcn941hVYr7Bo62ao+TyBVwzEcPcCrkmSyU3r/p8depLVY7baMtAoMYhUFPlLwux9buI0Zly8Wlx7ngioW/wkliLrsZNqjEgAwEDgZqCQOU6OjUFpXthHEQ1um9DKvbn30H9Dl4YLnHL3wudr7o+FuZux/vbc3G9jjt6DPGV6vxUXQ/klqpTX/6K8RttGgjUGARqpPxlhEFD8NmLqep6SIJjl+EyUlPcucbMpjEQAwEDgRqEgOHo1KDJNIZiIGAgYCBgIGAgUGEIUH2iJYEpqDNVLF59GwfmD0fEyU4ISlokFMutsNaMDxkIGAgYCFQ4AoajU+GQGh80EDAQMBAwEDAQqCEIUMHQ7NMt4NGZp3ExXf4ePzR+EhbqLtaQQRvDMBAwEKgpCBiOTk2ZSWMcBgIGAgYCBgIGAgYCBgIGAgYCBgISAoajYywGAwEDAQMBAwEDAQMBAwEDAQMBA4Eah4Dh6NS4KTUGZCBgIGAgYCBgIGAgYCBgIGAgYCBgODrGGjAQMBAwEDAQMBAwEDAQMBAwEDAQqHEIGI5OjZtSY0AGAgYCBgIGAgYCBgIGAgYCBgIGAoajY6wBAwEDAQMBAwEDAQMBAwEDAQMBA4Eah4Dh6NS4KTUGZCBgIGAgYCBgIGAgYCBgIGAgYCBgODrGGqh+CFzcjMAZ/8VP6IrA9BD8S+qhCZ8tnob8EXEY0bL6dbuqevTFCh8sO1yCeq8txnq/9nKzDLdtzREXIiNWVX0y2jEQMBAwEDAQMBAwEKiGCByIhFdcDtD0TUTHjYBsPp1F8oR0tIpX2lnVsP/l7JLh6OgAWHL+EyRvP4T8O/TH+m3QZ6A3uldSdbSqbKuca6XqXr+YBN+xabiCbgjeuxR9xJZNh7BwUCa6ZixD/weqrjvVraXPlwzEvP3FaDwoDqkTZEencPskjP3RD+lBnatbl6usP6ai77E/9QMcYpu3fgcMGTUEHepVWfPVtKES/PTlTmzfmYvrqAP3Xj4Y81Jz3MdbqJrOk4PdMhXg5I4tSM+9Ti/SvHZ7HYNf64RGlTGxldyWUg/W7+CF4YMraRwOQlwRj5sKTmLHlnTw0+SObq8PxmudGlX4/quqdioCE+MbPAJVtu4/m4vXIrJR+pgXEjb5o604AVdSMHbKNUxMD0JNthoMR0e140zISxqPoLQfUevhh4Dbv6OklD3gim7BG7G0T0VaTFXZ1r0mVs4icWQA0n92QrN+8xE12QONSn9C5oIArCl+B+kxb4Cv0X1//kyHFmLQwkModu2EsTERGNLaCUUnUjFrfgbcZ6Yj7IXKsHSqP9aFOSsRHL4Ll+4q+uraCwvSw3CfQsLK2GNH6FSsO/EbOFHG/ZzQ2ncDEn2aVf9JNXqoj0BhFub6xSD7jgsedb6Lm7f5Re/UzAsrkvzRviJFQKW2VYLcxIkITr8E1bb1CMXmRb3veTlfmDUXfjHZuOPyKJzv3gQ/TaTXvFYgyb99hTk7VdWOsR0rCgHR/quidV+UhdnDonCs2BWdxsYgYkhrOBWdwLpJITjwbDTSpnSsqIFVy+8Yjo5iWkyfL4H3ujoIjpoMD3YsRqdYu8PHIvbYLaB2D4RnhKNHBSmQqmyrWq48G50y5aViSkgyzhD00o8M+8D4GLzhfi+OqCL7XIhDSyZgyf5fVcZrw15hiA/rgYp0xyuy15X6rdv/h+AhGXg8dB7G/LM5nAuOYO3cJdh16U94hH4Espnuy1/emhEIu/gGFoV54u9ud/H9jgUIee8EfnvMG+uT/RQhDPclPPfooK8g1X8yjr8cxRksLjSKktx4+E/PwBXyZluOSMb60RXlxFZuW7fppHnke07wnTcD/Z50RsGRZCyOSie5/yym7bnHb+6vpMJ/8nG8HMUOo7hZQm68P6ZnXCG53RIjktejQqapqtq5R3dLdez27QPzMXJtKXwXztKs+w4IyFiBwZVwklt4aAkmLNmPX+UTLzoYGYDI1VPQuRLaq064G46OYjaORI3G0e4bMEN5/Hs2ESMD0vEzHoNXwib4S3d+5ZvGqmyrfD39C98u+QlfHt6LQwcLUa9nD7z6Yhc0ZfrC+BECJhR9/z/s+ewQzqENevTuh38+6VZhJ4T3IsQmkwkPPKA4iSjcjklD1uOu72a6vWhyLw6p/H0mTEyEiYyKCTnLhiL00LNYkEk3XeVvwfhCVSPw41ZMXV4LwbHekN0ZE7JmD0DUMbJiugVj71Ip4Ld8vav0tmh9mmh9KrZt0Y6pGJRwA97rk+HXsnzd/yvf/nHrVCyvFYxYb4XTaaKT9QF0ss5N016KEil/D6uqnfL31PiCjICldX+tQu1MLeIstPt/ez7DoXNAmx690e+fT8Ktgg7vq/PsGo6OzdkhwfQqCaYKdnT0m63KtmwO3HjAQODeRsC0GzP7paBZbBpq+M28Q/OUF++DqWe97/sQUIdAuwcePps4EgHpP1eso2Nh3JXaVtZsvLqhCWLTpqDmBdSIYdkV5+joT1FVtXMPbIx7pYts3ce5GgdQlTBflezomFBwcgc2xO/A4QvXhHwXwPmh5viH3xyEDuSv3fV//LtrYlPxxeXbQvyuE1zcO2PggOeA43uw+5vLQswrRb26uKPzvwMxa3RXLnTHVJCNDUtjsPNUIf+ukwvcOw/EgL8X4rPdh3HhWokQ9uOMh5o/jcHjpsPHQy9B0JLzQf3bF40Zy/cjnyXyOD2C9oNCsdCftU9/y96ApTE7caqQte6Meh09MTPcH11Z5y5vRcD08xi5RZs7YN3RKTmfidioTTh4VhgTxfoyPP4dYN53pogmf9oQnjPD4c81qv9j34xYnCRjzHDy8Me80IFo7VKC85kRWJCYzY+Rg5HhHIDpPpQ3g8vYvXgeEr8Q54EfZ9DsMXzon9nPsTmlhYLmT/fH8HG+eKUSyCC45M01sUiV+s+mirX5PJ64eQI5ijXLr59/07z5CGGNbOxzEJ+dL6xrto7+Ab85oRhosa88nouTvsBlMaae8PTwn8fvhZLzyIxYgETpm+r5xeXdWDwvUZ4r53ro6BmE2WNoLsp4KlP1GIgyIV2zjj0wauYUDNFjDpBY+JrizWhzxj1L++LVJ37GvpIh2LisfxnC+azPlZOefJH2jWLh396HeSNS8OjsWARZ2ocUIpu9YSlWZJ7GNWGfOdfrCM+g2RhDMomECcmyFcg8LcpQWhcNWuFFn2BMsyRD2TdTlyPhPyekvQtaL217dkGd7Fy0jdyICbqJHIXIWRmMRXkvY83S+LYAACAASURBVHXCMDRXDIXJ1NTlCfjPCXHNM3nQAK1eHIwJYwajkyOLsDAHK0PmY895JofZOu+F6dEz8JIj37CmEOn7Ke/GyX3l5NoELJ7TH80t7JWLmwMx478/qZmJLtOt4JQsPDk7ClP05o9w3kf9Xr6fx8TpkfYYFLqQl7nCvMbsPAVeDbD9OhPhnI5gaoDk6PmR2BL2gu5NLJeovG4TMhV4s3XRNyAIE3XIJCw6HyW5SAlZgDRBFzo36Y5JEXPQnwGhkTlMvntMWIw5/RlZxW0ciXgHW55YjjWafC5rjg6/TtZhh0I/M53/dP9+eA7HsefjU/j5jwfxUO1awJ/FKPq9BLXo7+16D8Lk8f1w5V0vbG6zpoJyyNh6DsH8Pef5+aHx9ZpOevslW2QApItfW4UrNtYMm+OTOzYgPv0gznKTLNgaHqMwc4oeEUolOCAio5aKpdR6O3p72bleW/QcqSdT7MfCthxT2GTMLmrbEyODp3E6szAnEQujM3FasM24tSjqRoeNX3P5zXKjXB52pz04jrdftHLAEturZo+L9pxlO0ffbpLGQrIpceEy2TZl/SJ53tb1F9zpvcrCujeR+o/G0mR5nXE6wqp9dwCRXnEgrjV0DUwHT8Z6G9nLxiKm4C0sjxhsURY6DHc1f6ESHR052QpNOqBvn1fQpv4dXDm8SxLczi28EbPWTydxUpGo5dwEHfr2wStt6gPXv0Pmhx/h/E1CtcHLCI9+G+3uXsGxrK1IzTjBxR660rX9+lE/IDQoHYXNPNCnT1c0q0OvfrkNaYeu4g/Uh8eMaMzr2xTFBWeQveN9JO88jqt3nfBI53FYYTb5+s5HIXnfb0edgFuHbmjjko9TX1/Eb6WUZOi9AiF14hCSehOdhw5F1zrn8PG2Pcj7jXXOA6GbF6G3G40v0Q9hP45Ciirh0rJTxZMksMQ1Jhw64W+NawM3L+J4HlOwzmjhFYU1/h0kxzFv7QhM/eAqGRGWiRTEBMbf6C339s+hpTQOPql18vNHsTrLGT09PdGxzhXkZGUh+yKf1OzazQs983fiyMN9ERAwFG2Kj+HDjRuxJ4/+7toOvpEr4aMypOyYU/cBWLZyIp51K0bBmWxsSUjgv0djaOcbiZU+FZe8acpLwvigNEpcZ3j+Ay/3ZuvkBo5uSsHxm04oLS3Fg+7/gn+wNx7/9gMkpO3HRTaHTg3Ra9YUNExZiCznnvD0fQN929bBlWMfYuNGNs+1LfS1EFlz/RCT/RvIqkP751rCJf8UvubwZMmpk/H80dX8Nz07os6VHGRlZfNtsjn06on8nUfwcN8ABAxtg2KpPUKnnS8iV/o4nID8V2DAjOjwXeoETFlGWphni+GjijVFhmyDVh3wlGpf8PJgI8WHOJa3ZGOu+g2C+8E9uPmSH8a80Q31Ck/hUEYStmT/CppIs2Rw0+UdmDn1Qzy1JAn+WufClIek8UFIIwYFZmh0+ltjlJw7htyrzGhi8/4Sftm5D/+v52AM79MDHZvdwdmPt2L1lmySd05o+HI41oe8oE7aFpPHae0wA7Nd5+Z4FMX45fRJ3hhzagavFTp9oQMaJpdmHHse767xRwflKdTZNEyckUS5EzRHXsEI8fknmjsX4UJOGqJZTkXxI/CYvBbz+tsyIGlYNOZEvyBkkewY2rcN7uRsw7YjV3HXlVgWNxLLomOTZa5iafyz36Zb+FuirCzBxeN5nMNnbT1IxruGmagkNxETZx1Ft2gtZrROZr+NqBNu6NCtjbyfCV/vFSGoExeC1JudMXRoV9Q59zG27ckjHcHUgJBoz+EQhh9HpVAOmTJInoyaHaGYuo5yqRTx9PJAad518vF0nQ+ujanI+L05nunoLq8tpovi+uDozAh82VAzD0weea9Gsh/FaTMs/bag9bsURqYI27bk6ChlSpMOfdHnlTakca/ju8wP8RFT3A+2xztrYzFM6W2W3MC3WSuwNOEIrpJ+c27giVVKZqgyG1H8eg7Kehh9h/ZFmzs52LaN2rhrB7nQ7Y8R6hWNHG67WCB4YM56cDjlASppFBSd1dWDleDosJuAqGPUsJKl1HI7kt4n+eHi3h7PtXwUKP4Fp0+eJYec7CCPyVg7r7/sCNiDhQ055hEwCqXvJ+GH9p7wfLEZ7pz7BFkf59JcMMewGfoNcsfBnT+gs28QRv+rNvI/3o4Ebq7017r1JSHsS5ZbTXMwYNJEjO7xd9Slg9sbF3KQFhODzDv9EK21PSU9o8TRhM+XeGHesWYY4DcGb3QAjqXEIJnJK+cW8I5ZCz+VTJd1Ry1BnkOp5wd4oTnpjhs9mR7vhAbXzuLgoUzsFG1QjyAkLdLqK34dT02/ItsOv5zGSXbgbVGWM4REe1Jze8hyzxeMx4ZSfyQ5rBvLvBn/0hcrzdHhHYFv0WzEEsSMlg1wNlpO8Qcm4CRbhzqGCP8ubdxO5HlGDKGbBe4tjhEt/Ns+GPfMAazefIa7oheNGFNeIvymplMyphOcnWuhsWeMzGrCFL//dtQb54k7G9ZgfyHl2ygUvalgN8LHxpJi1OuPjvPB0RwvR3GgzMRWuHsmRsV+hWInJ1ITJMw3RWOIeGRQkoNlo0Kxl+gl6w+I5RkuTCcQ4xMBp7nKsBprTtUx/NFiAMIjJkq3JVxy2YrTcCq9iqu3tExK7FZpDUIXEguVkw6RQuEOTB2WgLzH+mFxbBB/08TZIPF4OzCDcpLo99ggxG2coDCg5Q3H9K9ThwBsXTFYYUQqBIzm3bLMKZvzgt3hGBt7DLeUyre8W0Y0hNAOI5bEYDRn0bGxjcfiX30QO6Mjzq0JplNAShoVWbtKcxHvPx0ZLNuXc/R0DGg6OeWfqW3G0ldIcefDEvLwWL/FiA3iT3S5NuPfRmAGhzbBHYeNRBctHTQJRko616YTOgRsxYrBCitQMuh03rWF0V+AwZVUf4xJPg/QqXe/gAAM7dSAenkbVw6kICaZKTUOWfRaoGGOs+DoiGvK1r5wlOGoTHNFc8kpxP23dJPBuX0V8hPe5g46xMkx4USMD4L3lKBTQByWDRYpnwuxe+YoxH5VTA/WxrPT3sey/mrrX2LeoywNVS6DuGZ+dkXnd6KwWEhWZ85F6pQw7Lr5IAqvEomFjlNRRInhIxLrYX4qUY2qTjtZQvoYJJ8v1axRZpDPxNTUu3B/+Hvk6ax7vWVY9GEQRhx+RXHTJu8DST7aWr8W/16ED4O8EPftY+i3WHGLJu2V2rS+MomZ0PwDlhwdSS6GFFJomHwLz83B8mIESs6ZPG9OpAfQ/h1sih4iGYwlOcswKnQvmf31MUAIpzSdiIFPhBPmKsK0GFGN17z9uEWHfN05w68ZiAMU105uQ0KCcGimw5yn53xcSRmLMfu6ys43rYP4twPBRA7r46O9F+P9mV2FAzKSt9tnYOT6XJQ6EfFLOhG/0Fpl+8HncG9sV7Bd6jo6kkwR2SB5T5lzfsK/RZ9xz+DA6s04wwxyHYe2gG64hr93louO8AhKwqLyerxFHyJoxGG8spFIDbT6rf4A26FxdNu1fU4w3iPGwuZmBA/inmDirB932MeLsys4IBrCnDjTsj7+tY6OaCf97NoZ70QtFkgS2BwR+U/YLtx8sBBX6cTYtdcCpCtvGq1iUUY5ptBfZBmhX1QqghSCR7bp9GWgJREg7Z/aRGjxvjz38vP8Pk1pFqFmG9NzdK4SocTog+i5IRHypabCDtIciki6g+zDxAmi3avW81qykMKcGEyL+BImwY4z0/OnVsJ72i6UdApA3DLxFkbRh9a+2JzoA/MsVAuODgcEw+Bt7Hymom5Oyyywq+TFynF0OEdgCc4P4CkUL4qxw4pFIRvUzCjcSkl5ovY/hZXe07CnjvoUhSmEUStcEc5RZ4pGRbGCJtWEQwsHYeEhMg6cSJDuopNBTlkXYsdUP+T0T+LpoRlDyZhknK+tFkCW+6PjfJBB0H9XN5XgB/h+71I6M4opZMrdK+4kSlm7QhIwUxYht6Yr6p7oOVWfY4nXPByqq8GDOXZh3+GNFcvwxrVV8Aneg+sK5SSZUpzSPIROGuapUyu9MW1fGx2Fc5WMmhFk1NAX9JJaubldCAbzY14J2KRlZ5BoDJ3Qia5LY5imFLBxfE45NSk7A07ESLKVGEnKeeLLjX1PHbWzy62vR7CQmKj4g8srSBlLAuSik8zaJQgcVg5Bm0jKwqfWrsrAgbP5+J3FSKgUHL829rXRcY6YICUlysNtnpwqG7T6ZBhFdCgwjA4FinXm3poEqXIMhHXzeQP901HlYQN5CkheP1pOtNZzdEyO7IvW8FUpKqvIlHmuaKHChw4Jfmmmx2jGy6yVbotl5coMMa94XB+kQzVL+3YgGbvFlnIDufyjWHyl+TvvTF5FFxUdPjuA8MOWhqHkZLfBvqnDkJCrNWbYGg3FzUkZCNdSS0prVM0IxDma8cAEZrReE0hbbNJ5s6R5H5wakkZGjUpAEhZxOOnWD1HlqenA6kL4boWr9lCAmjoR40VO5U19uUV/t+boMDnE9Mu6JrGSzPtsbn/s6rZdkHHCWCQZITsz8igFJ+xkKWqTIZnJeVvM8A3BrenpAh6C3CmwcLslHaaQjNEwgZo7HxeR5DsLt2aoc9QkXaQrM2Q91lok8eAS6Heja7rMBqXn6OjJFO5Ab9QKuIbzt2GiEVpMxtkGMs7ENH3OqA27hCHBLbB9Ph1YOlsyUu23i0y0Pn1ODUGaeqHxjvBJNzKsRcytfVNwaEq8VCyFvFz+HA10aaKVB3RaFry/0tERxnK1i1rvC7d2DUPpYKDNPu4ANLdUb/3qY4FyyDHmiPtuvsi0n7pmnjAl0jqzxzHl3pFJOawemrB9GlqEKUpCFh1HhxFjeOXQPqebD9XZD3dQHYw912ujR7goM8ug55k9OvFreJIz3ucSHXowO04lQwW7NvclRGkPoIrosHoQzZUF7Cze6IjLncnK8d/h31tJfhusawIqQsz3uh3fCPkFfE6Cz3TzuHpOkKY+jkhhYvQViMIxURo2ZHB6Bf8PL6i8e9pgE5cCs9fIXjW3uUgxOsu3FVdJyY9gFrrSoSKDwXffS0hWnE5wApk8ErVnreiPykM2dz7YeFY3SqDTdfXqyJr9KrHePKovQCVjQbGhmTGzrgniJJpXHUeHM3i+wUsqPJiwDCPlKJ6AFJEzN4iMF5Djp2WY4hXnJ12VTgltUgo/OT1Qn4aUH4cFR4dTzKzGjQVHRzAImMPpRCEaHzFe33LMKS+7ZOeq/NSp/Nj/90IUUkkB8sKLCUcvZPdLVxh5Jjrx6Een6soTYL0TEuFU+z+u8A6eAM8ut5As1ACSHD1u/KcxUJdO1NqpC2d9WWf9k7BROGQ2bYGqx4AZHQOiCjDMCqUqK3g6ZP131HvNLYUeBg7uC12nXA+n8syVFCqgr7S5uZz2KwIE5cqxS22sr09bb3XeFad5ri9jyX9D8A9uLPwhxaY66ptW5gyP2N0VG8XbV26MFHqnPBBi/7YYmKPnZIh9UZ5esgONEVvQIlIM5xIPSJzIYd9Fh0qWksaY/FiH5uyUXfWI+L5m7m2uZfUDVjEVQnwkuaT5tnVHh/OU4EW3L/O52xc2jtVolKClghX286P6DpukoxSHSKwA8LomcRQq1lLY77vwpGQ8mQNgopuhoXQzdJNudZTU6ebOB/XF6xSGaOdUnE+6kc+gNaG1ccSCxPKeYXMzGnneMk27eVt6MoWdK07EUsxW5PiIzp6zbCByt0xLgDA+b0zUz/X7KWW0gwuBE50jsa75RroNVa9FcQ6aea/nMbfx450aurmTilcLxnTBMPWBjOo7hdg+aQh4caY8+LDl6FBOUeJCRAv5eiwH7m8Dp1rPw7Q3dI2zQTahjuoQoIh03wjs7rpRihYQDwRkZ1wemDkWQNnlGH1Xt+8KILmDi824qNUJFueM1pIP3Vj+YksfsvW6Ao9EK5j9dBwdS7Yea17E6VFap1yRbod1B3McJ+JrT7ZG2emteLiqdJ6s2WriWrIkM23YFmB2oxcO9xYPpG3thHv37/bd6EghNBQiSElTHZ5yQcGJM4LDo4135YXAf57aIHH5W1QgosJVnkqyhb+uofpUjxagb3xTrFYVihQ9d8jCXtw0kkJmz4zC6eFb1KxL4oLWXvmJ1WNVHrK+o/Neq01m1JCfzX0NEdmNLNADit9RGEGsHwuAeVI8sn5bAYdfVFWzZcLGK6MzNivwkBTos3QbRsnXStHONuRy10jF7QtrJwWPx6WSYjFfvOVzdHRORh2eU2ez8BIe24qgTmVjX4eGqtM8uh3w3oeX0mS6Xe46ec4e/Ez1RlZLtzw6goObw1LS0XKIH2O1Csz4RXb02PhTHkdcKj1jBnc5HR2bjqeecKp6DDgZ8OVrFq7YhT5aut3SMfq575VzX+iK7fLMlS1HB7TOBq5BPTq0YPuOG8O5YWb7leuX2ZiLcGb/DuzZl4s8IdeGJb6PXBKryIVj8xoDus5WOBpMeQbhxhTlqT7rxzzsL26MQYIMuJjki7Fnhljvi8LRYSexQdcmKg4LQBda/LpvTCGYqaJgKczF9sTV2JlTQFVE2O9PFBfRIYjbQ5SNof7dvc0KKrKEYTewPHXSNmjUsQ9GTxQIQOzQs1YxFfWDBfplm44Od4L6MbptpjCWJszIeA+tNtFpqKpfn2HuaxHIbqSpQC4+o9MH1u4CzOPls13MS+L8qQ+bdB2dkRcojFpRCZ3142ISfMem4YoNHJSHA0wn7O8l3zjrtmUmVwkj33g0Xc2HwIk//tCDTtKEgzAulPHEIKSH9+D1lmjcOlS7rhC52xOxemcOCviFRjwHRXTT7YaHzBcaV2DVyeVhuPELDS6NOqLP6In6hETcvOegv+To8Abml69Zp62XdLKduTPswI0PZb3O5+u530Yul4NrI9fQXkeHPceJBzHaRcA66AamKBnuxNvkxhS6rtVZZlg4Ksc0m9iWo2Mpz8SiLLBO6CS/xpz3ibhKpUOkCz/dHB3LQoenQafTZXEfOao72K3Su7WxRLE/zWWoNVtNdHQslT6x5ejwztrcO0HC7bIdAvYefcQuR4e/kq5FSdirMEtiK1EUv1JdgTMPNAFN1jBlwKNiWYEISoE28rPT9vAnL2yxbGqhMuzZggoomGQWJiV+VxLIZo4O68t2dEzXKiMdp4PvqHB6rvSQzTcOMwoi6rxrVpuDF2yX9AsUispFedLH+vtBB4XxZ8HRuTRSVReBnbht/xvL11BoD7OxyytSpUi5f2btbEILC3WBKsXRKeucCsOQ1pBuWJAju09v7PRvgkHwAGNe2nGBYwIqdXkSPrGx8H1SzMo2Fxx6c2GifK1+lK+lEoCa8cs9/qscHe38Vy4G3Pxp1rH5rIlYaE7jLDk65dwXuqtGR/7YPVc2HR1e3pUG8QajVUx0HZ39OFME3LlyCkc+P4y8fBNc2w8jpqLRAnGAztpmzuPEq5RbQnk30kDMT5Xt6ovk6OgYCUo5Lyp+IbxwPxEYdBq7FKH926GR20ULDgIT/fxNMhfC2buICEl2I2L2epy0kNOhN39Wx1FeR4eT4QfwPCc3WVhYBOq8K+s5vj/CzdQlSvb/iPKxNJ3kHMq0K5BOgZk0pnF/0EEwmq2uP/Fj8vwpb/DNnQ9ab28eRb//auslCY5SA/2iseKhUoeADEHHsPam4dcAObdJ39HRyBRmFAcUYJLW0VLdEL6J//n74eJoZd6UeCpvOZ9KDaucH+dKeb1LQ/ujXSM3LmRe70BSukXg1mlvFBEp0e6I2Vh/kq09Oe9Wve/3o5fG0bk00kYdHHG9KcLV+VBFPiLCPFSZlw8nuyhzj8WcWeUpv2ZROeLoaPQQs1kmXqX+KMP7rBr8TMYosXBUjtnTd+Uzto119RfF5xtTjh6FgrW0bBscjBqBr/oo5tBBR8fsdtZB3cGcjIQmLEdGzq6xa1+ZyfGyOzrcXi8Nqri6W46YYlX4rB2ODr8xP3tW5xpZEVIkbVoWOz40D8MVitWyo6MTBsVOE2LqYJHmfb1QMduOjoWre0sGiRhj76RUUjonBMwTX1kXMco8AjZpwka5IcVfyzMpev/ydTAfKrfSbZHVHB1uM+W+pVqI2tM1rhVR2OmEI7ANtb1juuIGylxxqURLuULXQLkIAykpu1iOQy/PnAodM7slKfMmYUo+BnUWKeOzZSO/ZVEBrt0qwpWP47FkC2M9Ut5YaoUuw5G7klMVkjU76dGELOkLZgt1FWyFrnG3BOx03l6jgLVe9Rhw6/hrT/0bAxEQKe+Ecmq4U3PhDzoYVMS+0F1C5ZkrW44ON469eFa4TeROtumgI0UvkdTmvJdgX7gXlh6l25FOgUJNHDavCWgYq1iPZrfGnKASjC05zJYzwA88rzpgkvARb96lQwb9dS/KY8mIF27ImcMvx7hbugkRw2/lWybWvriX7A095J7/uJv+zWE5HR0uJDveFTMFB4YdAK6sGyNFLkhuCJeTekOH9EAco2Kvcjp0JdxEecRk5Zp6FI+vd/srtiA6AuowaXMjiYWJjcCJQcqQXPYNMRqihXqfcZ/nQ2X23FTsQe6G5Sv0U1RsN29LR6awtbe6ERK04XEqR+dJpLz2EZ7fpQxlLEHmjAFY9bW9tWaEA1PmECtuK1gf9RwdcU2pbh7FfAdNcjkHiZnDxjuzX3sKh7MWdJF04KXSydYcHb3Tezln1uIesNfRYWsroSFiFY6n+SGobMf8rBd+qeO8lkuO2brRkW75NTrBov4XdXRtKgfRBS0Zi4eVX3uvBRjWSatn5KibojP78Z1bLzznbv4Rs9A1h3QHP6+5b6mdZXFfyeG1bD/OxZ0gPQKV8t7o8DlFX71qXwhnmU2uavCi3Y6O/umFvGmleFc22YudsEjKO7F2oyPmQSiu4FXhATxCTGAMyhmIDPFqm/9XqRK06jaIHQlKwoophOVwXbYeoxXFiaWbG83VrOihy4YDa0fvKpQRHLyN7D5ibKU4k+zfKdH3HCX7qRK8BJwKFEnRHCnCR+iyWmkk67TF8Ay5hekKx091AijtUb5YnPKkkP8TU67TcSdUffLIQk/GXxqlwZR/o1w3OpLzq2DPKs+cSmNgOUhKgoOy7h7e2Pi4mzLsgAmTZLRMVsfbi4KMEp8Ew0nP0ZmESyPVOQnie3IMOAsfGo9Lo3QSvW1dzdsweCWyAptJ4Eq8/gIMuMTHSxiVEQ5trrvYMylJ2h4ygnLvC0vrpxxzJTmdekqZxcIPQ9TJbnJODrdX3keLtRr5xLpm09HhNqqGVpaXibu7psu3vXrK10TrmKvOriAX4JLoP8c/NcxHrCuSXBRz7jhHaRqujlOuZ1keizcB19MmwjvpjDqUjXvX/HBAMrCL1Maq+vTdjjLyHEvScbwuMIapZlkMybGQm2I1dE1gK/uwkehU0pcZc+Xb2eijYPXi2hMYLc/RyfxWurqT7t2FOS1QJOJz5BEfdcFq0fi0tibEwYihXZoEbXPng5F70qn28tpYoGLPFP6d8rQe1BDKiOQmThLrFn9bEnFrgmosek6VmVxlBxcU8jVQs+fF0LVSLsz6AYS/SkQHCidKdrYs5Ltqt+51oj73JupzjT7XNeLpXV4+F2lyySxEebC2CMOR/+eBTQqqPmv6k++emPN7V0HKw21sKzc6X2CFz3q4zV1PlMXSZAukOCzVx4JBaq+jw+17c1KJab8GqEKXpPnR2yc6WPA5tGWUYzYcHZGswElDXmFZ+9sbuqbzBZ0bHbaGwopnqdnZuOkV84aVOYmO6A5+HajtalmGKm9q2cHxSjcNQxzXfdEJtrRPrN+G8UzBl/DKfVBQ2w5HhzeKDvYUr7EVC0SabMUJFVss77XCJhabIfwsKxA5iV4+reCTFTOfkXN8OFaPITvwVIxcx0CiHoRMgykpRcWpDDt1m3N1jKKWhkyBrGblsOQdW9g4HFPJRrhOjUdYDwUN2FkKb5iUhhvS9bOYOHxDZkISmHOyngxXUzhacapOvSWfynF4fvaszMIhhYjoMKUw4eZHcdrJmjht7p0E1NMpHFh2R0dmSFPTL5djTjndIIQU6p22WZZ4Fv/CGdSZz2CD4kaOrZN3nRco6J1NyFk2FKF7qfaDJPD1Q9cW/jBUZhAqJOU+itiwiltSGKNswHJsQwn1EKkxOGwyo1gzeCWqWDvqQmjQqHoMmMHkjZSWFgqiSSw29tJL84cNZd4XVtZNmeeKDhV4RqdSDdEJhfmmBCFs8znUFeuTCO0zQ3ci3XSZFTW1w9GRGIsUjiFn2K5pIN82c8ZNDG6Pk6nJJZpv6SaIdYZnVNr0Ww+ExYdBEmnSGlMeMvAKOeb2OJleXjDuc5XyWHQslI6r4GSdI8Y4jmZf+IkO+11Vn8hnEAgq9BKj9aeQN8wT6kWqqdpVxol6b6oNU0bprfk7Kxj47mS8u/8OemiozxnznN9GV0xVYsZEFt2QTUpTyHwxz/WGzHhVkhsP/+lUjDRcTafO5mfyxdFI0y0kKuovluKyWVV/R8/R4WnzqWbbN69iiarWVhE+mzsCEcfqyuyTAt3vlxLDp8Aetuoa/q1hLdRry1ymsP0wBDueUpR6UOT78mQtZ+mQKQQ/DJfXp1SqwW6mLfFWWzlvgtF4jghllPknos1yV2E3sAVQSIVhh6zHd6owM35lnE30pZshxtqqyHxl+tM7BS1XKWmH5RUp0Tircjy5r1lxdMxXNLefGROXgpLc7Cl7HR0hB2hNA/kWknNqYm5jnMRmKtNmy6ypcou6WDDpUVY5Zs3REXXpXUt1v/QkQMU6OiRMMDDiJgJUNNUkz1dRXZtMij/UHDA6ojuYAxNxK1A+QJBkaDv4payBtxjRoGBm01QZoHQ2nrWudo9w80NriciBETSq/16Sm4KgsM0410TNflgGc+qeeMUOR4fuBGgxDtv0OKI0RhrPGU6c+/WJulexLgAAIABJREFUYUakvnPI0bGw6ZmzMPkYXl0vChHBWdhpQmcqXsmqK4sFllQ1MvTyVDjhHYPvGvWiQozuVHRxJ/azIo2qOhKiM/IzXQZpqV6tbJzCQ4gMjMaptj6YNVGuDM4X5GJ1gAbD0/UgtlESfXcuv6keir/fg3fD1+Bk03EKTnRxrVhoi+ERfh2TNs5EV5YuImyIMw27UzG61ji/bRuOUBES87o2NHdk1I+7QNWtFUaFZFwoKKoHKwq4ldXRkYW7DoVwWedUMMCSL6lrH/FjuIpP4+JxkOo0qq6gbW69sxRfPxnH6Mo2USTH59bJCvzy/ARMoNoj1z9cg9W7zlD9HleFQaFzQiI6tm0GwKdXbXyxIwMnWB0CsSigbMrxBsd3b2CFxIXP/ljWHB1ra9YmAJzCrXIMmJEzPhq3xkchSFllnqvxEoLkM8VUb1OHatmS0V+OfWEdIcE4dHSu6KNSDQeqBdK+31D0db+Ow7sycSK/BLXJiI8nAhF1FISS+lmsr8RZV2q2vQdOINvlb/BoSgLAVITv97yL8DVUNBSP4OXwNIS8IBphzIAdjQ87rUX0EFa8U0hwzjJx/ekJkkdc4UrzuhVccUhWaPOPJniO5OyLVJw0R5QtFLYmk3KI9bY+xG2qITK0J3BQKIqsZsoS5TsVGR0xH+++1QRfx89E5K/t0encKTj5LsSsPk2pInoqIrmio5QbuZpYkIgw9cRjLdDyuw8QtojqrlCOj1ltJWsTWEShTCNWoXSCeb5FIclDH6L5//ORzhgeNoEKALaC293L+F9qJGKO1sffcQzZVLeKET3044pMnsL/7WLVyP/UX5tMHB+KRGD0KbT1mYWJgzsJdXOEwoGcGvCE68FtyC7tjlmrZuGlesXC/J1E03HK+knioNiaCMRHXSMUtZXY34iRK2Ya5uzR01OKyAkzkgFaz6nTEL4T6D5uGsa/0pqvmyMWecx3xytUvPDHnXtw+bFhWBJDOV/4CUeSFyMq4xZ6KusRCV3Ud6rMZQqvE3bC1JkKRT4HHCf9e5zpKkURTs4pTC9Bt+E+eJKKUO/cz4pvO1Y7ReyPa7sRmP/uW2jydTxmRv6K9p3O4ZSTLxbO6oOmVOAzNZIYspic4Q4cgNwTj6FFy+/wQdgibD5D0l5bP4aVRhhOpBPr1IQKPHyJGB99C+Oj5Dp03L+LdQJ1c8vsd3RU9f3M9IliA9jt6NA7bG+M/hCd1gp1/oQDpiwTW+/cRuaLdCttOqkpy1iwtSlT2FuRY4qis9xnLTo6skOvnzdlSQBUsKMjHgD92hy9zAqn6x0w2q87eCc2C7U8hsPn6UKhsDyrOW2uA9kemXz4ecRw5VUUY6f5WzkqBLsKaqHFK0EIeseD8tOcUfRtFpYvSsatp1rg/JGTZMc4o0n3oRjalYqbH96FzBNEclG7ggo022Nu/MXP2OXo8Iv4bSQ1XoTtU1lAo63KzRZGpT2RtxSTz0Q6bYC34+9i7LoovN6YF/KHIgMR8SlVpOU+74wWAxYiaopiU1lIyGfFsKaFbaKq9XyxRydScuNWREA07m8fmI/hi7NRR6fatH7omnJ8JTifGUuO3lHk/+GMBk90QHNcxokzl4lBiH/OqWF7/PMJE87mXUKhSwv0HBmMaQMFZaOCyvIm5U4OtzREqFDcszBnJYLDqRio0AYT8JyCUlYz5+gK5wPzdUJjhHY5p2zVr3TbkEDVqvl/LJOjc/1TzB0bieP1vBClraouteXonN7GF9FjEP4J0CNMc3PGfdN+pWG2IjmjLh53x65DFL/AOAUVOnUdTojlyJmxOnIJYn3EIp76Tgln6ER8KhS8pMrS7UdiSayPWiBxLfDGz6pf6cQ5YRitEw5tSu4k45L+n14dHUshTNc/nYuxkcdRzysKa/zVBXnNxmrpH/4KDLhq4stw4fXlWDGIIXAVaRNHI+mMbgl4Tc/Nky7Lti/sQagMc8WvIs6oDNvEnAmhHed66Og5E+H+Clml7AJncM5AVptQJId254pDms37Y3zNhDwXF9QqKeFkoHOT5zA6dAG81ZueM2AT/cLw3RsreEPZdBk7QqdiHRU+5Lrk1FBDLCN3xlSwD9EzlmM/OWaCtKT1rCQ8EJ/V6gCdiuoMDfa9aVH4lK8GS7LXA0FJlKRPIWZKmUyDwcuhcQhhV0mSk8e9oNmD9swda3c3FozfgBvDliPOq6XiJer37sUIXS0WqOV6RWMcRMWV/dEVOUgMj0AGM/bEt1jhzkkRmNNfLOiq0wcqqJgZS3msR/Pxh3MDPNGB1vblEzhz+bagr6jCe/t/4gnTWeRdKoRLi54YGTwNA/lq2OY/bs6mY2fTWUgIeo5bE1ytt6mfoq5KJsmv6jsfyrnNRuryddhx+hqc3dzRpu0j+O27XFy4Js61K57o8gweLjiJsz//gQZP/xsB0/UZ7yy2pSNT1PKR1i0Vvl4YNUUqUq2r2x2Va+zWLXoaokT7QCw62pvCe6aFYZM0n2TwvRyKuJAeVLRZ1h/8GjCX2+ym0YfKU6SqwuZlTDk9vOwCXl++Apw44woxjsLq/O4IjQuRb0alV3R0lmTs27e2LT+lpLW3rBv5mkV8DT5mA2n1nlPDXrxDLhY8Fxq0hQXvONuQY3Y5OrfxfdI0Klj7K7pNXot5/dmBjb0/WZ/a+4b5c5ryABSBkzIjHFsVMoEdhAwKXQh/5YGd9CF7dYdWhirXprZXdIuUOBGz9rdH+IYZ+Icy94h0qmWZ1RQ/WZN35axJWHaMq/ZNOx0dJmVLiB7UBS62VhxzXt6+jHGahDeWP6Ksb8OGKeUXaGPyBQxKioqIhtRNtchLblzFDaKPrOXagBh8bHVGqd+IxefaLSI3dUHdJnWFStDy30tu3ADqmv+7I9Nh4hLZ/xReqQXXBo3gXMT3l/u51EWTuhYUmx0NFZ6nGkGtW5OAFiWPMKZarmhALDNKNApzEhEekcE5d04u7vCYsNiiotbD2Y7umD1iKrqB4tp1YW1aHJ/TEvBTU3bcLI6lpAhFRD+q7i+1d/UGR4XrUrcJ7G625Aausom2OcclKCpygpsja1d3ACYU3SDCh7rqeXd43v4KDOhGoqiUcK+gKXVkXziGTznmSlwP4OWAzem2AxNR9tklS8hQPv9TU7RW3NSK79uzrqW2bK1nu9Y9rdWCa7j1p1b2invNHCNRljos55UTbFVnyftcb8/KslxfX1heR+JYRTXAZDOdsAoyhVcD9soV7fqjbxeVkuwo78ZRjF3US253Bf3I/sHONWsJBD2ZIq4THV0lqzNef5ZnzsV502Js0W6gfcfZBdp+0f7ZvTgUq4+wg1Vn1OvoiZnh5AjrGIYmslNKyU6RZkVXpjomeex6uoRu3batRELaceGQzUL9Lp2PmS6fx09NW0MWD+Ka0FnvDmDBbpsrRrZXot63C1zzhxyTCQ7oDmFv2LPuS+iQy4UOu/R+cv/09q+85+1pp4wQVdvX7Hd07B4CS+zegvbbZBYV/RwdMZ6drva5WN0aXprVbvwq4EEW0zl2L54KmwcfOkE5m7oAi/bcIcpjdYXsCmjJ+ISBgIGAgYCBgIFADUKAz/Nadm04ls76FxpcO4B3ieb829YKIoq/crR0e/jJ2jis2/sDHn3RF6EdjsJ/FRcTgGCJAruiOljNsaioYRrfqdEIVIKjw9hGvPBBR7HSriKpW1EDhbuGD8yAkoGmRiNdhYNjLEkzioIVdYd4ytDPXxAq+FZhX4ymDAQMBAwEDAQMBO4dBIho4M1d6Mbq7wlhEjwlNRCgYoer4hFpHZxpA8FFPtqiaC5XN6spFuUak/Hy/YZAJTg6BCGjKp2RjScGUYJ+4UfY8ekPlAyloJAWmXx+v3+SoapyYbEbNHXdISFetzkrkGYHRWtVdtZoy0DAQMBAwEDAQKDaIEB5Hl6nMERZZJdzJi5TLqu6ZlpVdNlU9D32rF6G5IPEvdbTFzMn9cOTyljYSnV0qhcWVYG30UbNQ6ByHB2zhFxlot+P+E/geKw79xi8Y9YSX7wDeTY1D//KGRFRIr65riEiBYYO8fbsIV9l7ZjKadr4qoGAgYCBgIGAgcC9iwCrT+JPxRxF1j6eYCD2tAcWZIbhhSoamIlIIXasicb7XxShqZ6DI/ajUh2d6oFFFUFuNFNDEagkR0dAy2KiqgOJWjUU+ModFs+SF/PNo2jVvASXL1yDiRjvVmipCSu3E8bXDQQMBAwEDAQMBO45BERa7NutWsAt/xIu336QWDHN6corY2AlPx3BtpUJSDvOiBDc0Kzz39HiISsHwgV5+Pz769SVysjR4Wm0GUX4X4FFZeBrfPP+Q6ByHZ37D89qNOJC5G5/H9tzr6OOew8M8X2Fj+c1fgYCBgIGAgYCBgIGAlYRMF3ehw2p+5F/pz46eA3H4E6O0ByXEdzrufjk8wtgZWsd/zVFlwHPaep0Of4VvTf+EiwqpuvGVwwEYDg6xiIwEDAQMBAwEDAQMBAwEDAQMBAwEKhxCBiOTo2bUmNABgIGAgYCBgIGAgYCBgIGAgYCBgKGo2OsAQMBAwEDAQMBAwEDAQMBAwEDAQOBGoeA4ejUuCk1BmQgYCBgIGAgYCBgIGAgYCBgIGAgYDg6xhowEDAQMBAwEDAQMBAwEDAQMBAwEKhxCBiOTo2bUmNABgIGAgYCBgIGAgYCBgIGAgYCBgKGo2OsAQMBAwEDAQMBAwEDAQMBAwEDAQOBGoeA4ejUuCk1BmQgYCBgIGAgYCBgIGAgYCBgIGAgYDg6xhowEDAQMBAwEDAQMBAwEDAQMBAwEKhxCBiOTo2b0vtzQBc3B2LGf38CugYiPeRfChAOIDLwMobGjUDL+xMaB0Z9EZsDZ4CHMR1qGCMReHko4kYYKDoAaI1+9IsVPlh2uAT1XluM9X7t5bFe3IzAbc0Rp1pANRoKY3AGAvc8AgcivRCXAzR9M1ot588mY0J6K8Qb+/men+P7dQCGo6M38yXn8UnydhzKvwPU7wCv4YPRqdED9+sauSfGfTHJF2PTrgDdgrF3aR+pz6acZRi6uS2SVwyGW1WMxFSAkzu2ID33OrVWB+7dXsfg1zrhr1k+JTh/JA2ZWefA9ca9B97y6YUn3Syt5YtI8h0LBuOz0/ZgWX/xORNylg3F5rbJWDG4SlCsipmqwDYI50+Ssf1QPkhioH6bPhjo3R2tXSqwiWr4qc+XDMS8/cVoPCgOqRNkR6dw+ySM/dEP6UGdq2Gv75MuGTrsPpnoihvmZ3NfQ0R2KR7zSsAm/7bSh6+kjMXMW9NVe7ziWjW+VDkIlOCnL3di+85c0v1kh/TywZiXmuN+tWINR0ezykx5SRgflIZLdxV/cPVA6OZF6G3YeJWzJyviq2cTMTIgHT87NUO/+VGY7NEIpT9lYvGkBNwavR0xb1TB5BVmYa5fDLLvuOBR57u4eZtfRE7NvLAiyR/tq1LKFB6im6wIfHq7LRndz8Ml50NknPgVpc4t4B2zFn4WOnM2cSQC0n+mPvfD/KjJ8GhUip/2RiMoNh9vblwD7yYVMVk16BumPCSND0Laj7Xw8EPA7d9LUMqG59oNwRuXok+9GjRWraw8tBCDFh5CsWsnjI2JwJDWTig6kYpZ8zPgPjMdYS9U5YKvuTg7OjJDhzmKmPE8Q6AoazaGRR3T7Od1mBRyAM9Gp2FKRwOnewIB02XsCJ2KdSd+43URb4Wgte8GJPo0uyeGUNGdNBwdJaK3D2D+yLUo9V2IWf2ehHPBESQvjkL6mVvoEJBhnGZX9Oqr0O+ZkJc6BSHJZ3BL6aPSDc9GuuGpfHvzClL9J+P4y1GIGNIa7DC/JDce/tMzcIWkTcsRyVg/uqqETBGyZo/F/heXYVrLE1i1dCcen7MGf9/uhYWHikESD5sTfaDrs5DhnjolBMm05uWfK9r5RmKlT/v79kRIf6ma8PkSb6yrE4yoyR7crZ2pYDfCx8biGMFXu0c4MsJ71GDMCnFoyQQs2U8OtEKhNuwVhviwHlWw5ypUgNSMjxk6rGbM418yCv393GxAJFZP6Vw1ERF/ybhrVqN5a0Yg7OIbWBTmib+73cX3OxYg5L0T+O0xb6xP9rsvQ/gNR0ezxk0mEx54QHESWbQDUwcl4JrmOrdmbY2aM5qSn77E4b2HcLCwHnr2eBUvdmnKOR2V/vtxK6Yur4XgWG/I7oyJHI4BiDpGZqAmpK5y+/MZ5r72CXp8RDcKrCE6qRt4bAAyu+3Cq3RiR51B8F7hb7odYdfeh7H30EEU1uuJHq++iC5NqwTFyoWlwr9+BFGjj6L7hhlQXl6It2IUA4KETf6Qg0AqvAPV4IMmFH3/P+z57BDOoQ169O6Hfz7pVoOdu2oAuY0uGDqs+s9R9e2hsZ+r79zY2TOyYU1kw8pWLB96HnroWSzIDMMLdn6mJj1mODo2ZzMLs1+Ng+uCTArFsPmw8YCBgAoByeitUkfnClLGhuDW9I2Y0L4Uuav8sOLRSKzvvosP77Pp6BiTWC4EyLHkHMr7wtEpF1LGy1WCgKHDqgRmoxEDgWqKQF68D6ae9UZ6zBv35c2cg46OCQXZqVie8B+cyBdi0Z1c0KDVi/AJnoaBFrNvKVk3MxZRqYdx4Zr8nnvngRg5zhevWHqPEiozIxYj6YvLENIdKNTQBQ+7d4TnuOnwoTwMbRS4ZfYtCiU6n4mIBYnIVvTd3cMf80IHUuJwIXISF2LZzlMoFPJznFwaoFVbV/xypzdWUahPWQKPuDYXJ+GLy7fBfZb6L7XpVIDsDUsRI7XpjHpte8J39gz0b64f3677vc4jMXOBNzrofO+h5v+A35xQC3Mjsmw1xZvRcVATatFcn9yBDfHpOHi2kO87xXm6uHtg1MwpGNLBPBjMVLAP0TOWY7+Ir3M9dPQMwuwxfFiP7o9L3t+A+B2KtcHaafA3DJw6G2PYHBfmIHHhMuw8JfbDGQ81fxqDJ8zC6K71zObVycUdnf8diFmju1Zd+AxjmprxX/wENZbWHB2ra8OF7ZkILEjMRn4JHxjEjysA030IT1zG7sXzkCjtDVo7HT0RNHsM5dU8ANPlHZg7PQk5haB/98HCKB+0vyjkMZk5Ojr7k9pzfqg52vV+DWPKTMbBr6E1sany+he++/TzT+DmiRxZHmjHx8LALu/G4jnx8n51fgjN/+GHOdx+taRRHF+3sDB3fAsCNpsO4qwsGODe+d8ImO7DYW32s+bo0HrPTl2OdTu+QX5pbbg9+AeKfv8TLmw968o0JnM3YOmKTJwWZSeHYWO0eH4ogqfpYUFMg15xyNGsRYs6mO2v8Ahk5LGYbn6PT1g8R0cGCX2J2YlTIhZsTp4ejHGWsKg0xc8TQKzbshvfiLJVKzcstc0S9dfGIWnvaVwT9hZIVrXtOQCvu+fj/3YrZZFWJpvvS+d6bdFzQG/U+3YPdn8j6ypOf7zoY2GO+LWVmxKCBWmizuGx959nSV7/NTrMVHASO9bEIlWhhzlZNHAAnsNx7Nn9DS5LCpqXzf2Hj4PvK3wIr/RjeZSTP0VDz5kI97cum0vOf4LkdVtUeNKiV+x/Ey7vXow58Ur5yPAehdkz+qM5HNStJblICVmANEHHODfpjkkRwh7g7JAFSMzOB1subOweE6jt/iy5+zaORLyDLU8sxxpt/gPt9X3RM7B8P/8e7VqVjNYuz5LcFIQsSBP2ljOadJ+EiDk0FhIxattFs0dvH0HEO1vwxPI10E3BcGi9M93bCi8OnoAxgyuBREevL5wN2RWdH/0BRxX7h8OL7KGRkm1pbqMxHfUPvzkIHahZa2WVO0w+k022IlOWDc71yN4M4m2RUo0NadvW4OXF4qQvpD3CvTNyJhZ4d4BTQTY2LI2RbRtbOk7UVU3fRLSWSVbQLQn/OSHZDLxc64I62bloG8kOPu/PvEkHHB0hfvPQ72hCDsqAF5uhzvVz+OTTvcjjDFtLcfyFyJrrh5jjTmj1j5fRu6vwXtbHyL1K5rPTI+g8bgUiBmsYISixe/bbUVysu2u7AZg0cTR6/L0uXEpu4EJOGmJiMnGnXzTWEq2pcuosGZaFWXPhF5ON32rRxHf6GxojH6e+vojfmOBqNgBezQ9iz42eCAgYik4NruHswUPI3LkTx6mPTo94IChpkcOJxVKbJO7d2z+Hli7KNvthkDu1efMl+I15A91qn8N/N27gE8Ypod5rRRL8NYuy8NASTFiyH79K3/sFp0+e5RwzljzOfe+qB4ZP9Ma/aufj462rsSWbfa8heoXFI6yH1jk5i8SRAUj/+TF4JWyCTLRCAmVlMMJ3XRIcHK3U0Jlr0+dY4jUPxwhLNp4OOIaUmGQcIfycW3gjZq2feTI+JcwvmbAER0pb4R8v90bXZnVw50oOPvv0C8GodEW3gFFwej8JF9p7wpPWHOjvWVnZuMgmjtZcN6+eyN95DM2HTsKwvu4oPpCGNVs+xQ9s3VRZfg51RSRDgBpLm+tRd214YfLzR7E6yxk9PT3Rsc4V5GRlIfsin1zo2s0LPfN34sjDfbn12qb4GD7cuBF7mKHq2g6+kSvhoyfQpD4qQteknJw/SLH6Imj0S2jXvBHcSm/gav55HMvajm07v0HtvgsRNcURx5FyppLGIyiN1hATtuLev3EUm1KO46ZTKUpLH4T7v/wR7P04vv0gAWn7hf3YsBdmTWmIlIVZcO7pCd83+qItYXDsw43YuCcPv9W2NMYyrFu2tC3MHUSiAcZMwsbA5EZt4ObF47zMI2IHr6g18O+g8bosOTrCet9/83EMIMdiIinO3+nZt2Py0WfuWDhtWYlvesZijbd4pEIYJvphavoVbg97vBOMcf2fRnPi1SgqOIN9a5Yi8WQrTDaTTewEn2SnZi3q6/6zxLQ3GXuce8LTk7KNT2Vgx6c/4JYZmYLYl1/QsENf9HmlDeoz+a+Q4x6T12Jef/PDp7LaHJbfE3RK9i24tvRAnz5d0azOdZz6v13CoYwTHvEIQtIindw8kTDkN+AR6d07uHJkJz7MuYo/aD+2943GnFfq4drZj/HhezvwKRMmnEyOQqvU8aTL6qB93z54pU194M4PyErLwOmbwIMt30Jk7Hh0ciYdlZuFtIQ07Gd7ltbJgIVRmEKHMsrflVR/jNn0G7oNZ7KrHvK3JSCBrW88Ao+gJCzSMFn8FTpMJjYgw1ucd+Jx+i7zQ3x0ngYNdwxYthITn3VDMa3J7C3CGEhQubbzReRKOmARFXTeWoyY+gGusr9ZlM1CruWmS3i0/at4ma0zau/cJ59ib57gaBC5i0o+1md/z8LHuVc5fSXpQnt1K+3zRL+pyPi9OZ7p6I6Sc8d424SREMX1wdGZEfiyYV8M7dsGd3K2YdsR1o4TmnmvRrIfBaYyW8VvC1q/mwz2n/yP5e95Yd6xZhjgNwZvdACOpcQgmb2rQwhjykuE39QM/N78GXR0L8G5Y7nguxCKuD5HMTPiSzTsOxR929xBzrZtnF5la9J7Nd9mIckRvy2t8S7lYKhCZW2udzd09o/BYq9WwI0LyM1KQUzyEa5tJ5LDYfFhMDMbyrqhFX1xcW+PV19+BW3ql+Ls/63DRxeYPqCF4dYe3rOm44Wij/F+Mm9/MT3fzjcEr+dSrtAP7eE5dAj6dGuGO7Q/tyfwWLh2CkDcssGcU1jmn0Les8OLTn9rLK+FMtkacs4TnWCg/XMt4fLLaZzkDo5p/fQbBPeDe3DVYzgmev8LtfM/xtbVW5D9Kx03WcJe1FXaaAEJ21L+gLJzczyKYvxy+iRvS1mwKcuM1T32ot2ODhPKY3c0xqS189BfdYpJp3y7wzE29hglgTtR0v5WStoXBTqvHIOOPo2FsUFQy3nydLeHImj9SXqPDNbgjVgqCXZBSOy/hdrPTsP7y/qbn8wX7sbMUSloFqFmA9E1LAspz2ZYAvIeG4TliRMg2iWmvHi8HZhBoTz0azkCyetHy7c2dMoZM40EnKkUV6/SyDoEYCtRFNud1C612Q+LFWNXtUn9ids4QeEAKAwbLdMbN95YfNNAZMPid3SZv8e9re/ocAo4+TxZAu3RLyAAQzs1oGdv48oBWQgy4dNrgcysdJXeGX2wJzYob74EBZJO2fhaykpmRCb6heGblxbi/7P35QFZVen/n18MCWLmmqaZpmY2alnpjI1pZrngaKZDouGCuSAqKigqopgrJgruuCYumDoEYzqSlGaaxSSWpU5qrhlM5oIWKtRL399z7nrufe/78r7s2nn7K7n33HM+5znPdp4ldlAzUx4NKTJTBlNui5wQ36DvWsQPqa8btOR9W0KCaae0cV5UCnkjlULmdkYzkjlhVNIH0x1Dp6i0wYS5HT1ymNnRlbJ4C0NHPi9XUNdvEdYGOSg2QHgfOlYHbU2KmjNImeAdzMK3mvTHnNhB8pljez5iNq4GxGFC87NYHv4WUok2fDrMQBLFheZzxRskI9bAE+SvaQUevOyrmhWGbuVjoN508UaqiuevqN89CtGj1FtJWXgt+tYD+Zcv45ZHQwSuW2X0pFoaOsygGE2lu2ui11LVs0bOgR7TccFPKVRhO4iZAQfwyjYljjozEUFDEnAuvzb3Do868YsVgykk4XVTSILrhk7O+2Hos+8FJGq8TedBXsq+ME5j+2wO/GZ+h84LV2GkwbBjtxJhiNzMioD4oE3EZswq0fKUyvxS8tBu0hJMesloWGVnxCJ0aioVAKGzb6ZplR+RY0etzChxUaYkBG1H1eE9cWfdcuzPJjrQHE3cufL0hOf9LTFOq6YnG/NR/+2M4U9/gmWEAcvF04ufEDYrgjA+hRmqZucV2/v5QISxOp16bm4x+n6X8ujUYpFlIsMUZyPUqnqyQS8ZP1H/RefhT+OTZZtxmt0QcxUG+YIcHnX9sYxTvm3kwV4eMRO7LnqgXVQKotoZNVNJYV/vg9FLJuEl022pbAwkScVd4PU8piTNxEuaj4E/c6WcAAAgAElEQVT0kJ1T8OaSr0i9o58bspWVTx7ycSu9MibRyYrBIUgh+eLh4YEHO87GxomtFBlF39k+AQPWnKA9bYGQpFiwgp7ZyeMQ8GlHbFdDgy7T2R10AO0NvIGT7wZFlYUaD8HHrXQerMt1D5rDg+g4eyMmtlIWS5777RMGYM0JUohbUN846ZvZSB4XgE87chVGC0XvEpPFiqDxSGFAF1fFWW0uVdGBO7dsv0N2PIGI2L7w3qHogypPrXUFu6OGIU7RAyyrlxIW6jO1qcz9eipzXzhbx4ajsXT7mpqHFsFLMV9zvGdj98SBiPuKUZV7ukb27okYGPcNqvu+pRWrYQYw49khjLgkMjXNmdOZmJG7eVZHY6iZlaGjYeuDlm/GYLZSDInJ28Sxkdh1835kXyaH9x+gEqgjncQ1QyfnfYT1+TeeW2MS6Nqo3OZxhx9MUI/6Gj3Xzwevh+qTUYmLunz4dMCMJBLwklQlBtudPJL51dA9znFZw+OL/RGRMxY7ueQZK0OHPRf6cSOLcq+XqVIWGTik0xuTxVkFrVH4uud6zO98EbEB4Ui9blTsC9Kb3f+mMqLtqPI9Y6UuabyP6iN0oxnLHGJwvRB/wrwGdYbHsdg/FLsIYvvKXxaGDlO2es3EZ9WtSyLzQkw3Dtkc/JDRbRcZq0Y2YzsaS2GNqbju1Q5RKVFQ5Rrbp0hWm596bVgyJiYoqFLZOQdeaRsxyO6kSJMJZbqNktfNBE8/AiXf9N2C9q3Qf3fD0Ck8bch7wwqn2RmObOI5dG760bnJ9UALavhpV1LbztBR+uZco7NXrEmKMs2levM0xM76QCyqPFP2grJf5gYMC9yMCx7kOf2AyrfTP0nYMGK1DK9biSUpn+BM1i9SKIhqIEn0Uyi6VXbbYu8kxX76QVQxKMuyohJ56lUsmv8qri1hgvE6p2wo41kYOsyg8Ft6DJ58JTal0Mn9Ws8iOvt+29E8SS4UoZX61pQZC+pkvNmPePMG4s1aGT3XDZ19017D577/MuYfKlgehEoXOXg/rD8+fYX4oSUj1x1TBj5e6MPk5EWJZlJQUzGC06Z0IoeIkffJCgZTeI28Qd6Dc3jWYEAzBXEo8a61sqNNNS69OHmk0il9hj93jLcNXOSDKKl0vIpBrqmMK6co8cotveu30Afz7IpVsPn0I36eb+DX7vOMYpJhqd7G6AImnwYugk+UHHEgn5P9yKVKjryTi1fUjc5Pdlbl2/+DLSLwASly2o/xr/670Wr9Imi+UhMpqL2brIu7qPLMgSy0lK2MB07CrQlGPUM9r7wxo09Fl6kNiX+tYgdP0llo7kk0d3bjSvLHL6MbdlHFT4N80+bgpRt6F9YicNItTNg2FnoFZ3bmqIHnMd6Y4cA4vhj+obvoroscLZvlsy/JxN2tkKT0jCs0vUsCVHasMv2+mm+MYznt4hm3nAsz3od+hVc3qK07bDg4s5dUGbSu/xqSEw0ISMbfloJgsJN5zGhOXL4BaV9dxE9K6KQURjogHKHuhrJJ31mB670sHH5E4z0Yjbula8g08lF9C0e9wvdlle1D4jsmELW9bYD+CWtgKNZqYejIDr7LdnwtbcpQbKkRgbiwRvhY4SkGmeni3t0Lj7lk6DBv/ZjLwc6JXRWOUvVa+fAz5ry4SqzzsroaIXPKGd20BNBNy0+cAmQJNhMWiypjAVcyz97QYcpDOL7tYV3e10pQMsIZ9XVPrFdukpjHJ3DzBTfKxbr/TX59LHEsJOUnrgwweZgCQvDJX+KwzaKYvdUa+PE0TMi7ZiwvaG/oyAbEFfQzHzBuQNYQsM+aU/QvdHW+hq7OG7BxlqFmvMzkjT8Zi9SbD8I3JglyD0ESdK8locVm2Rtm/StAWXMUbqQOZiNG7UuMmrwwHdwsJMHioeNiEvHp+WtKTHZ1PNkpCGGjXnJ8Ne6yoVMU2tAFuaWhQ94iVVB4kDfIoEQwXOwMHX3/e8TEY2TLYqqWxc5l+H/wN8IwrKUi5pki4JcO3yTd2IW6R0ypVA0t1UjgDR3WF2DiOPzTxx/hI3vi2VsJSs8k3aNaOLpViMVi7ySF6puXKK8wDOoSJPwib2G8+m+awNKVDWlEO0NHdUaYaTEH+6b1R/QxCm+hRq44sBUHqozCBsmLZyNPoi95EumUqULf8qDIToavXv2AblLUB1w1dBydW3W+iqFQmxSSIZcw1KCImSajGQMeJLztHR5OhSXLgYgjZerT83LODIvZf7ITgsJG4SVTLAqTKRPO+2u369a8j3nIqYT6Bb7Et7ym1TDezDNFPfDjl5BAzjJVIVWNbd0xJN+8UW9UTjEhQ2LUXGAKlxehyjJPo1NHM+h5XkQ04ne8j2VTVaYk92KeK7q1TZGUVvd5RnHJsP/8zajkZiaOwlxM4fJRVIXc03RDo/Miu2gJIgZJpn7UylCVUNIzroZYyjiVfgoq7lKQLLSXrYwvHUefJDrnRqEp8xhtD4wUrBpcOh9mTtNBOOkvn0M2z2U14y1bUhyN9SMHyU08SAaE1FTXAS2oa7VubaHSJGfMS7dIJ+EvOY2KQu/yWlW9hxQfg5PS6Vl2yKPszx5b39teVCSH0+TV/dEMSC3qxGjoSDe30WfxTPA4DOnwGD6LkqubVvMNg/8Pq7ARA90KZZPO3Ppq1ussjK4h6bCf4C+WjnqVPzswdLg12/F+O0NHdtZv8jbyNdYTqT8ZvevVm3pJJqdSyDjdvu4iR1rhrr3c3/py8oYLhg47MIG40HMyPLZSqMk5ik2nvJqmvSIw05BQqAtm2dvShDwl05A/ejiyF1HjQiUfp+mAOYgz9OPQb1X4g+9S1SJ2sEddptAbnUnZM0JGVBvwyNJESsSyR92eMTJL/G14zeFyVlTD6yEKNUukULMCN8/db5oGVBUlTQFk461GDc1QMD5fEHPXFC87w9He0JHw+7Kr4z4r7NPabYujg8rPT79x0rwX7NAlPIIZ7b/CjLUZUo6RIflT1had5xkUxHw4ZqEzzQI3Top1ZiFXt1hSYJOWqJl3CidUg8dZ40+XDZ2i0EZBho5+C2BZ8csidE2/QbHGhiW9P9GRwk+dGXnmVxn9rq6BGF55IIXSnxTKbdrtK+XTxIZiauqPqK3GukvbrlQs4wwdRpMz8iO5sATZ8E/5yYNCpXTFotB0a7d3Ms6fvsB3CGeKmx9SWm7mbsp03vWMdivDrUHz4Kv7pjoGeMAohPfQNuxMyyJ9og+XwK3vtaXXjxuCKV3bn2Qhw6rXwMHZUQyKrRlXKA2e/X5Hbk4uPCpVpLRf4++32zepAAwlJj9QidTzXOTQLWGlispTlRujk12yuXI7mOngttHR0dPCTFkSexO0rJmHUydUg8cc7sUwCcXl4XrIkyPepxkLmmCX8fy2F98PjZV/H4hv39hibIao0oPmGLLYC3omcMXDWGaoYqSWk/c0OVfcxEZVSjT6cZdnFJcMM8scwiFwBR5eZnRQqbfrnhTqyEdXkBWPrtHpdOtuUc7e7kbLNT2jqIaOxl942TrgPN4036yxW5Zh25DpoFqmOg/e4cRocX8HCw+9ifY12lTHJp434Pyb2KQnyUpvXFgbiGHbMq29/pZh54xO9qOD1DqgEPRu7q+mYuBSrp8z2Wo1F8Y7o4CZ+k00K6AzMSQex8A3aLeQeezmb8hHeGGlHt1io1tcX+YVYmtY/hz+RaHt+56a5/JNlLSfZ/shlZzbdjZAYXQNKxmoQVSQocPEoHxTbeewtDN02FixIOuFi6Zhjp4w3BjL31KqhvFDFAZtrQsXrB3dvU+4YOgwQluEsw9fw626QzDq1Wo4/k4M3knPRn1Tp9WM+b0Q8WGOEgb2J0zrkYybj/6ECn+djJHtgINLZ2LTMfZnPh/HYlNVZechym+huMkGDvE9gJj+X6Ez1xPE2tDZhPqGZHt9QDtByRhwfC0s5xsqWiVxO91zRnxufNNKUWRUbjB0imE8O4HjwNC5OIAMVfN9Kj9J9aC6cluiK4Oawkb7G/CRDZ6XKqBb+Jtofv19LF+2i2K9uXCRsjB0FI/suUZcXgktmw/Xq9bd+lbN9WIERaGN4jd0qLQZVW+bihVKRSFHZO1Wjho7v5vqG3vIaML8T9gcMgHJ53PwC3nvKzwegLi4QDyuxtrbGTqMQW/Hk+/yt4W6U0WlKencu0y3uoEkrdeBoXNxAK+0WM1D512GGza7Gx1nhg4jsBxcuXYLnlVqoYqWc6Dv9dPDNyO8vWOGc4FumJb5zOAUJQtDh0JmFg+cjF1XvNBi2FxEdGuCmpUuEG9/B49tsu+ppPJFhu/w7wPxFv0nhZLk/Q+HlkdgltlAlew7WThb3zZazV+5DTjXCP3nxGKQljzJxeZX64449SaJ3aD1+xZ9uDBLh04eTUlTBbuMp3FPjaGCnFRQnCyqgm5v6DBlNfjKaDvl1EoBZuM6VFysYFFDZQyGjhv8v6RkGMM/+ApGm40CRwnS2rmyMPDZ32YA07WxXNMzit/QoZ5jr30O33+Z+4soimF16yaL+6Z1RXR6PtdIXDbCrwYX3IaC3Vz1Z/HyqqFDBuFrn/viX+b+FQodVLe80WW90qKRnt8MwSkKb2SYhl5FsHQ+ikLvKlGqfMTEL93Wd63mwv5N4T2fzKOQ0s9x+yarTFsdL05diskvqrl39jKP4TeKIoyk2zD1pzqjlTPT4OBM9JpzGf03LIe/ZWds4yKcyo/CGjpmGVgIQ8cuRNPS0DHxBosLAD0f2xXntNsbXO5fcNHQCcaux/ku30qM6m1jbL/KzOWbmZ8kYXGWVwzV8LYqfCM9ixAN7UaDyvA92wAVncLYFH4z+lG6pPyzZ4TOGZBZUEpM6MQ/jIq+SlwFhdJp83Tvm+bl2V+vy8mKp163Dgkp6EbHndA1af0Utmfp2VAnqoWFqUw2B6f3n0KlDs9RDR7zzyJ0TdrfK4b4UzUmur4a81xUQ0fL8+JD5go4j2xesbcRzJRqU9UJ7RrfUW8Ul290ikIbBRs6akgFSyQ3eFcNCr2Fh1VRtn+vUAW1NG07DzeOrMO4yBRKADaFZzmDkgnoWG/M4m90NEOnAVUMI6dJTib2rJiDLUdZpTgumdls6NgpROzD9reE7tGtaS12eycb5yf+wRs6vLeUU4kV5d4QXuIwdM2eFuVKWkdgo1sV5P4fnhqjVtvS97ra439D05rOabdG+5EIeVmV6BaGjupdp+Iu+tnmlA3D8CpPlo2Ezp8MwOp6LD9H9XUqZzqP5//6nrh+gyp7I28bCtgoE9FC4bjQHKbMrKyNVUoOAm9A2OdsmL2m8p4e7sLf6DgIW9J4j2NDx1FokrWhYyHjso5gf84T6NDEPnbXPnTNPZ5RPDKMKfqx8J6lhhtLwhUDltVEPIe/InTlMC8zb3QWgs6Mse3NkaQ51GR6L0jPKKqho72vhaTJ+WdHeyWZCiOot3P1tRwY/YioMo3jIxK9fgVfxejIOb0fpyp1wHP2ApFyFU2ha8zB1v8oevFhvexjqgyrT7cUvOOV/U299eNuYSQZ9ZWvEu5YFHpXVqrJeaubaHd0W6u5cLyHKulevpGHa8cSqJruR7hIN8l6IRF7mWd5c2a+BVXmflPTJ5zPV7qVfK8ZNphxNshN63xgLQSbD01l9DDkFF63DBMr6EZHX3PBoWvsnMajRhwXgWQpM9Ux3dCH3Nnicv6sC4aOfO3+yfN8GIfqoeI3XgVS9fLLzODqcF5ZyMPOCd2x5Gte0VKZBld4wCKZ11UcrRghYwAjLg5ESlQ7u2tJs5FgZdlrie/mq10nk3Lnm8Zh1ERHY0K5FHN9tj+SXFiDcTz90LhUjIAd0BEXMZArHGBepo15S2YexG9akjT7RiRyJ9kXjlCfzeVjQyWlKx9h3E2c5lXXQgWKFrqmJZPyHuGCiMjqJkJ9R6VJR8auy4aOHPvsKj062ktLr7mWJ+egcIbbN5Ps62qYmBuGjpS7sgetlSRZaQ1SuGIDJBiUJPXs63l9dqFrbM6jL2KAQWCo73EC2AW61WjCXGHRYu8YH5hMxTJ0ryGjx/fQjF+TFj5iEh4W/Es1lA03gooic6Wfkj/IEoBHfIXXpKpr9rcIBZEvZ37Zh30qczIawOwb05EfaQ5lUPF9BqGp89E5bSIGXXgTiVzsr8w3eZqwyBkocMLObjctvMm0hq4HXzHknjl28qh0q3swmYI57U4Y5wBgzyyEz3wHCb9aqLL9XrBQmV4ZPUwyRVWO86kSZCpnGKrYGGVc1w/aWDTw0/OL+DPuDs8oHhkmG657WivJ9pLiTfTZKwM9TLJBk48GI1pOyGe5RnplMJ0g2N/G34mQE/mln2t6RtEMHWvZKhXMWeiFGYYKqLRcpZDO/X5G3YflP/Sjq0sPrSqhXIgi+tZIvEuGGzNdpWI7uZPs8400Hs3nsslFmRZ6zTBVDVOLNd1vKriTQ2yyH50/D73yqVTgIRq3Rr5LIUyy8Vx4ele2RDUe3JGhDs68/VyUUMVAzpCmdzUjX4tmsTZ0NtU37YlKa1puqsw/jlk5/KzmKO3LRtRfaeIF7NkCbnSsdQ25GMjZ/mYDmg1YgKGjfc+VYgQyz9ndKkkPXTbc7CmL1Ry/3A1ggfz53nnABUNHroTEJ4DSvyiVvDhBp1SKuKlVX5GTEedjoi4MtEOuGzqa0syXyy1mQ0eu8hKPqhYNk+wEJfNGR99CiFbaU62CQ5Vyh26gHhcu3INKQsGNb3L0pFYLowxkQ1lO4rpUjS2aypFyCd7Ke85udLQKRNV8jYnV0rv2oWty/X9/bGiwhISQRYtUrmSlWsOfjcRuEqJvBhtLgXNloA3VPqQQsUQ8Mk9fi1aVSmNMRTB0tMo2bpa7ZYx9NjDVnJhK69NudOwKOiib4IahU1ja4K+f7Q0dvfKhwx4VFobOF9tW4feOcpNRq5+as2SuquScBcohSTufXsclmsp5A54zuKZltgzM7xuBD6kdh3YjYhm6NhPf912n0aNG0waDpSC6VasZWhiBVnvHKgINPo5/aF5W+azse0ZPzlYrTt0yKwJW/EupNLU/lytHrRQzoNgTWUgxPAJ2oNU2lkxczIaOGg7FY6YIv7OdjQnnWiUt1ZHBQiHGXEWIGkKm7ZtsCLGLHks+XqCcZAaVdOCUIiXcC9qNDidjLHIZHPM+3YjWQmaZjIq4idGcos5k29TLQ7iS0Ho5ad0otdgLqRJpMp6I1fudaeWPKb5ALTvMVqQqxuzWSVWE5TzHD/C0VmpcEhp6iWRz2XJ35EkxyTCJJ+98Guu0tgvsXPdB8hOxeil6rRwuTJUerWSLur9MORuK828mcL3bXNMzimLoOJStrOQvq6b4TSfM4fv+0M2xVCzkcBW98pySU/YlRaUsUqrtSe01llzD63wpaWkPbiLYUCWVyo0vob5YrC8CX2VW2nql3UKnOVjM5zDnUIha/2gc1r4n98wZHPOlXhFSKbG85NrrxvYOhaZ3iWoVY4o5CnTjqcAj7egBi7kw+ur/6Sta0Sf2qlbo6EHSVyQ5bB261v+fj3JVetVy4FwlO7VQjIMcK6tpmgt4aM84M3Sc6BqSoSypbFxBG2lQZ4aOXqXRstqdRZio9J3l1RGrnlOJr9NN+XC91YvWesFZBc9Cb275f9ElQ0cuubkJee0nYGK/ashQQ05Uockpv4ZGl2cooW/0Lvj4jqbcHm8cXEAhbaepJ40Ktlqv/gpZmXy4UHEbOhIfoRr8kafw6qL56M1V8rETlArhpt1HjTcDnkL2nq1SI0a6S9Xr7Lu4ry5/UxlPE5QWPUJkXujiGtTxLm3E6GGbcNarBYKXGtctP+JAGEn9Thbg1ogYhPG9U6TqVyGIt8izUmnkar0OUuNBb76xp0XzQbmZWkMMiApBq+tU+1+6suYYVaFD11Qv2E3nvWEs91AOETnbz9SXR2Nm5j5R3CDuGDqF2EvjflmU2lR6TLDwEVkAWyzQytBZ8A9E7bkjN4F8vRO6NGtEoWusd9wJaoSoNPEk+glZQQnIFmEYDo8CO/tjDqMTV5JeEtCLfsLzI0eiT8PreH/5MuwifmDo1WBn6BCVUlLu6G030Kh7ADp4fYHklKO4mm9hxDqkW9ZPYDISTlPZUqt+QY72jr4bdX001is9NGRF6TRqtO2Lvg3PYetW1ljPgiYc8C+1+eIP3i0xnAq09K6Xi31vDcL8o09gVFx/4J252PHIVKyU+hkVs6FD48l9fIiV9aLGewNr4evVEYj58XH8+fRh5L4xF1HdHsUvXydiHhU9OZ3LFwJgCt8grEEgpr1ZTefjqlNLPR+3yfCxK3/vnFkyxTWUkoCNvdL0tgOG3DC3DB0rR4msuC7xmij1bVJ76EwZHItTNRnfqkPNh3fITT4NPMtqL5SeKDtsaElNfZ/DEezYcUSiBwONqcUWTL1mtIaShyrhOXr/hbp3uKaXFj2A3OEZxSbD5Gayhzut0ZwMsozaAVtLauD8HHBEbaptko+yYnWR8rUsyvUyI3E4FQDYwpdTpgUWpGcwiSX1/SJDwYEC69DwVfoQnXAgW6X+JomhiNoBtB0eihGvNJT75qhNJLPq4JW+LfDDjlRcqt1P7g0GyldLmI2YlFtoPzvOKCvBPPpDsOlqPXSwa/ps3SNM6nsSGoUdaIvhoSPwSkOub1HYNmTVeYV62v2AHamXULvfHKn/HP53CAmzY5Byq72hX5986gpL70rfLCqpbOwLJY967N3pSDoJGMNlC1KKLOYi6Y1hSKv5GsIGd4L38XcQ80468Xa+/51FuLZq/HkzHe1xZKXITX35nk2q47SSWtmuoOlJf2dODrUkM9cc26GhozpFHMgV1YCW2hHwzUwdGTo2XNo4GsM2nYWXowaolvlwMn9+v8VKLOjDcpsU/plmQ1PfvmiPA9jKGhFTuxZfvhKqS5jcGw+5ZugwEshYjPCoXaSMygv3oGaSA+bEUQf2X+Tmjl9SwppVN+eD8xASvVfqtCu/1wZhrJP3A4rycbYKepmb0GnKThFAtmCEUjz8kqt0DRyPfvXksa0YI6v+ETFuNY7+zDqTsYpgL1OH5MmF6hDs6jdx+xBmD3gLn95PXeEtmqWpSGQfnIORb/+AVwtYA/AF5r0Wib1yz80Cfhaxp9QwdXH4fJz/+0Is6iWDJXnSl2WhbQQlC1q0S847sQETot7FSQU32m3qOUoFKmYGmZrF0mDMaIoYh9UsR0NGGbVepi7Qk9spTVkLd6Pzw7sjMfydLDwWOM/oGSsIAuXvkiCfcBKvbYzDa9T4nAgfq6bOlgx0135GLJ0JZpdpQ/uwgxyd63sxbdg8HKnqh5jlQVpDXLv5Woau2ZDzXSpVj9LLaWvvUZnfOi1fR8ikQfb75wIYkmGz4jcMWx2Dvz/EXiBGnhyBcauPEtOVB9D5iGKZWRg6TAAdnBeC6L1y53N6CfbVG5UJ2dHtZWwbNQhrTysfdDpv8zkwCz6qFLc4HFG7LsrzYB27+8sKh1ZDgP2zE0eN1PthYTz+efQKPOpQlbHKV3GYOrr/Tp2zWw6YiBn+6lj6XrsAtYNHTOvJPoh5IUoFTAlGmRd3pNuF0MhN+rn1rIWXzWec6xoub4FirD1MyvCIMGz74SFjvxVXJy0pOxNw8rWNiJMPnAljFwcy83s1P4QvXS6RoKxcfd56PlaMai7lf9pOGtevrU1ziDkyOk10STysfveZiBmrKkkXqIDDCCRebYTAeYtJVpq8D+SJ/3hBKGJUumbzI+zbjo7G1G71LPuLucozik2GSYbaCvw2bDVi5EOMbJNM96zfHTNjxmo84vYXCzAk6iOgXSRWRKr8XN9HdjvOilvwZYXVvzrWM2TsCmXokGydFzgL+z3aIXJFpFM5Lp/P1Uj+9ho8K9VBo8aV8fOpEzh/jarNKmf+0WefxgNXqOP8j7+i+lOvI3h8gPWNOEU0bJgQhXfJUapyH8bvelHD1CCHzZfpVi89EQtXJ+Pba56oVKcRGlf+Wa9EKLGdR/Hs0w/gyrEz+PHX6njq9WCMD1AbGpvOS2Ho/UISQsatwqW6gZhnuOGSx3a/6IgyJ4u5MPm6ODyKGsgqCqKdHmAt88xn1qijqeGfhSh1L/G5CUhrFIGEiLZyfrgDQ+eHzUEYuuEyGlnJAG0b5AbTb//wKuLj+0HWpBwYOl/Mw2uRe6nxsgs/cz6cciN46tVFcrNTs37lUcPQqNWFL9xTj7hs6EirVhOWSaxXIbevKtxtOd/hm4s18GwzUwa3CpWj94hZfPNLEzyreC5KA9m8nBwqp+pKvxBKxL58A3n3+aB6TVeedzx7l79JSXk3UIWrvGQ9psvjFRVQ2rec/EqopGlxecjJoTKzlZwVYSfFmSWb/04fNyS2O1jLjcugPETc51OdqkAVR3F3+n5OPs3RoHq6hUReXh4qVCj8++58rLj20pZzA7leVVA0CBWalxZwH3yq1yzieFSky+q8KcmnRCAGPlIQbnkKrVQwVCezeMuObgsa2dnfs3GOCiQ1bKjzNlvOFVwjAi8SzWo8kUFddB7j+grV82neX3Xvne27+oyJ/xMf/zb3SbQw9bxxeU503vLovBV44pjxsrExErmKkI48+E57n1nRhwMZ5coaVLq0pAca90auF6o4O5jaeXDtzLnOM4pJhuWRHPAgOcCzZ3XODmg378YNoIquI0g4MqdRVDRSmOLPnChtRmL21G72vcmKsBcO98tqDU43l+eFiiyr9JtUHZGJNnf4o8ov3OV30OhCnijje5V+k3mPPAUX+UYh6L145ImrvFnXGdziqSqdGHBQblqTMgvfLNxl+UHzvpELryoF6Yeu6E2ucJoCniHj5tz/HkZDjg+7LDOL4fPleQj3DJ3yvBIxN4GAQEAgIBC4dxFgcfdBP2IE18vM2tBRc0i55P97F5W7ZGUslGsYPnwiEtMDGpOXPBEzZqXiDjV1tmqCfZcsSkyzXO2ulEYAACAASURBVCFAOVAbwhC5+TTdinhQSx09r7NcTVNMptQREIZOqUMuPigQEAgIBAQC7iMgN8K7NkotYpKN7aP7YM0pY2M9tViFXhXL/S+JN4oZAVZ8YUIOwrkePFKZ5c/+ZmwsXMyfFcPdowhQqNbHKddQq31jVL+dieMH05C06wDOsO7jZOTU9Z2NuDAuz+YehUEsyzUEhKHjGk7iKYGAQEAgIBAoYwSkJON3bqJD766oeiwZKUevUv6Dl14ZipXoHhiHb6q7XzymjJd2b3/eogePnG9TD+F8m4F7GwWxumJC4PahGLw5Jw3X1NQeaVwPVKjTEq8Hj0dAG7XhaDF9UAxzVyMgDJ27evvE5AUCAgGBwB8JAfsCAFoRk9v/Qcyb07H3t9ZywRsHKaN/JLTKz1qp3cJrq1FjnlKOW624WtGiGWb5mbSYSblGgMsHpnm6ld9TrtclJlfcCAhDp7gRFeMJBAQCAgGBQIki4LAghMuJxCU6PTG4BQJSFcbYb/DgY/WQd+k8rtmoKuAivQ+RAE0gIBAQCJQEAsLQKQlUxZgCAYGAQEAgIBAQCBgQyD6xHRu3n8B17zpo1ydQ6xUjYBIICAQEAiWFgDB0SgpZMa5AQCAgEBAICAQEAgIBgYBAQCBQZggIQ6fMoBcfFggIBAQCAgGBgEBAICAQEAgIBEoKAWHolBSyYlyBgEBAICAQEAgIBAQCAgGBgECgzBAQhk6ZQS8+LBAQCAgEBAICAYGAQEAgIBAQCJQUAsLQKSlkxbgCAYGAQEAgIBAQCAgEBAICAYFAmSEgDJ0yg158WCAgEBAICAQEAgIBgYBAQCAgECgpBIShU1LIinEFAgIBgYBAQCAgEBAICAQEAgKBMkNAGDplBr34sEBAICAQEAgIBAQCAgGBgEBAIFBSCAhDp6SQFeMKBAQCAgGBgEBAIFDKCNhwMjEcs1J+wkO9piEmoCn+pM3A2d9KeZricwIBgUCpICAMnVKB+Y/7kbxzHyFh+0Fk3SEMqjVC5x7+aNuwQokAUprfKpEFOBn0Xl5baWMpvicQuBcREDxC3dU0TOkUg8PS/1ZD97htGNvclb/di1Qh1iQQEAgIQ0fQQAkhQJ6ztSMQtu0H3PdAReD2L8jLZ5/yQevw9ZjbuWoxfrc0v1WM03ZpqHt5bS4BIB4SCAgEnCIgeIQRnmykTRuK2MN5+NN9eagbsBmrAmopjzj7myAzgYBA4F5EQBg69+KuloM12T6bA//V3giPGYM2NSlwwHYFu6OGIe7wLcCrHaJSotBOjyco0oxL81tFmmghXr6X11YIOMQrAgGBgAkBwSMck0TalK7Y32EXOdbshY2zvwkiEwgIBO4dBIShc+/sZblayaGYQfi87TpM+BsnYM6swoDgJPyI2vCL34SgxsUz5dL8VvHM2PVR7uW1uY6CeFIgIBBwhIDgEQ6QyaYQtpDD6J4QCV4MSU87+5sgNYGAQOCeQkAYOvfUdpb3xaix08Vr6FivujS/Vdq438trK20sxfcEAvciAn9sHmG7ko4lU9ejcuhyDG1qvM1x9rd7kRLEmgQCf3QE3DN0KPwoPXEhVid/g0u3f1Ow80CFOi3xesgkDGpFeRd557AzegZWpWdJORkeFeqg5eshmDSoFayzMmy4ciwZy+MS8cWl25BHlcfs0f054Egqdn9zCdrnPCui3lPd8MbwQLxiTmpnNwZj9qJGz4mICnL0PRqe1nEseR1WJB3AmWxlHR4VUKfNQEwc2wfNLCZ6YXMIJvzrf8DDr2HB0v5oYKAcWkN6IhbG/xNHs/IgpaLQeNUfewEB4aHo4ST5njHdxIXx+OdRGS/286zaGO0HhCO0R0MUKm3fvE80lwcq/I7b+ZXx2AsBCA/tAfsp5eHEhsmYse04ZEjYHrRB0PQIx/N3G0dHwpfw+3gBJizcjyyJaCqjaa8IzJT2kGG7DnNjd+C4NDFPVG3eExOjgsDIDZfeRfD4cxiwxey1cy7o887tRFzMJhw4k22gudeDxyOgTU2uSg99w0W6YmNGz16r07FEU0GYHsHwzsO5ndGYsSpdXqNEIuxsBGN8QBvUxCXsnj0dq75QaV1eZ9iUIXLon+HneG22S7uxYO5GfHr+mkZPcHZmcAGbQyZAJu0FWNrfSNnFzSBtV44hed0KJH96Htc0gqcz/ZehmCrh5PiLpYcvm0MZ8KUig201ZzoxFevhqecfxc2jGTh/TeFPZvpj0aVEO7OnrkC6ysMY3bi4L5Zn6fVncT5Z5+seFarjyR7jMGUI0TsjaZV/JH9qmJc0397D5XOhkr6LZ5DJn49WLsXaD7/l6KsqGrfvjr/XycK/d/PfIh5X/TG80HskhvRuoX/LtA8yr0jUzpRnxQdwX14uPOo8hd7DLfiFtLSPsWDCQuzXsKyK5j3D9LWb5Yfgf67xP5fo4Cekp3yDh7q9YsFPnP2tsAdQkf+rk/FNVj68Kt2PX3N+we8VLOhY/UR2Bja8vVSX+5KsGEnnrxvqOQjpttRBLm3H6LFpeHxKDMZKAtH4c48OC7t+JtviEJOoni1PVHzgPuTleqDOU70xfHyAhQwjVfHEBkyesU2R67I8bBM0HRGO9J4SONvAJ5jntxQZtPRWIUmY/CKHgUu0VljMxHuliYDrhg5d9U4bGkuVTOrh6fbt0K5RNdzJzMC+vV8oxgIlmYeORa0t63C1czD6daG4pDN7sD1+Kw5d/g0+TQIxb3EAjM4VNYnyIn7zrIVmXTrjFRoX109h5/sf4NxNgqJOd8xfPArPVMrFldPp2BIfj9STP5Mx4YMmgfOwmC8deXIl+o97D5dJj/RpHY71czvbG1fEYBaHR2HXRdVQM8Ht0wSB8xYjwOQFOrNqAIKTfgRq+yF+UxD0qKtsHJwzEnMO/oJaLXug+wt14X39LD7a+yFOSkLOYp7KJ7PTpmFobDp+zmdGRVM81+BBIPcnfHvsDBkbHqjcZgxWTu/mUABbE8oZJAwdh53endC3SyPcydiKrYeu4sEOkVgy3BPJb81Dyo8tELZ2Fvh6AJmJQRiy6We0fmM07V1VZG2NR3zqSfyMymgTthazzMUDCoWjtYKenTYFg2OOolKz1mhUIQvHv74gYVLXfxEmey/F5MSbaNm3L1p5n8Werak4+TPb4DaI2DwLHSsRDa0aisgfBmLDrI6opIHi2KiSiyQQzTGjqXELPPmQF3DzAo6cZMamJ+r7xWB5UDPdyHSBrrS9pLfqNH0ODbR1EAOv64cxz3+OZWmeaN+zJ5p7ZyIjLQ3pFxgdM1r1Q/usHTj0QBcEB/dFo9zDeH/9epnOLenRem22k6swdFwSMmkNtdoGImxINzxVjxDJuYLTHy/H3FXH8NgY816ewaoBwZBJOx6biiue0II4bSfXYkTYNlyEftbvZH6KXTuPysafZ334x66088CyoUoX3zLgS0Xm+vycSbH/y8vo2Ip40Y3PsWnDEdz0yEd+/v2o82IQwv0fwX/fi8e2/eycEX3W6IBJY2tgw8w0eLbvicBXu6Ax0ejh99djPeMBXtY8kRmDzs8SLap6GwT2/yvyj+/ADuV7nvX9Ebv8BXw6KgzJP9dH++5/R7tWrdG4+m1kHj9ItC/LDI+63TFv2Vi0ZIfahTPIwpGYjEr/GajcoA06d26Fut53kHloB97PuIxfiTu0DIrFbL/HgBvncSJtA2ITDoE+JWEQuSIS7Uy6Ys6+tzAo9gxa9OH4T34jkhFv4/nv3kbk8iPw8YvFyqFcCWPbZ5jjNx2Haf5Dh7yKZiQ1N8QmSGuS1r5yqEEOCv7nBv9zhQ6KfJbcGUCR//tv4pHuUYgeRcb5L8SfB8ciq/M0DPPYgsXftEfccn/U1Ywc9neqCndLlT95uHDkpMQDHeot9K4jHSTvxCqMmvQ5Wi9YiyBeb3GTDt1Ztf5sDva9NQixZ1qgT99W8D67B1uJZ+Q3In3v7efx3duRWH7EB35mvp6ZiKAhm/Bz6zcwul8XVM3aivh4Jtvp7LYJw9pZJt2tBM62vAa9Ql/r8A8pl4tDodzRWuF2SLwFuGbo2E5ixeBx+OKZ2YgLM9+UUBWTKYMRw5LM6RagWfC7WNSbkxb07ipSvJMy81HNNwaJYS01b7nM4KkIZIthiI3uo3hfZOEZ9d/OGP70J1i2+TSoTBdntJD3ZHcUhsUdxi36Xl3/ZaTY62YHuyFZHjGTDBkPtItKQZQh4z0TiUFDkHCODlNTX0mpbFGdpn07E59siEXCocuyd9+nA2YkGW8IHDEZZiAMS34Io1dORzeD5904TzMuqlL6o09LvBkzG30UV7btZCLGRu7CzfuzcfkqMb4OM5AU+TfjDYMTys15PwyD0rtirWbk2XA0lm5xUm8TjO9ibscfpP3YVScM79IzsmFAgrnHfCAiCZFcMLO6P7e8WiP83bnorFkRhcXRQkG3HcTMXguRG6JXYsvePRED475CrocH7XBTvLlpAfqo2OZlYP7ACHx4nQqHdo/DNlY31HYUsQHR8JhmVUbUGCanrunX+t0RFT1K8zRlH5yDkYu+hUf+ZVy+5YGGgeuoUo8mmshD64SuspMxrl88Ttb2xey4MPmmiX62kyswOCSFcpLoV7sXlq4fySk4soE2LilTMnY8mgXj3UW9OcOcO1d271oZOpnYMCwQmy+wTy3F+pF87whuPuE/YIBhL0vJ0GEx8STc/1u3P+bEDkIz/ubGdgnJE0MQf4x4iA/R2nqiNV7hLGV8S58vFV0UaXNuwuHLeO+I2bgaEIcJzc9iefhbSCU+rPKU/BMrEDQ+hQxjielZVkPMU59hPMC0L9ZnSebfE1L/Hx6+/xIuXAXq+i3C2qCmZKyohjh9zacyqnSeiVUjOYeCBkM2ksf1Q/wJmuvLc/CvyX+Rz5OzM6jKmR9rw/etGIxRb2WZghS0HVWH98SddcuxP5v4wSJOIcw7gRVB45HCQNCcJ+pEjmPxGwvgFcU9r9DiiZqyw6u6JMMuwZfLObxMMmHQgfZYtypAV245OWhwKAj+5zb/cy7ji36W3BnhzNpAjN6WiZocz/1sTg9Mv+CHhDWDaP9tODgzAAde2UaylY2cg/fD/LD0v0Sns+MQpgoLhT8evuWFDjN2Ks8aZ+LY2arImsnZ5IzV9Ra36NCdRfPPHl+MNxZ4IWptkCbbspPHoV/8CdSUHGfVZf3wkq/BQcwwmo8Io27DYSDpKqrCUSJnW12EE0OnIJ5TWMzEe6WOgEuGzuVtozD48xexuO8dvJf6X2Tn1sELQSP0kKbLZJ33T8A5R0nmdBj8Q3fhOgV89U9Yg0GS/khCxD8Uqd5+WMQdEtvRWAxc5KMcHBs+m+OH6ftzTYonCdMVgxGSQiqkRzMEv7sIvG0FxZNxsEUEPiAvv/qzHZyJXjM/Q3VF8JoidzkDCmhA61kjT1T6WTKZnPcR1uffeG7NKnA6MbeJ/DxbICQpFq9KxoJiKFx+1qg8sIM+dAtqRBADbPSxpDyfyDf3AXBGIzbsnjgYl4abEv0JU7/wVOS0kfGQcchE3800b1Z1k/19oQ/mGW6q2Hd0hYPHo/A4Wijo+6ah267W2B77KncbI9PGLt6Y4ZbNjDm/pceQ70UG6U5i7Mr+TL41HklkSMs/K6NK9rQerGKiOaaARZ7Cq4vm49VrSyjcMBXXPfj9UoZ0QFfHF/sj9ONG9go6LpNh3V8yrJmx/qHBXcS4KDPyZuJgroPblBxaQz/y/FEIQAu6Vo+Vicd6bWqhB6cV7WQhu++FJHJGqGOVhqHDhH0vzDnXXT7rFyyKUkjOlBC6baSifISVboQTpyhVfEufLzk70a79zWrOzMExEIsqz9QdQZkbMCxwMy540G3oB3QbSoNL2LKDBjJkPiQDU/sgC0dZiSUpn+BMllwa3uB0Uc+C6Szl0HnuvyQfI8ko6ngxVjlLDRG4TuaRR2P9yOlCV/UP+iImKQzqaTWv8+SKAOLvP9nfoDs4gzJPOIdnDaXrGf8aioxua+Vy9pIXmeQU4xu8Iyt7NyYOjMNXdA4NzjhyVAzY2FhysumyIofG7EVGWF34r0nA0AaygyGpwQzslDRZ9nc/+qZ9pS8m2yTewp9Rwf8Kwf8Y71R4uUnGu3ZeiukpJv8p7OmYJ19FVKGP+0m3md9NohtG89ubJ8m3BdIZfBc+Zoew8hw7G45u1p0ZOux2lfHY1bXilFt5N+mwkJCcXDEAGxszJyWnTeWQ468X6S51/bEmYSgaSGtOQgPNgCPHpN9C+MyzL0ikGkn5DUhuSoYinaiSONvaep0bOtJj5YHWCrk/4jUZARcMHfngfnj/M/jp0v+hs29jnElNwdFsH7wctQ2TpRuAghIfdWWqIQlaqaa9pHz/B3+j2OewluohIQNg1FxgynLdcLBkJkYl0WyUsIVlbhiGwI9acV4EG3kWuiPmSj/tANkTQTa2j+6DNafoL+ohVR6yYjLMYzLmcrDhlspuTE6Z1dYuGYab4G1gdjk0v/7Y3Wq9diOmKgVedKsjC9GCfqQsDkhE002yEqP9SJh2jU5Hvqps20iw+8bh1+AUWeElr6Tf8T6ckaC/mkPemV7knaGrOqTQjUMlYqiFx9GeThiuy2rGc4q3/O20KZ3olvBB+MYkEX2Y1q0Z1pxyRuWse6yuhaWMscojKE3juBsd9sz0b/CSgeYYbUbi1niVDlVFBmRc8/0X5DnY0xVj2uH4tofRMFZnLK+D/s/K0EFBRoYsvGaSJeShGKkKOnZrs98na1qRvHwn/TkHQEFzcERzXFy6klvHciv+EjAeY/s0M4aMSmc4EY/MUzB2UH1PNqAPItfgECllfEudLxV0pl34u9WcbUT/funwTeLKuCvn/ivOQcDOfieZQHVDR7phG4d/+vgjfGRPPHsrQa6WyBv/lmeJGVxTkTNWvRnWz5KmvKnf00KAs5GxYTHWpR3Hz5UboTELI8VNnD18Qgops7rRtj+D8ndWw3grysouB378EhK4G3HVsDPLDGlMdh3KGSE2ulkemjWSDEWZo8i/C1gbOAzbMnW+Ihll+55TDDd2npahZjw53/Q4WuVdmZZTb+p8TfA/Z2GzjvifI17swlkpxkdUnmuWz5KxH30MdbsHoAMOYOuBKhi1gYVZk9LO5On6atbtFZSzYeT1+oSdGzr0HOMD0R54a9tYNJdki+t0WDhYmGN1KLJGMoOfPyJrEThsGzK1M056SUAI9j0Xo+gYjDcdRx8rR4dqJFHAZ3AKO0Mlc7b12apnkoloU+gatyR7nlM4xMRbZYOAC4aOqghxtzHq9X19CpWh6/laBRo6quJKFzCqwsYO9eoaRq8eKUCBKx7GMoN3X1GsD3vaXenum9YV0enkarRSIu1uKeR1fNnVXnnloWeKYH/ZBW/wcNozGXYAA3Gh52R4bKWQkHOUj2NIoldHZczAFxSJpc+TrT0WCN9FHlTNxiOvR9gNjJWYlPKTlIn9yH2Iwp4SKeypQBohBjLgPIV68TlE+m2UzpBlLD59wYWcDOU26KbGtIqCo7Wh885jm4yxsbROeW9rOihDrY7D7RFTnmcA07W1W38r+NMXDFfoTLn2S2mJzRzNaTTwjO6V06C3oyv2nQ14ZGkiKFrM7lc0Q8dRXLaDtbFEG0uDipsWo739HbjbpcIYOnrYHWVz47FmT6DClaM4rRg85jhzG32z+z+fwDrFQycVd7AsM64LHd2rWcr4ljpf4knGhpzv/oP9p7IB7/r464uOE+QNhGY1Z9bHipT8bZqDhAyK2FBMTaXi7ny4r4Whw3jdjPxILvxRVlRSfvJAm4gPwC7JJX5ocZZ6bayPleo+M7OAQnuGUWgP1LNkMnS8WW4g8dt8jxpoQ/mBvZrnkpFzGMez7sC7oS+G8AUJ1EU74O3f9lIcN9JzTG4MxLdvbAGLbtV+Ku01VGWX8pcLinLGRSWwNdrxJmZAdqdb1ny6pVJvxKU1ET833IhZMWvd8FOVKstvCP7HbZej3Fh6xGEkQoGCslgeUHWCuv5rTMYwq8l0CNt2piGLDOc+gXpRBOmds/202x67c8ycDg54eIGGjmQk7EFrlS4drtKeDgsHCJMd7+CxTfxNMJ08xu9pHfncGZPkICyiGuw+rMoA1ZEgy6fiPtv6Z1XHhXNDp6xprXD7I95SEXDd0MnphOiUiWglvakqR6qiWdCNjgNDZ1N9g9LJvB3BV0bbJUSrB9x8pasdfNPtizxFs+Irz/niAMdWu/SeKoi58A55ODPDZeMtwtmHr+FW3SEY9Wo1HH8nBu+kZ6O+Kb8jY34vRHyYYzR0TGtnyvUouh3SQ6+UNUgKoTmsxBEBWxg6Uv4KeRGve3E5S8r+1XOB8ajGlsnQcRlH3ntsYRAzRSja+22uc7W8NtnYuKgpVoYVq0oJH/7C9u29ZorhLW2k3a2HtIcXBxhCyFis8PYnWV4Z53618zpzX7c0qDahvoO+QKVu6Dw9HJvD2zvmcMdXY8SmhxGn3XwVwtCRQlFTcV+HSVgy6SWtWIaWz0GFJPhQO3YzGV9rub7HTvopac4Lzchk+1iK+LK9L1W+pG6VbDyG7fw/NGlWEVlUkORn77aYuOEtyRPs9GcxZ8bHBpx/k3jpn6Sqesnnc/ALxZ9VeDwAcXGBeFzNkbIzdFi+3nY8ycKBte/qzhpeQbc6SxsarDWeZfNZMv3/OeXGs1KnaKRMlKVLgT+XeDtTmLajeZJRCdP5gpmnqvzCaMyZDR2r0BpZZlxyoTeYHsqq4ij4n/NCKE6Vezs6KJByivUBZ4YOM7RzrpBu4FkFtaroCYlWMkiblHo2CmvoSHLxEzxfYI86ezosHDBWho51uLskBy+ZCzlZfZXxn+nYn2s0dIz6RtHPNv9lKaeK0iMepBxyg/7FP1TGtFa4/RFvqQi4YOioNypPITR1PrpJNxAKMVZQ46wLMnR0D4Lm/WAKdKw3ZnHXl46u8R0ZOmoct+VVL/P2bG+OJC0vQj7cX/dMxXx5EZY/Fq7gy65fTB4/a0MnGLsej0JKVDslhlvJLbmt545IKrcizLWDxNYeXwNx3M2L5EXFdKORpyqEBcSz6wsxGzqc553WoyfHmgydrCPYn/MEOjSx16jsQ6LcxFELeZOQsA8nY0rz4iqI5bzA0nqUtd+wCNuzDxmQQxwWV5rlNEdHMp5O/MNg6LC92d/BZPyqAscwdwVlO7piWIbiarB1AmlRDR2VCRvDI5zc6FR7HH9rWtM5h6vRHiNDXqabWAlot6uuSWdh3zNUTpRyLAxHSQ810b2STEnui5NvcCGITgwd63NWiviWOl9StkoSpPmIVAtWKHkjF19RCm4421GLOeuGTgNZ4crJxJ4Vc7DlKKvkxxUWMBs6lgLd3gNc6LNkvtGh/M9ha0/jN7rRaerriy6s6ib97tyhG506z6FTW4sS+w54++Eu/I2Oo/AYi9tg9kE1rI+yAuTcG9m5ZTB0tGRpH4ou4Aq3GAydHJzefwqVOjyHOnZ7Zh+6RklSgv85qfhozf8c8eLSVexUOWSnICsVwo7YKqEiBeL+31NjtCpi0jt7WnMOOW7ORTR0pFyWFT6YKOXfuUmHhYLO3tDRChiZCjoZDZ0sHNmfgyc6NOHycpUJ2IWuyfpGcZ9tfrnaDVS17ojjI2r4h+x4TqEAEy+VEQIuGDqsqBVLokyDt+9biBnVHJnrRmMyZQ3rIRAFGDpangpXUcTimpUZGb0yenCGgySB5JyQw/kU/cAbKarwNSdqy0gyhjL+ToTBu8jiLEdcHGgan0deqYhyLN+FYgTylecnzxvDv2TFlq/0pSqS3Nql8IfdaJWke02ZUA29GmzIxdEOoJXCbUkwRkMnOyMWoVNTkWlXMclk6BCD7fpBGyQZQgbZB7hKXlzp4YJxVBXe3wpOopcKHgxGeuf1ZIAaSm3JlZfOUsEGqyphV/QEZznJ+AM8u4xPbrSgSabETb6F8ZxxzfbrvWbGcEZV2bby8LhLV0UydLRzY1KsHN1WuRK6Zkc3hTR0TDdj6rD2t6xs/NnwmMXFcTsxdDRHA1fG3Rm9FTu+ZcCXJOy0Gxi9gqS0tttqbpwTCWEVssIEc0IDJEh5depPDw3U8s+sDJ3RFzGAD6uF+p5uBEiOiMKcJYvbUhbm8/6HB6VwNfa7eemYXgCBQp03G8rGW/N2dms47U4Yxz9ZuB0lPM9Xi98oGKi0Zw4HVkN0OWXHYOholQFztSpymo1vMHTknL/cSXwFSPnbWg6aBxmaGr6C/zksbe+Q/zmW8aWqR6nFPQwKsjmHNZscPSPw1WtK1TWWXzroCP6uFSbiZqxGTziQ905vt5RiLu/XDFHkuLt0WBjkjIaO7VIyJobE41huXWNlQ4m98Tc6JJu7foA2FhhouXIc/y+Js21YrVJsYD9VvLOv1FtOaK0w2yPe0RBwydCR+iUkhiJyE/VUkLthmnq8ODd0tOt+Qw8a2ajY+fQ6vbqZVMUsGU/E6uU8td4gMFXBUgWWXV8bSaTQwRqK828mwNAWhBG0/wY0WGJdJU2riuNieWmW2DrhvD9XFlitFsbFbysV524ablTkks/Lq8dqa5eMmtjbGK5VkNNLOBsrbjmjXt3Qqa4ZOS0QvHQ+ehu6kJkMHSm5/wM8vXQ95Zmo4puSzXdOwZtLWJlnzqiQ4C0AR6WM7I+1/bGMQqQ41c3+RoeNJ1WbWw+fcSsQyTeyOENX8aO34cazanlx9Ybqhl5dSSkPm0Y3a8Yy3FY0KSsVx/+RpJUdt7ud0JieVbU7J3RFhmDVeTx+8j4VXhHXK/bZ91YoQo6OHfm4b+hIXkkqnysXp+B/+o2OMR/MFMftxNDRbhD5cy3tSWnhWwZ8iUFICcyvfdoZSdrtsFIYpaJFnpjdHlrMWapq+TY8Z3A0aaPS7H2pNDsVPWvGFSIxFiNgt/Uz8X1fvby6Vu6dq4QkV2QsxFlyFhbKrUszeE0huQR/JAAAIABJREFUxA55O+OzETcxOkUvvsD489TLQ7jWBHrJdq00vfRNVgimn1Q0hC9rqxk6HdXy52Tk+Fq0WDCFrrFbiOibwdhIVbc01w3xqSWsvxndXtgVWBD8z6LSmDP+50TGl6pyZ1UVVnHAUmEMtXhPxvwA7Gi1TcptY/TLKsnGV51n3wJAM+z46rTqgrjbckOxFjbkFXz89hi8vf8O2nE3jW7TodvY6YZOR87IMZTNVsY0GjryLc0HTxvbINiu7MSUN5dQ9UNTe4cSONvmpWo8rhpFKVlEKljqk27jJV4oKwRcNHSU6eXdwOUbeUAFY9ypw8nbcvBd8gxMfucoNZ60t/LBFNkxh9FJK8+sKLI7bGhJjRWfwxHs2HGEqu9QvxxDSWjFCLho6omgToQZTMMpKX8Ll9iv/I0ZTiMW3MKIGL3ficR+WP+ayQk4beGNYH+39KYoTa/y2k/AxH7VkKGGhqgKAVf/3dC7QZKt+zBt0PtosVLpEaPk0qTZmsK3L+VYHNgqN4y0PHiOEGeGzkl07HEJ8QxzuskJXTPT1N9HWo0crqTl6CgM+1AlPEe4v1D3Ds5+lIY9J1hfITP28rcd4qgyPJZXZO6H4qxoRfZBzAtZgOONAzBpVG+0UPrmyI0iWa+l3ujpQxVsqPhE20lLMOmlqsj9LhVvRy3HsYeHY+n83qaO0g6Mb0ZzUdcxej3lm7HQaaWwxukabdG3b0Oc26o0K7Tra8P2zDldqSWqeaOysIaO1meJFH6+/LqMftkaOpDKXm/CIzEmw04tUkIl0X21ynYWcdyuhK6Z4tQlPJQS4CWObxnwJdl5sBS5gdMw+i/eOPOvBVSo5SwaGsqKOxETdnNm/gPq8bLoJzw/ciT16bqO95cvw67TrFeR2myXkZJ91TW5N8gNNGJVo7y+QHLKUVzN96F8uc2krHGmbWHOksHQCcDvx75H1ceaoGYlLgYy73/YOSMYS1hvNoNx5ewMUuPCaf2xxGui7vCQQs1icapmB/TsWQdZO3ZgP2vSa+rVxKqz+VHRF2O/Npnnr648CnX3sr5sv6Mu9fuy7PtjztFR5MLVeuy7zeFNjbXT0tJxQWp0bMUXGR8S/I9vVuyc/znnxYVSpo69i+lJJwFDWK8LI5GMXzsiDNt+8EbL4YsQ3bseclmT2flH8cSoOPTHO5i74xFMXan3mZFkf/8lyB+p945Tv5RN4WcB1Drh98ot8UbkSLza7DFU+u0S/pM4D7GfV8OfqflsOvV88qjM9IQuaHTnOP696wA1bSf6NLfNcIsOL2Pv0hU4QH2vmvrNQL8WLqxd0iNWo/Koutg7cxcu/l4XvRauwkhDkzRFYplydOQzdwiVnuuJntRk/c7Zj5C2R660yBpsG2Ve8Z9t+9XpThA7R4QTue8KSuKZskfARUOHlQB9Gyt2fosfb96Wm2q6/PNAhTptEDQ9Qu+7w70rCeMVv2HY6hj8/SH2B+o0PC8E0XuV5p3Uvb5+95mIGas2Kr2NLxYMQdRHQLtI0w2AMi67/nyL/uP74PDTzc5YjPD55/H3hYvQqx795fI2jBq0Fqel26oCfqYbJGmsKDrkCiiMAQ2YE4eApr/IjbK+pOTWMHM3evkbZuWNXf1GjFuNo/K1mdyxfMkkvGRoROpsfqoCXNAilL/zyiTzCi0IRYyGOz3jWQttR0djard6lg1L7XCkvds9cSCWZbVFxNLJdl3GCy5Dznp3xJFH5XNk/eqJ6o82Qz1cwtHTl3BbxbdGU/z1URvOnLyI7ArUVX1AOEJ7WMTxOzGqGM0N3VIDEUpzT/Me+vBNFzkoC6QrZpQtuUpJyfHox+iKfoUydK7vxbRh83Ckqh9ilgcZm2vKo1oXWmAxIEX4OerfYDWkdG7XPoRZ28fRXSvRsol2XZuGsZkr83aqFQqtSntLRm+p4KsYCaXMl5izJTRyE3UHZ+ffE7VejsDSye2MpbqdAGvPS224lByBcavJ6aHwNp0/KYaFhaFjx4NZNckBcxAXYN+E1u2zZLrR+V6tnMlWXPFBeOXLRRMk/qfxUt0IcnoGJcdSGD5vPR8rKMS6osRjeUzZmC0xfFG0fsN9IQkh41bhUl3q5L44gGvoyzm3XCJmIy3nndiACVHvKnsprYaaVFNRmplBWkNh+2EF/5MwKZD/yWX+ncl4l7aMf8jFm0bLcUl2picuRPw/j+KKRx00aVkZV1l59N8roE7LAZg4w9+Oh9uu7MaMEetwo99CLPVrwA1LZ3b3bEQsOyQp/fKPox1kYFUUFe5gTlD1z07ktOt0qN/sOyuzbFy//o5LeBt0J4oY+XgBQmP2cuskntd2NKKndjM5LaWDXKxn23of1V5uxrNc7LTmEljioeJEwCVDR05yu45X5y3D8JaVLJXeokwqLycHHpWM4+bduAx2eXSfT3Wjt0/6UB5u3ACqcNVMpH/O5piABzGZNiMx2+rQsHND38ynb/IN2gu9Brq5unLtFn6n0arUqqKNacv5Dt9crIFnm/G5J8av2C6dw/8ebsgdbFrb5Ru0QuNYhZ6buy+qt3a4Dz7Va4J3tFoNZYdjXg5yPCoV+F5B07LlXMG1W78rj8lz8cyRaUL6uXqr6OBD2eeohHjDhroSqe7hfT6oXtNE427QlRUtF7RWa1xvINerSqFxZMbb5Lmf476nXkLHVt7IOngQB76+RF7rMC0xlp2jExvCEH2qJ5ZS0Q7HVGo5Q+Sxy90Kjgt7yG9ZNLF1dKPjNHRDHq008S0LviTxNjr/v1nyvYIpyRIf7Uy7x1NUHlyhSi2YWS0/E7fOkt0S5PVmZx7HCSVHhz3iXedp/PWpejr9u3oG6Rzn5BP/4Rm7A/6sTsWWU7Sz5nhXlMpbjI25ya8E/3OwJ67SQcFHxf4JZuyYKi66Nwy3367IT1ueJOetWaiqB1jTjk4frpzpwtOhe+svzNP6Oq11PW7MEjrbWUd24ctfmqADFUfwUpr63m5HRaZCvLFONSoL0CcLs3LxTukh4JKhI5V8vUDdoE39WUpvmq58iYWzDcOHT0RiegBlhZxJxIxZqbhDjTG3GRopuDKWeEYgoCJw99GV7bN58F9+C73f6Ipn2rbCnxUtVa6I86UpHIrliw1EQoPlWqPa4t57lky6pelWvdqhA0NH7oB9jMIU1YTa4p5JWYx399FPWaDk/JsCw7Lbk/KEfQnOhULXQuZuwHePhWEXOX0Kct+U3X6ILxcHAqoTh4XxbxjzFj709scaqeWCEi3h0RLt65/AWaFPFgfcZT6GS4aOXMY5G1Ubt8CTUufqwv5qoP3IELws17Ut3h9LqJ+Qg3DOGGMKVvhnfzM2JS3er4rR7nUE7jq6UgtiqBtDoZ/+sVg5lIUdKdWzHjFV8mLVg8zNaotxX6WmrO81x3oqXsBujWwZ89E34kPc5Er5stCEFYOpKSVfTa8Y51BmQ9119FNmSDn+sMCw7DalPGFfknNhlUdX/aKEnQszp+wIruS/nEOFX/pHp+MWhQdXfLAiPCs3Ro+RkzCoFZNOalh4XTxU+3nMEPpkyW9IKXzBJUNHKhpA1a8oB66IP3NMfhGH419nXuJlNRHPVYKSCwjUc6FjdTHOQwx1byFwt9EVaxo37TZCFvjjEVzDF8tmYXl6JfRLYGV2lZhqmBu3Meb+HpoV2FG7sFvLjK8JSH+0F3q3yMYHyXvxPeWZU6kl5ZZYrbD0C+WD2yfoFvar5eK9u41+ygVopkkIDMtuV8oT9uVpLmW3I+LLRURAzpt9EJ2it2JiK5NRq0YbVG+CGrVfxhqhTxYR7fLxumuGDs2V9TrYtjMNZ68XZeIleKPDmpi+tho15imlqVUPccVA6+ZcRVmGePcPhMBdRleMUb/zGDZpjXLlW5zv32DNFL3kZP/MXliaOBJN1V2UmiWmoU2K3tepuDfYPilcLdrxJ/zwzxCMWH2W+nKpN0/F/fWyHO8uo5+yhMrhtwWGZbct5Qn78jSXstsR8eWiISA7wO/YGzpKq4qUTC+qMDkGXks2Cn2yaFCXm7ddNnTKzYydTETKQYj9Bg8+Vg95l87jms1B+em7YTFijuUGgbuKruxKYcq3ON/2krvGS+Gcqd5UGU5triqXdA871Rvb7RrGFvcWOC60UVxFBop7xsUx3l1FP8Wx4BIYQ2BYAqC6OGR5wr48zcVF+MRj5Q0BcoInhkZi01lvNO3SGa808kbm8UM4eOAErt5XBx3GL8CEl2riF6FPlredK/R87ilDh6GQfWI7Nm4/geveddCuTyBeaVgsddUKDbB48d5A4O6hK9YTyR9Lc/0R/uaL8Dr8Nqa8cwuvr1Oa5KphqF6P4tmnHwGyjuPrK7UxeMFy+OudXe+NTStHq7h76KccgWaaisCw7PamPGFfnuZSdjsivlw0BKgS3aVv8J+vs3BHGahqwxfQ6s961VyhTxYN4fL09j1n6JQncMVcBAJlggDr67BuLpbuPkWdjWqj/YSFmNxOLx6dnbEBi9el4fiVCnikXS+MGdEDwh9QJjslPioQEAgIBAQCAgGBQAkiIAydEgRXDC0QEAgIBAQCAgGBgEBAICAQEAiUDQLC0Ckb3MVXBQICAYGAQEAgIBAQCAgEBAICgRJEQBg6JQiuGFogIBAQCAgEBAICAYGAQEAgIBAoGwSEoVM2uIuvCgQEAgIBgYBAQCAgEBAICAQEAiWIgDB0ShBcMbRAQCAgEBAICAQEAgIBgYBAQCBQNggIQ6dscBdfFQgIBAQCAgGBgEBAICAQEAgIBEoQAWHolCC4YmiBgEBAICAQEAgIBAQCAgGBgECgbBAQhk7Z4C6+KhAQCAgEBAICAYGAQEAgIBAQCJQgAsLQKUFwxdACgTJH4JN58FuaATz8GhYs7Y8G2oQuYHPIVtRbOhkvlvkkxQQEAgIBgYBAQCAgEBAIFD8CwtApfkzFiMWFQN7/8OWO7dhx4jrgXQcdAobgpXp/Kq7RXRwnD+c+SsD2g1m4Q29Ua9QZPfzbomEFF18v5sfyzh3Ctp1pOEuQMEza/SMAHR6vBIeo7JuGrtHpyH+oF5YmjkRTdT7Z2zF62A8YmhSGlsU8R+fDEZ6HtmFn2lnIS2iHfwR0wOOVSntfS3XRDj+Wd+4jJGw/iCyZuNC5hz/alhVxlQ9IxCzuOgTKF48sL/DZrhxD8pYkMPHFeHXrv/dG1xY1HfNqtybOY14NzfzeQO9iG9utiZSvh21XcCx5C5IUnaFdn0C8UgR+WrJ7WL6gKxezKSGdTxg65WJ3xSTMCNguJSNi3Goc/Tlf/5NHQwSuW4WAuqWEl+0k1o4Iw7Yf7sMDFYHbv+RBmo1Pa4Svn4vOVUtpHtJnsnFwXgii995GY1KGn6+QgfdTjuJqvifq+8di5dCm1gI0Jw1T+sXgcK4PWgyLRXSfhvDIOYrESW8hpd4U/GvyX0pvEdkHMS8kGntvNyZj8XlUyHgfKUevIt+zPvxjV2Jo0z+SsWPDybUjELbtB9wnExfyZOJC6/D1mFu6xFV6NCC+dG8hUK54ZPmBNjttGobGpuNOhQfh+dtN3P6Nzc0Ddf0WYW2QA17t6vTzTmDVqHAkXZQGVX4+aBOxGbM6VnJ1lHvvuew0TBsai3SDzlAX/ssSMLSx+8st0T10fzr3/BslqfMJQ+eeJ5+7cYEnsbx/JC68OguRPf+MSr99h+QZk/HO0Z9R238NEoY2KIVF2fDZHH+s9g5HzJg2qEk6uO3KbkQNi8PhW4BXuyikRLUrJu9cwcvJSZuCYftfwPzQBji6ZC52PDIVy/+8HX4zDyIXZABuJgOwlvU42QfnYOSc/WQU6X/3qNEBkSsi0a7UjLUcpE0Zhv0vzEdog6NYMncHHpm6HH/e7oeZB3OBhoHYvCoADpZQMEB32RO2z+bAf7U3wmPGoI1MXNgdNQxxMnEhKiUK7f5Idt9dtn9iugyB8sUjy82eZCYiaMwRvBwTjT7SbUIeTqwIwviUTHKUNUD/hDUYVGhn3W3smzYA73gEYvoEXzzueQWHEmYjJuk0bj0TitT53UpNJpUbvKWJXCC9YDwOtw7D1MC2qEk6Q+rbUViefhWVfGOQFOZm3EKJ7mH5Qq58zKZkdT5h6JSPXRazMCFgs9nwpz9xmp4tA/P7RuDgMzOwM/JvpYDXIcQM+hxt103A37hpnFk1AMFJPwK1/RC/KQiFcBQVau77pnXFR+0+IE8/e51uaXocRvedrbGrE93W0L+0Dv9Q+Zv18Lac7/Cf1H04eBZo1K4jfP/6OEo3WmwfpnX9CO0+oJswaQlT0ONwd+xsvQudYqQVIPxD5W+FQujueulQzCB83nYdJhiJCwOCk/AjasMvfhOCSou47i7oxGzLDQLli0eWF1h+eHccFt4Xjjh/zpqxEc/uTryanE0F8eoC10Gy0UayURdLOUge1wvxN/yxJmEol4dZ4Ej31AN2OgOOItYvHKlNwvGhLDhd/pX4Hro8kz/OgyWp8wlD549DR3f5Sk9iRcA4nPFPQuyrZXg9Twq6pJiXsqGTuWEYJt8aj/UjmyL/xBIMXfQg5q1pi10DgsHsriILzxKnjkxsGDYZt8avx8im+TixZCgWPTgPa9ruUpT7P5ahYw03KUOS4SoMnRInR/GBkkOgjHhkyS2oOEY+g1UlyKvTpnTCulpx2Da2eXFM9h4ZQ8b8y66bscpRuINbKy3ZPXRrKn+Ih4tP5ytxQ+eTeX5gRZ/QKgRJk031nfLO4aOE1di08yiy5AB1wLMqmncJRtiol2CZd07xqRsmz8C249lgEaqetdpidPRUdGMP03g7o2dgVXqWFO/uUaEO2oycjand6pH34zYORb+JLY8uxHIuySNtSlcsyWyDkbOVMSwJiBL/dkZj9tovcEkOtpXHDpqOiB4NUcH0XRaLW6FOS7wePB4BbWoCl3Zj9vRV+OLSbWnO0hp7hmHKEDkkSv25NpdCUjiFxqQnLsTq5G+0NWjzDJmEQa0ohskCv5avh2DSoFZwFOEkJVOv3oSdR2XM5eU1R5fgMIx6ieFu/n2CeX5LIZNEEswkYbuSjsSF8finYbzGaP+sN9JPNMa89ZRQXyohPawq2QT863+sYNkCLO3fQF6IEyHO5r5u7iLs/PaagoUnqjbvibApQyg8CbiSvg5zY3fgeLYSW0100Lj9AISH9qDiBtnIWDUTC3Z+i2sSkIyG2iBoegR6sPAH2yUkTxuPtRnZoEERMDMGAU0vOBSeMo6rkfzNJSU+XCJaVH+sFV76x0AEvkJ0W0hScu81HcfaL3XFA58kQ15CAGbGBKDphVVODB127uIQs+kAzqiY0RrqtHwdweMD5JAv7sdu28bsrYGeE6MQxOjZ0Y/ReVwMEj89j589KqEi8YabefcRNi8gIDxUxpv/mc8OzeGBCr/jdn5lPPZCgLJ/9h9zfw8cGzrOaStf4k8zVqUrfFThP+q5tsAh79xOxMUk4tPzKq2yg1sR9Zp0RNchxsRm1/iSDVeOJWN5XKLO5xQ+2KP7c8CRVOzmaJHxT563yOuLxQ6FrzNardOyB7r/ORv7dn+K89eU/Dh4omK9p9B7uMxbDRRwhmhpzF7U6DkRUUGOeRbjc0zubNnN80KJc6HiQ/XxfM9hGNTzWTxseUBsyPkuFctit+Lziz/pZ0s6Xg+gTuMX7fBz77y4+7QDPiUNI+/JuhXJxn1W59q8C94Y4qSYCSUGH9q6GOt2HEeWmp8ojSvj9Ez7f2Bg4Cv2hVncMnRsJB5nI2LZIVyWBDqTjQ72z0rOVn8MLwSEI5TJYQN0dJa6LkFmm5GYPbWbtS4hQURycd1cLNL4riy/eoZNwRCZaRvpktZetXF7DFD4RHbGKsxcsBPfKvRp0AuM3MmJoUP7lJ6IhauT8Y2qIyh03s1XPjt7jv+IX++vCK/7gN9zc/AL8auK9ZqgY68xGOGbibf9NqPR8sLmr1rwWcYLnuqN4RZ81l0KNTFTWQ4u0jGTz7o1T1ffteMPbB842cpoaOoKlf+pvOxR3LlUGyHbIg1RGdp8pMIF67AiySRf2gzExLF90MxOhBTF0OH2OCsfXpXux685v+D3CvXwVO/hGB9g1AW1Oapn0KC3GWnQjI1jGpRHdaqTmzc3OwOroqKRcvJnCruUdRJrXZmtz6zfuEZDpaHzlbihwzwNcmSK8frQMvGIA9kyh4ASH1cNHYeUX+rh6eZ1kHf2ME4w7ujTBhFLO+PzidH4skYX9O3SCHcytmLroctkWFACoP8yit+kOBBKVpsydAsavq0mp93Gngg/LMigMTzqwm/RWgTZadHZSJs2FLHpP4N2GU2fa4AKWcfx9QV54+v6jcHzny9Dmmd79OzZHN6ZGUhLS8cFKSGOEov92iNrxyE8QMZbcN9GyD38PtavT8VJ+rtPk0DMW0zKniStXZlLIVmMkqR3GIRb+3Zo16ga7tA89+39QlEgaZ6hY1Fryzpc7RyMfl0IqzN7sD1+Kw4RvsZ5aqwHl5IjMG71UfC5f/oMPVCjQyRWRLYzGUmqMmd/C6Em//1MCfaMibes9yCQ+xO+PXYGTM/1qOuHRWuDSsnQ0Zlabb94bFLjiBwIcdvJtRgRtg0Xf2NMqAWefCgPZw+fkIU30WfwwHxsXPs9mvbsiRfq3sHZj9Kw5wSjT7YuX/SqcwA7vm+JwLBBeNErC3u2x8v061EDHSJXINIymcaa8ao5Odk+TeEbHIy+rRqhVhUP5Fy5hu9P78H7CTtw4HpDuhWKRu8Sr2LnAEeVUJhyKoVrmW501CRnlnDLDMIWT+IhL+DmhSM4mUVKLxUw8ItZjqBmunpzcmV/jHvvMp1Lxwn9tpOJGDs5AWc9WuLNmNkUQ++Bk6uGYlxqHYyKeh5fxG6Cz8gtmKyFlJ0h3jEOO707cXzlKh4k2l4y3BPJb81Dyo8tELZ2lqE4ReH2wNrQcU5breHXPgs7DtdD39H90KVOLj7Zthxb9n6PW5Y4UBGExLGYnHAav5KTiNHbS03qoWalfNy4nIVzh9OwfesOfOPVhQzRsWhV1RW+pBZWuIjfPGuhWZfOeIV4DK6fws73P8C5m7TZ1V9G1ILBaPJbJg6nvYtEqZAGq+sRjjUDv0dEWBKy67ZB586tUNebXv1yK7YdvIxfUQ1tJizA9C4PI/fKaaQnb0TCjiN0rjxQueVwLIrurSuxJ1ei/7j3cFkZdz2Fq5h1lbwTqzAqPEX7VvNmrdG4OmO/mTiecRgf7tqJo4y+fJogcN5icibwppRSEOTAr6j/l5fRsV1rtGpelwxl4NoZkkXHP8UOdW5twrB2lv33C8nBnbzm4HyxnK8ZI7DkiDeasv1o3hzNuLlmHPw3dh1gfNWaT7NzEhqZiPOVmqDTy6+gVSsOpxPHcXjHDuxnMtCqkIgbhk4OVYXsv+C8zBerXccnySmg+iT2SftMdg+OwZceDdCmc2e0oqiwzIw0pKVfkOSPZ30/xCwPgsYObu9BhN8CyKLdgdzgeIxn1cZo8eRDuk5BZ6dN8EDkb1yL75v2RM8X6uLO2Y+Qtkfh6aQv+PaqgwM7vkfLwDAMetELWXu2I34rM9isMHWkJBd8du5v+iZWxvUzGGt5N/6LtEVzEU8yAp6eqN5ziS6j3CEywiBx7GQknL+fnG7d8ffmJt3Aqfxx50PsWTo/c0Zizn4qQGP1KsN0dhzCTE4qjf/9TgZR0+fQ4MGbBtnq/9Il/OtwAwxkspPRxfGDSCMe5pA+palkYHF4FHYZCjpwk7I8/4U1dNR138Qj3aMQPYqMml8YPcciq/M0DPPYgsXftEfccn/wqVuyjrwW3ypnUGKpRIN7PzwpO7SYzvpWH1xc9m/U6jsEr7auimxevyTeasUDHenk9ltyBmsDxyBV0W1xPAXJTK7YFWMiGmYyNOkn1GjWBZ1faYRq18/io7Q9sn7uURltxqzE9G72FQdLS+crG0PH9hnm+E3H/lueqNU2EGGDXkRdSVocw9b4eKRK1iPhQwnK6yhBWd18Fr4z5ONWurJLh3TF4BBSNOhZDw882HE2Nk5spXh2yMLcPgED1pxAvkcLhCTFgkU8ZSePQ8CnHbE99lXIAVDkzdg+FeHvkMJerz8S1gwyEBt7vl/8SdT2nY24MNVLSBu7YjBC2IfpV7vXUimkSBOJikGWlCl75psFv4tFvTmRqzBtlndsfNf5XNxlK9LzEkbj8MUz/PzVkciImzKYDFGaiNU8uXVUo4S+REroU9fIkqn9pu/HLVJs2kqMXhH4x7YiPl425NiYDQPX0bUxf3ytDR3byVUYOo4UXh9VAZUVWEkxjdyFm/dn4zJpRkwxsjq8hcLG6UtuGDo2igUmr2JqXgsEL52vGw/ZuzFxYBy+olx7eD2D0I3z0c1ABlMwmLwADH1U80VMIpV61olIYR6UwGrxrjx1C8arVlnzcFYZjnlfMnCtVZtSMBoLY+iodEkKpSoYJFxkgbHoWw/kX76MW3ZV+Ni6liNi5i5c9LBI6M+hPKH+0UjP5/bi8v9n78rjqqq2//cTESrkPBTmc8zsgWWF71GmTy01TXOInHDAHBAVBxQVURQnUBScEYfEgRQjyTQprDTN8iWWpTzNHB9JGSFaiPK89PutfeZz7rnce5lK3ae/knP32fu79157rbXX+i5KHB60A/UjUhHBsv+vbMbIuQ9ivkSMkP8+re2jr2CDojRbcCKWbnHSCsh3sx0LO/4oOF/2eoZgO70jyJQSz4GJoVPatUWHoY51SDIsc4p1GlDy9JGT8Gwjyzs7MpIUW7aOidYPsVF9JQ+/qMBF/KczRj39GVZtOys4u+S9K+/3K0UupKc9gLo9Y1U2KuaYCdyJGqN64tbG1TiYR6F8GieUlhTEKA+Yd3B12FxSYFzQVp5TRdztwkT/d1AndAWmtAZuudZBdatbmzzsmzoEcbRpXZqPwGZSPmSCjHMbAjD+86cwN248Wljy4VqnuvX10uuQAAAgAElEQVStaB59Y0A8MmlcrUP3Ut5ceV8/m+0vcY3OOd8NC2L7o/5vd+BRx5qC3nJmDYYFp5KTwR0vLXgPCgGjsE9W4OaQlVj86sNkDHmQIWwch7wPiDvZGMbrsKFzCsv7zUNRWBJCZMEnn423tQybV5AUOBzv1BqP9XO76aIgLDkHsGj8Ihyks8Glfj+sohwVJbWNboB2zgwVSGwaDErEeh0DgNz/QrQMonH2kaMP1PknoY1nJm3BYr3QFgwu4cgkI7wr3YoqfRfOK/Ecu1Jk/K0Np1QJ9o56bOVge9BAvHWO6ZK+Vs4W+2ciI5Pww/yLdPZojUThh1oCBetx2m/b+g22f8YlX0Glv72EgWP7kVEiKH04uSMe8WlnRIepixeCti+Doi4p8q81Jq2fi27yLb7ubDXIehb9MHUi3vnlIeRdJaPK6mwV11PiBaBqi64ICuqPlpKz47PNsUgUHOT0uLdHZIr2Nqhkho487joaPfGLBT0w+5KfpG9acHiuPw69nAwl/VhwyifAZbiJgaDTL6uhU9QOTPXR7E9Fv9Q4+TXT4aihw86+vp++iKRlfSSHkWzQ0By2j0QKdZZ9VdAF5/6AzksTMEbjeBTW0OYQhJPsZ043IytgRep8f4qhwwyWgG05NmhUtRuskuawukTW5TTcnJIMbRgqmwy/lSd1xow6p0yQTsJeksVNAqQ4TSEpcB98UmgzaVI9riQFYnhiIfzW021PI7kF8fcHmpoo14KClAjaK6b5EZbDc9FbYMQyj7dnLFoDSDm4rTHC5K+a96UkogW4mjwWw778F5b3v4V30/6DvNueeDFwtBqeo4zDRl7AqeXoN2kv1TzRssWwfAtiycqxoUxTeOGawMlIZYaeFYOUmaEjCZ6rz+ppm6UbuNph5OVpekBSINzRPjKFBMKfoUDQHJgc4sIaXHMNvU1uBAWBdpAsHdOcHgnHS8IiMkmYVAVrze5m8dcmgleqm9NQXu8lWzZl+CvnDR3RiD6M6joqVlHIhn//GpYtfg25K5ixcQ0uLSkkVnFaiN2Wf98y7EOiW9VIg+X9MImEQSOt0nMiFn6hx9FxZRLlDtG7+aSoBuVgnEA0YSGldxiyRhmIAYTfpCHfNwwf0gfEvX4F/WXmuxLPgbWhU/K1lUcJygMQn0lhEhqGwEukbIxMzqU9tEc9VB2c7eJkZFplvdfcQhgNWeaOCOEGVlSo2D5QHR/scO8tMu4xo3wvEVFIxuyuiSOQ0W2DSLHN2I+Gk5ytpFc6VCW9kmhwdtYIc8mRdrilOD+KNKf5n1fQC52zU/CO4Eyj21efEVg6T3MrRC8rhCOkOCvJ3ZbDmNt7C6qP8sZ38WRIi3HTeClsJabrblvV9e4VlEoOrvLOJzTZX/nvI6RvOp4c+Rg+W/+JcKvs4tYEXen2cYLOWy6vNxdSQtS9ws7n0ec7YvCtFMFIYJELVVsMxoI4OfpAQlSWhdVIUdbW43LU0Lm0AQFRlbHIwLYo6geX1DObnUGLXBFpK2xZXiNkXFo71qSzpdBPn6jPMPJbg2u9TeieSf70ICeerbNb7p8tAhVl/dTsjrjkCRCzZsyUZFG/cH7vCFJOlIeX+yK04U7MSbkCV2Jd20Ksaw4TaTJcZ+Zjgk6Z1woDjdGnG4uDAkP7moD3Slx41txRmZexGOPD9pPRrWc0dV7+ibImvkY0OZ/r4X1BBjL9T3W4ivL6C9QypfomZ9m+CIyMEx2QurPCdA7tYCGN+6Sr1hiTyCMeUlnyTsT6Yad3ikQoJLIZbm60wuAk1nxLOoNu2CDxUfRLEwZPRw2dT2f1wpdd39OfE4IcnIvDIHm8h4xA5OP9kEH4/OVNeoeA0lVZ9hOaOsOxYnU+xw0dqxwPFl70D/hPnoC+1sGMyjCtQRU3/N7Hi6HnlRi29lPIg4ukTAhMU36n0NdY4FAOffEKQipZnsZjRVY01fCjq2TND8WZfnoliLQVYQJvB2vYq4TFdBo9TOkgbYdgiXJNDsmxYUDIC+a2/pARNTWTvpRAtpDWJrCx7H/oGfyS9X/o3LUZzqVRaEAeefAikqXwHHsJ0KqAVoxFYWx78bjRY6rpo4UEV38SXDfokNQeosI8GpnCBGNrKyrrbr4YHfEg7PPZpNyGMWEQmkYtklGwl7znDps6mpwMIf+F5ao82QmBIWOLKUDq6I2OiPGmmubr2R5Lmz2hoxyqWqVLwdnk8JSUjErPjMG6eb1t5BmUaDGJOVxSbkupcZS7YBK6JuzZ7zrob7jYe+E3MVm+9WIGSW/ynJtSa4sG5Mc+mpBDmYHnhpGKm13Pj0NKYWsM9H8cF3bsxKX2y8RQV9Bt6OAktNg6Dxp7CcTvKhZhlY1TC93cdY3D/2TFtsRzYNyLpVtbln1T0TXuG9Ic5ENJVeIf6RGD+DGtnGPesykj/40XdJ5tOsTGLgRmrFZrXpkc+FfJuTSIuVU1TgBmpAYc6IBEyVvIlskpMwOVFD3FUDKhJhf2zcc+GmZE5igbid257qjVdQESxpAslCh/62hDUzXeUl3IKt1++Iem0y1iI6r5tAhv1D2NdeOmUzRBQ11tr0KSe0NI7l0rSc2vstpfbH3GnYArOdGCyAvemWSuQItfRAbldjIopUMyT7pNuFlJ++/MuO+KdWfd8fAL0xEb8gwsaZEIWkE3dhovLstt2TllMNaTIe2u/Xc2YY4aOvSe36m+1tS/shIn7a8Tsf2wpdnGYkhoNGvBxKEkKra3EaxhdcynSI3em2qa07jbO7vl8dliimS3wuRoukSxIf0Ux6mJrBbGWbK9Ixj6C4BwwfiTHbrO3bx8saAXdj6pnq+mp4IylkoG54h1XpFrlQb4h/9kTOjrZWVsCXt9R/1iaPM1c6jIK+fln+Dkiq+h5PIqDudGcrSOhZZnd8TkDLCK3lHHn4ed4/pi/ff0L7pz1/kbHWGdkaXFbkC0bLFCyGbUSdTvTjlyOIQdh6pj7GY6Z9jeZGdbwDnCayq0FzW6+bEV8i2/pLD8WeuX9nQOsQk21lWoE6+/EJB1yvhMSa99hPo6PAsjFIPeZBUpa0hzy13eOp+hG44ZOorwpzQVSv7zesINOSfOSkntxRe4swaVHeYr4W7Ho2jtCaffDb6IN42UvswrNDIZV0w94pqDXXOYsT4dbG+k4xU3VUY3zb8zgbb5MX1FedWEs1bYteDaE5Ya74DuQBXaMOlLiXRTeWNqbmPk0IqGct0Se4YOO7fEPCvF6GS4rHSXLHpbHaPwxB4UnihcZmgVThNDh7UXC41Xl9pkmyPkOiZoN5Dsaavb28acmPRFucaV8n7qFOL7zItiwr/NvCx5o4uMZsXn6IgYnx+QRh4Na9OrtIaOojSYHqpmoWui5+ykaRA0jYsl0nv6oL8dB4UVkmWNo01DRxzT5y9q1ww7BP2Q2mqbRtlhDgs6vEhPfmaSNfbMKF7qHq2JW5fWnQvl831oMFxYUuqHu/DBMbpx0FUYN5c58pyqh5ehz7JS7/QcGPdi6daW6mzRGHfKDa2NfUtJyHWf6IgRpk4AGzJyXW29R59kX8CaRylhXw4PZt+SFAySI4rjw0ohZu8MwemBb+tu7ZVxGA0a2eA02xtMiVzqjmjlvJD2CruFVm6PJPpZsBuJUaiyaxUZ1wcpvxKo7Tsei2drktilvlbT1OSw0L91J8Eo1Pbqfx1JS1ZjF8sZecDspseOAC/L/SX1VSu3ZIVLuGXyPYGEFWux+ziF6FAugt/M+RryDlmmUAhRqqzkyNiJe6dF+nIs3sLi7/8o/qZHZ3TIivEenCN8hedOAfIpxMuDZdhrnz9uI5+RH9BarFbFlV7Lp/BdDyERnzQQ1PHpiTHD+6ClloykuLUgOEUy0E1j6Ah7+PwA87oz9s5ue4aOmTPP7DaAtVOivSN60U/0ThHDbYXjUrwFc7y+G1v7iXgssh2+idxABDEsF5LC0MdFSeRN8oQw5itKD/hFew6qIUykEKKx1xNwyzmBsxKRgll4OSuPEFUUUjzNs3KTJhuIzso/EZejxLKm3PBKTqhvQOHKaRQ6/qDYpj0mNsUJo5Mtzhs68llR36T+X+GFI0jek45sunXpqyH1YA6q/mf6Yn69zQjfykL6iASgSVfMiWY5k9K82DN0itEvTQ0dycmyIyOHAs7Y8wdu51P4rkcVuvfWP3cKWAFc6tPDtCfp3jOfnPUetE+Fp2ozdBo4ykB2JDqZKGpR1aXKU+czEbUOGTqCRy3tAbSftgLTOsgJRZoQM5PwK/lb5obOVjS0UydCURCVw43ihnt9ia7vsesy7SMp1LXMOeSFDXa0iPJk5DACtlgn4dcg69ANKwOITcbWhjbqpZTyRqdYQ0c0LqyNMTuHpdWfpY2Z3wlRqeQdEP4ub1Y5+buEho5NXOROqEJBv8ltGDqG9pigGXuVDA1toS+7m9sIABN8xPp3oSkGLYjFUDl+VFuc0eaVvKM3OuJ7lweb17GpcEOHIBCYgBZr2N1Ml40z3r9ywFFZJkYyAjM82R7fiSdZ7LbmylaWLdaOAtHBEYnZjhk6rC+F13H1OhFv1KqjueUwMXTkmPFr2rBaaa00UMMPSzYH5oZOSdeWqaFDBocVQ5HZ+jDGykvvOCIjmVIdlDPOKjla3gvKfFkZOkz52gnvFGM9JRkXA2GFIg+0nnONIhAJzFYMHemwzVVvt/SycAYapSVh18ET+JqRn5BP2tt/LmL8pdxLdqND+SwPaJ020s1DZfZv/n8gLWkXDhKhASOqeaCGD0Ysnecg2UcZ7y+z0Emt8dPjBra88z6+/poRe1C9Ms/2mLZsulQ8WLzRiftGi7UUapMp/pv38S145/2vcYyRrVCCeJOucxA9QcNyZ3Kjk0fhvf4UYv4HEa/Mmv0mfBpTfhO9N/jim9ZJ9PK8CobS49jc7QA67GPOCcZ4twsRoetxEmR0bZM84MKxVhx7I1s/B9HeaOhcHmyueFekoWM49xzaO73+jcARlzBUCB2SHml9/qK5vS1eWyBM/D+GxTULbt1C8ab3Nby/ehX2UiqdPjRcvd1Q9q3gLEnDA+2nYcW0DkrOVGHmGgROTqX8JBe0JEZVbRkIJje2NtQ6r0x6p+AuO2acPFuZQTvgNPpqcVGMTjmypvg2lV7Ja1iHZ9kaOsz5wwiCbrpWJ7IgNVmQycml5x/F7zfrI2Bsf3ieX4V5q48i7xFNDppdXcgkEkcjw3UEYXSmLR8yHXtzKlGa5UKEdWtOOXmM0fUtNN5qXdtOPndZSYtR/w3AHPpPKOLOGOJWh2FeGlWCkwnADN/Uyf5y0fnMV70Dho4I2KfP6JPRheaU8CvbdTysDR2mtKxGDQp1EGLibTxn1vhTsv8vUD1o1l4M8aeyp5BCCKyqw0seO224inCN9g26Kt4quQNMmAchZ5wmHp8tpkm/Iki3ceT3S2voyDcexith1r5JX4qXWjb+KmPzlOTNYK9J33WT46rtGTryIcducclzyRY087ysrkHeT7o2tz2DkifIOD4T3Fh78bURp7mts1ZUNYeZMSbcZh/Yt2JRYCSDYO8r16m2apY4auiIGL/rtdmUq7+0ho7iWTIJzzGP+1bBKLx+FdeJhlSrvFvys5C2MBgrKJvWeJ1ue4mVA47yx6wEtnhTk/m61nC0VlTYz2XZYpYLoY95Zm/LskDrqRblB0uaD6GrO4Hy83ZN9FqyFiMEti2joaPxZOqIUqwNHXl4zs2BcS+Wbm2Zha6pcywdsqSoVq+nJtUXXj+OjRPDhfw6JVRV+ZGJXGJ7N7Yy5mlCitmaX1Un3io/xb6hYyM8WVFWDIaOrNyZ3dIxI2SnN1I0hQLFELiH1GKssgww7i2FUECbD/gVonuF45M6KmGNOJ4cg1KnrpEih/Maynh/STeKP1A+hEiQIYcFMSVW6+BTCQW0xD8sr3MoMUS+IIcmy+QaVbQ5J7QoNEnPOsXWytCRPbp10VvOhRM3sLmhI88r5ZykLX4QEf7nMERz1si3U7r1KYe7mSn6urw7cTELt3HvemGzIT9I+GNpDR0l71UbJmuiJJd07zy+Ga98+Dz2Uj6OEkNQuAdTuq/Atw4XXhZlTY42X1G+iVaiPQQwFFpsWc4K6/7TZwzkOaIsVcJJDRE2TJ+b+NNwXc6c1Xkjz7tyvjsp/0z0CDVUXnaGiOfLtz3NIzDkPimyU5cS4byhI69V7U2w8A2JCfe4hZU3uI3/e2q8wtIo4Lv3cV2Ynyi7CtT9a8/QUULXaqJ7nD6v3Uonl29Dhf0mryk2VjNDR3aEiHu582eDsa4By8+RV6J0zhZqHUqqDqns2XLT+cy1GIcNHXOvoi2vvfoxa0NH3AxbGq41sKBoOygnaesniSW4+i+tZJWUKPw7JQc/pAuRYuRHYsK/ixJDLCZGRd0cozIkKZ+lCRr8AXy3am+MWD9G4/IQiZFJh2HpDB0ldtSK2UNSyqz6Yj6B9v5VxCYdlcnrFjPWG1c2jsN0YotTLW47ho5izGoMFikxt+Ha9dAR2Wg7I4fIOEJGIGxKPUEE2+yTfg3SxbXKoSJFNvKxrLFgY7N1eyiP2yRHSjztFAFvj15amMstDbHWwNgnnplMGRLi30xvBouPl5X3gVmSrb6PzhQMlYW4c4ZOGeMoT5aJwGaYseKo6m0em6t34aVzZMjzU42Yj1KI+Ug7+0ywTsatMKorIVNmKYfwHb1iasg3E2Lf46phiaAA6Q2dvIxYTJqZhissp2ETebqUrF/bho6t/Wk+B9Z7seRrS7oloBhGcyIL25JDdjJZGzomMlIIC/oIrTVzw8bWO6MHUiPaavLoZKdLkRpqaKUQszCZpXBfbJAr8hoxhKzKTgAzQgqmYEy+FaZ3Pkise8coz6Y90VjnHmT5inpGNxEV+TDXh62KOS1fw6VRe7Rreh6HDl7CTdrXVpT3xd00mcJe9nJKZHoiutfneqJt9a+QRrSwWtY7pRuycqlVkOVQ9V9q47kuRE937CMcv/qQKXmQVVgza9hqXuW9asiPY+99/KJV+JisHNYlliqyb2hNvIVGm1nYkdRrCd/rmrwHZS2Y5W/SGTj4A19sVSit2BSL5BKmZ1gpDR05jEzPGmuiJJd07zwYgU77fPQ5ybKh57ATkCJkXolCUYjWoWSM9mA4sbOZWOaK1LkTzjQbt2GmRB5s2pg+EHYD41IjIEXbWe0EGTetvHJK/plF4MhzqTGABbKNy0MM8knbHdlgM5wVJSEjkJ0pOqeHMU+IkT6Mxje9RNY1YS1/+KxeXzCGo9oxdGTd946BuVjcnoaSL1Lben2ArYXZKCKKef2FhOwwFEMBO6dPxdBLb9I+VV3eYvvavS479TVO5XLT+czPNQcMHdEaO9TOhEGmuIR66XumihxjSRlPV682CjnJSZIUzI1txJqjRqtITCPfdcICpf4M+1A+5QcPQtSx6ioNqcy7X10+iCQ2jRW5eGOjSWEtFlf+VmOBRlabaWFMblNhLIWho9Bi28hvstEX26pJcX9hdTMmSbGe7D1i0KH487UUfy6GOBdv6Ij02kTRbVDUGQPT+EtDkaxJGlZ7ITM+6dlOxL+b4SZ6FlfXilWMX8GoiS3AKIVqUqWENF6L2x4925TzgZlGRZh+YZowqm3JcUOHGiMv0VjyElkzj5TG0MkjhXEIJZPfsUkFbHJ4XtqLDSf/jsFWBfSksSn5dsxwdZS9rhxwlKE2E9jMoz7sFF5PkQ9F61tlhd7czGvOhOgIyudLZMxpmseMwUtQEL6gZHppjeTtxLhJv2EK0dQ20hg6tRQjx0AhLjRvMHRKPAdme7Fka0t2/lxjNca0IT5fJSPhj45CMURTMg9Tel8JQ1O5JBpUe57eqDquBNavXXgiVq1LptDuQqX6N0taZ57LmVeHayjkVQp8vcEmr32zG1mmSIzAxTcTIZe/UlYB1c/YvGgN9rBEkareGDpTKsirEyI29j4rwCkUdhTzTKp6D8XMMFbs1yCBFEYkI/GFLUlVHvuLhSguwcKkDOQUuqFBp2CrAtWsN4rzyHgToI3Zp6KGnYLFApr6NaN6anVKkpWhI+fTacM9JSdQai09nbAgSxn1bzXFE82S5lNaqvl5eTvHoS9liouGEFOwVMeoke5Z2J0JAXirMWPx0/eenWFjv+2JTUamstIYOjLt8R1jXT6z24AS7p1zJLOm/xcDlbNRZUdz3KkhfjvpsWi1bIRCGKJ642VWWy2dsGCIHmpnQv6k3uioJFLymmc6AVEot0vSl9pQ/iyVYmC3s1p55czZKtykfYhnlbQI9cbS/aUFeE/mT2esjP02o9EK8wKrCu2xNlRMK+fJb+m4Y9GMcVLaN5AJtCzIWOyP3T7JIksoMwqnXEQ/Dc22bAQqUTXFGTpy+Zbb5rUhrXRyOTdKIWwQBINg4J7vbF5W5LbMdsowH/8rFWWV2AUVIjE5J4r5FEQG4jvkoN6uoaouH53PXMY6YOhINyNbH0OMgd5RUYKteMrVj9nyWDNjJvhDH0Qt1lN7yl7Tn808ZUKzouIesRtoM2oSRssV3uXiX9meeLl/S/y4Ow1ZjwygOgJD4QWKHUycj5jUm2hnUpCKtXpqOfHRN15nwuyipbXV9rWkho4c2kC3Kqb0hrb7cnL7bKScoUTZdmMQ/JLiqrat52v/IuQgUJqZmz4e1OaPqU7ED7siMZ3VFyL2GOtiqkwBCcaHPlGaGgSsNbUoWCXTmjc2cGPe1qHvo+XaJejLLDApFyLdQkUv+7cDDu0Q6ysVs9bMxiLcDFHSqZ52UxOyodt82hacMXTYsJly/TYEKmwNhWuJDR1Z4WQKiO72wLyPiuC9moLgYQn4oTIrrNcTr3X+J5o3qINKt3Nw9ugubKFioccpibh+92ismkCsW46tHuFmqkxxlL9rQ2Azj3TEtXHYJNXFEmXNWdRu0x/9m1zADqkwn1WNKmqXHc6jKPb/bS0PvfQ9uUDZrce6SwUxWUHQ8dhh6Y4Fs59GxpJ4XO65UqQ2FgydM+jYIwvxbB/QTY6uloOCncHQKfEc2HA6OLu2FGPFZN9+tQSvR3yEW7W90KXzG+jUxQtNKXQN1y8iMz0Z8cksGZ9itYPXkCz01K0OmzLyHBHCjD+GTutlxUGScbstaEWFIJ/DcaWQZn2tzDPJ5RDDoWLxfZ32VIDZk4otS4X/dEXq7MhQprCNIkP3bZna18FFzk6X/B+QtigCq49S/Q1jDSK7zRTi+n/Sia56NY6yui4m3lRbTZTb/rLZ50L8dCQR88nAP8uYX62cisUPloXA/jspmkgcxBoZOqeJybyKLFNHhWKD4+NnoEP+Psq12YPqravg6A9PIHzeKDz98H9xgPKaGPa6s4Otr2nf4PmQKWh77S0hX+HXIvWbsh6irVOi9p4YyQZSCM46sY6e/mFn2Ai8XTtMUyOP3iixoSMb5UwR3iTJEEXQKRECOiW5RHtHzxSp7BGb9dbM51J0Fh1Dk8ERCPa5RrUFY/Ex8aYrhAa2ziAhlHErHovZRN5+bf0WuYaUjfxPSY41XGAozE7Oh9hJM5H2s9ntqjNnq+RgvdQU3f27okamVDTeqsClWO9o9JKbGB0Toib4s/1PRTqnBsdTDpjZuet86JqAvKyb/lgZrUYtQxTVbLr96RwMXXwCT4yNwyC8hYW7H8PMtXIxdHEc6662xthZb6L+qbcQ8xZb85oIJ1uGjlwA9jxFqoRswDw17EBZBGZMyIx5lJEF1O9NesGQevh2XRhifn4cfz9LJVAGLkREt7/h92+TEM3khc6AYpcMQ7EeAZj1Zk0cXhKDFBIoiuyTc1oLrOsIopx0PrPV7pChw5RXVlhyQ9152DmxJZs58hZFYuoKBr5d6S++YMWKRm3sCsPk3Y9iWnwInmO1o6Tilp9UN+HsN3yGFYZLWroOu07nwtXDE02bVcVv32fiYi6xtQjvuuNvzz6Nh3NO4tzP/0Otp95A0GR/+GqZWuQ22c2UPyU8Jtm6VqXxzxqBFb9S+FE8VSgWflcyQ+faJ1QJN/o4avjFYHWgl3XBuWL6Ulzyte1ZyEPG5kVYs+c0fr5RIBbCcvghZg1PXwTONvN6ClIBu8ImY/ej0xAf8pxQIfyr6F4I/0Sopmb3MXpFBE9K+Pd4bZlYdFOsDLwOJ4RKYnQXVZuSZldMQwezObT1NeEGYwrO9NqCuF5UWpjWckbCTMwXDmjHHnuha8oyOrMBo6eko2lYIsLaMDRKGLpW8AM2TKL6ML+SUrB2tlokzaq7NgQvSwrcsRwbd30nMSOqP2QVwNsFzMCUbnKBPMcwYHuzTHGUP2vTM2VUQmjelociYu9laQ27o/mgBYgdatxDzLs7B5hjO6yy8MIexMVsxaGLBaja2AsNLeekBPJm6BI0F2MVwhV1jzuEklbGlWgObN+uCtXBHVpbP2JbIBW6vGog4NAMQFDmV8Ui6XOJfVD5G9vvrfBG8DQMNVQnF0J9ipGRwi38mjsYuS4Gr9ZlDZLDIzoYUZ9IxfeIu6dhd0rut5O0zn7JigRPCt8qFR1mxRBbYdSyKCWxv+CzORg4/ygqtw/HmvC2VlS2zPvJEmT1BSLFPjkkCxnzXMPn0T90klpvTPh5BhLmxmH/hTzcKLAlSRkbUS00+Ic/ZkzRsLbZW0BlvL8sWfuwZGESvsrKxe+MYdL0YX31hHfPUZjsT9XaNcWKGWHF7Le+wy/5v8Pmzxkr2iNPoscYw3oxM2AlB6XIIsU6Q+uhXyzWjqiHL3XrxLxmj1pBXfqttJboYMaIWKJ6t1GfhXmT/YmuPEkXRqndDGewYfQUpDcNQ2JYG+EMK5mhU4AfNkyiwuS/orVpFXjbSnKJ9k7eYUQHR+ETViRJgKQh/GJWI1BXsNHuohN0sInryIkjLRHXei8hbCURUzzM5P1EpPzyGNGpyzmLantCnzfUxbydE+mOlqkC+xA5dYVg4Nt9XKqiReRvJ4gAACAASURBVG+S5cPZmhOdjtOP1MXgBXHw1xpOumlyUP7RHl0eGkEFg0VcXKq2sNluXsZyhC6+iFeXLkNvQakTb8ZWZbcRMbAqSFRCQ0cQajk4mrQU8e+cQI6LJ5q3qopfJTIPz1aDMTWyH3RTZxgHDQQtBi9AnEyOYuPc/GxON8w/4qCWpz2vDOtJLkDbkW5stLLYtHaYbMgpmEvy+lEyyEeHIPnHuiaOcnFyy0XnM1mADho6rEeFRDvnBjeHi5fYXe7CC4X5+URhp1ZtttD/F9H/WxWsttkcedGuXpco8egldmPhcQc5uTeJII89+mRsfTMiA1HYqiNCUTXXGt7oOTVCQ7WpfbsQ+flEo2dVIdqxcapvURLw9duoVN1YqdqZvjj+Tbng1mvRqzCqlXV1bMdbsvVmWeEiLfysC/jp0SYgO0d65PnVJ0071e9CWrtutHad+lHJXnZ+/dr4Dt3AXUd1k8rtzvXLkp+D3JviTnD4Ns/mVFccjmIX8nCB6KObNFFPHHk8D7jXsqrWzpjOIqJSBQXZxc0TvmPmG6hSDQOTbznLAptipqWs5sDhtUW3sddvV0J1B2SVSJYgdt4MU9Gp5ZiMNMpy1qbcvnnbxYImyXDzfV94/TpQXSVREJcLGSIRUUhlN79Eo+7pOwbzZ6rGRulk4VUkjx2Kba5DETv/DTzuALbO7VQGVlntL7nQ9XjEz+7hfC2tr6LRKzwTL8xZjAltHi1buWkjskDZI8VEHJjv/UJc+PocajxrqN1CTrh988OwSqhyT4VhvXtiakSgznuvzA/tl/wiD3iU+oCgs0pYls43VLK9IxOKFKfjOLAK5Tl5gGpM1VF1hMKfvsZZy1NoqR7GmsYsbLnCrSwUQgd1S4fln8xmZiBaMUPCqs1CWgsutBbKWM9Vvy3PmSBxDSyfxh6q7zotPx2YdutXbK0nWQcrrr/mepqFLhpO337SxhoSe2ApD53PMDjHDZ0SAffX/pFwdbs4FwMXTsO/auXis0UzsP4/TcgrY3bNXb5jKa++CPTal3rboMgu3zHx1jkCFYYAy78ZuR9PhM+GPyXmnEuKJJrLW1QwU884U2H9uUc+VF5yqezhYbkdI7H/iXDMFhcAIuel4RYVck2WQhhLJwvF27YCpUxB2Y+gzFqUast5Ev2rhnTO4eaFcNv9xKplLM7tcAt/9otiXsTi3IFYOO1fqJX7GRbNWI//NKFbcl1tpz+7n/z7HAGOQEUgcF8bOizJcW/rFDVJUaq2TpXSrKhRy3syyqsvIoMSVYVo1hJP1q1UimHURrsxwXA2NagUH+Q/5Qg4jABjqpmSH6qpySGyw3zxAsUM6ynZHG6Tv8iY5P86MrLY+WBJsVPyEaqhqGcU46FfvKAo7KWThTk488UPuOZaA81aPgnHRGkL+EUOEEJ7KvSRiiR+R7eaLZ5rhGpOfrzg0tc4kX2Hwhhb4LlGjv26RHmjTvbL8dcp2bzXXrRm9Zgkz7zI5AZNEVTHW+NvcgQ4Anc3Ave1oZM+ww+n+moZuUSvXZaBproiprjc+sKSHcclUxGv0o7CVr2Z0rbLf88RKD0C1rVbnKd8Ln0v7r0Wyk0ulTVULGZ9VR3EE6uPnHMuEoE0EIpcdmbfKzNZ6GjnDXV/HP1Zqd+TWEiPOpqFWOoPqhXPS99UGbRgUo9JyBvKUmsolcFXeBMcAY7A3YHAfW3oMC9wYObrCpWpSOd7Gr66omoVM5Hl2ZfCC0eQvCcd56+VZiz8Rqc06PHfljMCFIbaa11tRG8QmWuEejhUyb5KwDbTQq7l3Jt7pvnylEtlCxLz4q9D7WiJ0Umm8K8SgG2aopBlIwsd7fmfdKPDukfJzyc/3IUPjmXjlqPdLcV7f60bHUZnHUhFh2XmM4l++bQvIk2Lf5di4PynHAGOwF8egfva0BGZpCZid0FjNPTIxuWsAjxkSolcAfP4V+pLBQyXf4IjULYIiMyQsd9VQ+MGhci6mAuLTYr6sv3yPd3aXSSXBCao2O9QrXEDFGYRo5zFBl3tPT1hfHCCnccYPCfuRkHjhvDIvkzsk+YFTzlaHAGOwL2PwP1t6AgSMQsHNibhYPYt1PTyw8A+LTU0mxW8AP5KfangofPPcQRKj0AeMnduwc7Ma6js2RZ9A162LuZY+o/cfy3cRXIpL3MntuzMxLXKnmjbNwAvW1XzvP+m734dsSXrADYmHUT2rZrw8huIPi1tFMm9XwHi4+YI3CcIcEPnPploPkyOAEeAI8AR4AhwBDgCHAGOwP2EADd07qfZ5mPlCHAEOAIcAY4AR4AjwBHgCNwnCHBD5z6ZaD5MjgBHgCPAEeAIcAQ4AhwBjsD9hAA3dO6n2eZj5QhwBDgCHAGOAEeAI8AR4AjcJwhwQ+c+mWg+TI4AR4AjwBHgCHAEOAIcAY7A/YQAN3Tup9nmY+UIcAQ4AhwBjgBHgCPAEeAI3CcIcEPnPploPkyOAEeAI8AR4AhwBDgCHAGOwP2EADd07qfZ5mPlCHAEOAIcAY4AR4AjwBHgCNwnCHBD5z6ZaD5MjgBHgCPAEeAIcAQ4AhwBjsD9hAA3dO6T2f4s2g8rM4BHey3BykGN1FGfS8SYlMZYM/1f9wkSfJgcAY7AXYnApW0InvIefoIPglOmQ5VYFnw6fxKyB62EVrTdlWPkneYIcAQ4AhyBMkXgHjR0CnHh40TsPJyNWwRVzaad0aNfGzRxK1PcHG+s8Cd8vXsndmdeAyp7or3/cHRo8KDjvy+jNz+d9QqijhbhEb94bA1sprR6ZfNITMgdi5SQVmX0pT+3mcILHyNx52Fki5OPzj36oc2fNvl/LhZl8nVLDk7uehspbP2iMjxbv4o+r7REnYpfwmUyHN7IXYzApQ0IGJmMK2iN0P0L0VkeiuUw5vZ+F97bl6GPx108Pt51mwhY8n/AwaR3cZgJ9ppe6DukL7xqVBBgXAZWEND8MxyB8kHg3jJ0LGewYXQIkn98AA9XAQp+L0QRw82dDsZNdDBWlGCU5sqStQthE9fhxG9CL8THpQkCNibAv375TKitVvPTZ2BAzDHcdm+JkbFR6NvEBfkn1mHc9M/wzJJkTPCu2P6U/dcsOLNhNEKSf8QD4uSjUJx8tA7dhIUVPfllP8CKbzEvHbNGxOLoLTdUc72DGwV3xCVc3w/LNgSiBTd2Kn5O7usvnkPC4CCk/OyC+l3nIGa8L+oU/YQ9kUFYfftNpMS+Bm7n3HsLJC9jOUIj9uKyKH7Ex709IlPC8UJ5yyAuA++9BcVHdN8hcA8ZOhZ8saAf1lUOFQ9AEoCWnH2IGBmHYzeBSm0jkBrRFuUtF9UVdAarB4Xj0mvzEN7z7/C48wN2RU7HWyd+wyP91iNxRKMKXmx5OLxgDBYc/FU0/kSVFfW7R2PVhFZ3vYJg+WIB+q2rjNCY8fAVJx/7IkYiTpx8RKRGoG3FTX4Fz215fO4KkgLH4/hLMYjq2wTsQrQwcw0CJ6fiCi2gRoMSsX5oBVvr5THMcmkzDzvH9cX6G36I3xoI9f5U/Ni5hMEISvnZ9pdbh2L/QuW+Qniv8MIeRM3fhIxsZsC7wO1hT/gMm4mwHuLc3C+P5UwSJkxPxFna1spDzpvgNbF4zfN+QeE+GmfBBwjtm4rHwmZj+D8bwDXnCNbOWoC9l/+Ab9iHmNexPLHgMrA80eVtcwQqCoF7yNA5gpihX6LNxik6L4+iVDxirnSUJ9AWiwUPPqjRri0ZWNw/DIeficSe8BfK89M22rYg/4d/I+3TwziPpmjbsSv++bhHBRp/5TfkIzFD8WWbjZiidfGdS8DgoBT8jEfgF78Vmoi98uvIvdLyj9sxcekDCI3rB9WcsSB9RnfEHCNLx0QZv1eGXrpxUOjszjCErD+JmzZkzpk1/ghO/Q2erZ5FI7p8tHpa+CFyQEvlny1nEjBiYgqFbFVFo6e94VnpNrJPfYtLvwH1/ZZhQ2CLe2IPO4w7Cwf+fD8OH8pDjXZt0enFZ/Ho/WTtOQzUvfGi1TmatxPj+q7HnYBtSPCvV36D5DKw/LDlLXMEKhAB5w2dwuu4er1Q6qIbqterrvcoav7uVr0eqv/ZBxCFbHWikC1KTjH1rlYg1vSpM1jjPxHn+qUg9jUeZFH+2KdjRqcYHOOGTplBrTgOuKGjw/Tk9tlIOXMDWSfOIksK8bMlc9JndCJj0VHj+xSW95uEvdceQe+VmzBGjhekMN01w4KR+nNNdI+7F0JPy2yJ8obudQQs+zC162bU/5PWPZeB9/oC4+O71xBw3NDJy0DC3MXYd+EPuLoSDHcKxJh9F/Iydh2HhQMfxr6lK/HOd7l4qIoLbt8owB24ol6bcYia2Q1y/n36jFew4oovxsyfiW42k/LJK7onCvM3fKUoDS5unvANnC2EarjkHMXGhbHYfSqPvkGPaw00axeAGVPU7ygTZcvQodCmA0umYOnBbCGXw6VqC/QOm4tAH0rkob8d3bgQsbtPIY99gNr37jkVEYE+YGk+WduDMPnCYLxNtzJm0VAW6l/S0ni8c0JsW+xiM7R7tjKOZjZD9KYxJchvcBITFzd4+gZidlgPPRFDwQHMHrQZ1WbEIYSNVfd8hmi/lcjAo+i1xAaDUeEF7ImLQdLnF5ErD46+VevJTggMGWtCtFCIzM3TEZksYUnhcm6evgicHYYeZUYScAnbgqfgvZ+MrHJlb+hc2haMKeKHsGTlIDQqT4mgsEyZzYdIurHu7X34LovtNfVxrVIXDZ/viZFDe+JZG65ultybtioWO768jF9kxZw1QXP5sGcz/OuV4RjYx5p0wOYhX5iJzdMjkSztSdd6bTAuStrjbM1ERSLhqLTX2F4eMx8zuzWg/VOAI1Fv4u2/LcVqTeKaY3KC+iutx62Hzol7le21Kg3wVJ9RmOwvhrBaP2wvxSEm6XNczJXy+KTfNe/4CoYP7IOWTrItCMbL14RdrQb4B4Wq/rj+fXxv6lyxYN/Uroj7xgtBqQ4kz1NIZo/ZB3HbKwipy/roQkzzd01E7/hMVGpfshtiS84BLJmyFAezJQwEOReCGcNt4Vb6xc5k48aFy7DndK4kG11Rw7snQmYMp5DTIkHuRyYcRbYkW1xreKNnyAwM962jk7U/vPUmwk91x9LFfZSzReydKgt8glNgSibJ5HvSUqzb9Z1qlNJZVaXBP+A/eQL6mmS5VwhWn0XDj1FjWrHKmeFuQdauWZi8IUM9o/rNRvRQr7ILZRSS8DdiTcohnJM3l3CuDMHUCeZkALbkY0nwY+GacTFbceicdM4LZ0crdPrbzzhQ2BebFncTzmNnn7yMBEREpeKMkDtLOspLYVg5va2NtvLxwawAnHxZXUvOGTp5yFg+HXPSLoh6Bsm+9pOXYEoH/Xp2dgz8fY4AR8BxBBwzdCghb8awjfi9Qzd0b9sZ7Z99lISpBTlHVyB0TpoQs+/i4opHOkco+TGg8AKWJLqCciTcyfu7iWLOa5BS81GYH5ZkMAOpPvyWbUCgVUZzHtJnjUDsUYrLIKHQ4rlGcMs+hW8pTqOI5ZR07Q3PQ2m40WEEhr/WGpXOv4dNG1Nx4lf6q1mStKmhQ9+YMQwxJzzg1bqp2j71qd+y6ai8cjqSbrRC//4+qHz+I+xIOwMmE919w7CNgoI9yJuaMCIcPw7ZTDHC+puZvPRZGBF7lN5nB2dztGpQDbj9C06fFBWxkiVyO4dJjbxTOJy6AW8f/ZXFtlgljjOShKkT38cTC4z42zEMhHVANyQUH88EdotOL+HlpjWBW1eQkZ6Oo1kPo/N8vQF1JSkQw7f+htYDx2FAlxrI3hGPeIYnheH4hmzAvDIhCZCTlNnFnZZVruwNnQoNhbQVekdGRcLYUKTm1Ydv587w8fZC62a1aNcX4MqpDBzbvxd7BCPbHc0DorHcXx/alHc4GsFRh/C/hv/ASx3borWPN+qzEKrccziWeQqf796N41fvkPHvi5AN83QkHqaHvLAfJiL19wZ42tsTheePIZN+TxsGYSs748upUfi6dhf079IUtzJ2YMeRq2SY0V7ut4py1SiDha2rEW+jyaJEsP9l47AvJ8gfIeVrXHyInAjdX4V3zVu4kvEpPvlK2mu12yN8TTjaarUh6mvShOlIPPs/csIEIGRoBzRvUAceRXRTnX0Bx9J3Ysfu71Cpy1zETBAdG84/0rozNXTktWpgDrPxkUsbAjAy+QphZZLXJ6+P+v2wPnGEc0a35Qss8JuNY/W7Y8Tw1+BF956bYxNxhObNtWE/xK4dUQJnTPFIWc5swOiQZEoqJ+OmWUs8WbcQ549lgi0VRhjj1y4bu481QP9xA9CF1sG5Q/vxdtJeyscxIxQhBTJ2EqJ+HYgNwtkiP6osaB26n0hIDH2S1moKO7SYg+wfL6GjT33iE7yG8x+n46PMfLQIWonFfZgRLj0VhZV8VhlZ5UxgzaN3hy37L1r17w+fyufx0Y40UtzLMJSRHJvLQyMoF0brQtF0xL05AqKXw99wfpvKR6fxk4llLuMOc6I19sITdSsBNy7h+BnRWaLqFM7tTsuJWPiHpqNyh+HweywTO3YcofXngiYBGykMzjrnkOV++pGj4e+ateS4oUPjSBiBkPSH0aV/FzS9lSF9jxPkODdr/G2OQOkQcMDQseDw3N5YcLoR/vm32zj17SUUtZYUfvr2iVg/hKbdME/4zt+Fib3jkQlteAWLYZ+J0LdO4LcGg5C4fqgmB4B0HvJSDog/g0e6zkdciKxokMBYM4zi2sUE3kd6r8SmMRrlTXN4KcaIjIuJoWM5PBe9l95GsMLElkde1iHkZb1NBpsL0OJNbF3SV/EGF2YsxpCw/XQUquMQBGaUC2YlT4BMWCbH0v/s3gpvxswnZjMxbk9QyML34sZDebhKBpmzQrpEmJAh+sUCP8w+eNM0cdxyZg2GTf8Jw7bNg2qrFWcYsMTM4Ui8wAzK3liaMAZeurBEMnz3RWDkOndMVdhwSJnqsRgIS0G4JndGOKQpnPBmJVL2thMbXqmj+O4nQycPuyb64506oVgxpTUZma6oYxIfmrdvKobEfYPbLs0xYvNq9JND2c8RRe/4z/HU3DiMb0E5W651TMJL2TcGID6T5pqcFHtJW5SVPrNDnlGUDz/goxrUSlgVc4C4oFrH+dgy1UfyNNM62TkFg9dnosiFkshTKImc5p+tcf/PO2KnwpxVvJyAoDzNx8WuMVgdaPBikyG4JnAyUpkyW7Mr3dyEoJU0ALH/OcXnttDvj5z0RBurG09HhW1xhg4LX6WQs+tPo8drRfj3vu/FGzXXKmjwVB+MmuwvkmlIjxjmxlKiTJR2yPvVMaNJ2/ur5IAYeqgdNib4q/JXI0eNNPSOjtzme5YTiPUPRVphSwStXIw+8m1+HoUhDYkDiV46Q57BpC2L0U1rXV5JQuDwRFxwNSMUYXJ7GHY2XyIazMJTnKGjykRmWE1aPxfdDDd3AuFG6LfotF5lxqwwrBw2dFg44yK4RmpCGWUc76h7quRzJst6oGqLrggK6o+Wgh/lCj7bHItEwVFBjwnzmZmh4yx+8vnwv4bd6eZlrLIf8g4vwJhlp+FSdBVXb5KjpAT5aUKZhZ8HKHqHmC/3C2ByYyo4YCTHnnb/OWzo5L+PkEGf4+VN6poWzt3gVPxcszviNLpDyeeK/5IjwBGwh4ADhg47OGajKDyJ4sNFo2fu4ZZqHYNic2Dkg9j6oBY8/YmF8FtPXtxGcjfFePQDTeUbIE33r9KBR0xPF+ifzA590VOTRsZIIwxKXA+FEMqkf5/O6oa9rXfq82ROLUe/SXt1xoz69Xy8H0IFN08WacJEGC7TcXNyCsQSNNLhcPVZPZW15K2uHUY3HU0PYOIAMvzI094+Uq/8256okmNC1iH8Saj+YurxFQ/95R7zkaxwSxdj6Cj4V0LbiFREmFKYiTh98NxmMUmU5sRvqTuirZinVEW6bNi77iNDh63TeQXo1TkbKe+IN42uNXwwYuk8VXkU9D2ZiIFuKZU9Ju7fLdVHwfu7eMlbax66oRzmBgXA+pC/hA0B03Bzij5PJP/9EArDOakzZtQ1LuedgDypUkKxhdZe933wSdGHc5nLCeDU8n6YmT8BKTbCR6FRoGt2j5PWOOvrSCTnEjXtHqKmtScdS/z34gwdVSYKt6J0Y013vuSsPo4zLITMtSH6xa7FCMlTXj6GTj4Zsn7I6LaXbjz0sX2KHC1jpkJhPay5ht4mt/hfLOhBDhmydIoN9XMxZ9lihtDI43h1p2gwF2/oMMfLbLBPFSd32NoKo7UlEsZUIFaOGjpsb6+qg3hDKCPr96S910hnT8WyUhQUEhyBc79ALVNDQnJoxZGjitAx4mht6DiJn3T7c7i6PhJBcCKGf4/Xli3Ga7krxLPe6VINrC+9EV9FZTW0dUMvMLaOXoGvScCyALeSGDoWmk//U32RrKtRJ+sSHugaI+sOJRY0/IccAY6AAwg4YOhcJU/+WFwZuQNTfW6LCv8PbVVFoRhDx6bxwTomFHmbi9vBGk8lU4xDT6OH1lBRBmHbaBJfkTyl5JxRlCf2z1b9Y0rxKtSJN8bHS+1XIw9wCnmADeAxr9SgRDKzNEnY7IBeV2+lSBUtGAJbUTloOx0ysksynz4/CPt8Nin/Jt+AGT3lNueqVJjY8fiyA3PSrwhSlL5iDJ1PZ+GVqKMk9MnrmkYeKhtUzSxvwO+b1/Ah4/0k7P1I0JsVI5XzC6w8acYcoGLzf2TUSmjoWLKwb/5sJHyVBdGpTvkVI4qn7C1p6JoYb56Ezy+KuQkubrXwZKdAhIztYMgx0KwEk9A1IZRpdy7ca3XFArpVa3ZOonyuoyXbEEMmJqZcQZFOeWR7JBTp5A1t1C8Wi96oi9PrxmE63ZQ21IZuFBI74JAw7L9mHdJhbejQmvE7hb7GPSP33cxTSkOUlVv15oDJmaE4089AGWsmJ0AKa6+deHIT7eFiYsvYTVPAtkt0UyAbNvI6eQQ9YuIxplV5MQ4WZ+iIeXAnvd/EMspdVC8U1DkjAabctJSPoWNLBrK1RzcvfnTzcqNaGSpiooK5qaY5xb+9PSX/3fyWSWQCfNdLcq4Ud6OjFBytS8QOzHFnQ+oymbusKpYI4YAlwYqFdSdh6bpdSv6cIFv8J2NCXy/b4ZCOGjpMgT43BEnGAUj5XHcoxFqQvyV6JGbFHPXWw7oZiT79e/qLwYlmPZdO4ieM4Tt0IFkZIl/DCnMQTk5F+d8kgyXTGKpM/TE7Pxq/iCEzpgg5wYJM2PekcstrtvYKMzcjJOorvDDzVWQGU3mKEho6rO11DTZhseGwlHUJ03DUEs0Z/xFHgCNQHAIOGDos9Ipiq6ftwXWXIuT//iCe1RZglFnWHnBHrTqy4sAE/UbMiU6h+GoXVG0zFZvnUG6LrieisMropjF0mKDf/BhWJlGyvlWv7Rk6TK8Wwzx0ybmmhs5baLxVU1lb+NanmPVKFI7qFEZNJ+R2NIYOE2SRmI2tjLeY/T0WCN1L7cpGwJXNGBlyHRO0V9RycnHd3jbGaRh4qTCxF9rCPJyrUYMOFfHMLMbQcfQQZrdIW5ohySo43jAuwYCjXCutIq6ECkj5TXUK8X2mRHpgM6eLtVsSQ0e+VWKpYC3gVSUbJ4Wk1+JDIuwpZWabTQnVY+FJzVuhTuH3yJQNnuKKb5oYOnLoVetQ1RsvGs8QFNNRVXZhFc3nQcY9XNsX4xfP1pB+mBjzwk0K5V09wvI8+uN60hKs3nWUqIsfME3SNTV0Bl/Em8ZbO1mptMHOZqa8sv17sL0xRMtETrC1k/gYItt9g0gpGVtHfiBPgnyjqWHdk73etoQiI3J4oiPF1RdngNo9U4ozdIr7sWxkqIxs5WPoFNcHVYk0vTknEot/H/weeZTV0vCf/3KQtEHcn+cHpFkpfcLulesK2WDGLN7QYT4mckJ92xNplJz+YHGGjqN084zVa1gWRpnUQNIjZ4aVxmAlZ0ZjryfglnMCZyXCkGLDlk1lLJEOHNiI1Vv34xxtaeEhIqD8okrwqPSAvjt/3Kbzmd0KVkG1KowxiJ6qj6Ft7/EY7XC9JXGuvn6leOpmxfFnyCeyN5f28BN+//mLOoZUdsPkl9oK2zQFYZXvPzNJmndq2ZHzoxmNj/IJ02q+idiovvgjUappxdbehk44TaQpSbkvYMrcQPjUMNc5zEPX8pC5MwGrdmcgRyKl/eN2PoUOe0CeCmXsEpGTi9vDyhy61fFG56Fj4W8g3bAravgLHAGOgF0EHDJ0hFbIoPnhq8PI+O9FXD6bi1s2mr79yzn8kJWL38ltzUIzWr0RjGlDzZN6rRQbJui3NrRBA11Whg4LX4lC5UUUg62j4GceZcoZukwJ1B9S3ophfHJScDXKCZBvKFj/3/WSDgSTvjNhPPYqVfLWXl0rh62DcfWlwsSeoSMad0UhsnJZBoYOG99bjbHVnqEjG3yKciNd6V9oikELYjFUTgDSFv60GddcAkNHUMRTQK5bpQ6JktdiDH/UrAXnDnL6IYvTJg/+haaDsCB2qJLXpC1mq4ZWGRadrRud5FwKfdxDeU/i+3KfmGI6o1EaknYdxImvTxJTEojRyh9zY/ylxHLp1vMB7e2PpFxXZv/mjz/SkrDrIBEaUC7ebw/UgM+IpZinScy2PuRpDfX6El3fM4aCSWFCtcwT5YVY+aNFmjAbNoeT8GuQOi4ZDTM54f+xBa5ZbugW+ia8r72P1asoaR2GaulSvY3vtfTiwi3eTKyRGOBsSUgXuonaTqFBZU9GULxMNho2Dhk6LhqZxfZL5GisIDIXtTCw/E1HkqAlOShcXuuNTiF8KGQP/q+5F6pk0/r6rTLaTN2MOQZCFusRivvz8mCzPKPSGzqCbP7seencKCZHx1FDhzl8zIx3q4GZYCWEQKfhgfbTsGJaBzXPUym264KWxAZnWl7AxNARQzdpWZog8wAAIABJREFUMup3xazZb8KnMZVzoPcGX6Q8UmNhMHl8kkxtcP0iMt6KxLw0qiTmcD5L8XOlQCD3Vbv2NLLIsXIO1vgJ8uXyYF3BXHb7u/NJFimhcZVaOTBZ9MQAYj6sRfm3CRhT3PkhM0SeLoDrgxYUCFfs5Fyr/gS6BU9FQBtGtsQeRw0dNffLveVILAzrhubk9L1EY3mr8VZrQgyd07Qj8nPOYl/UDFDpLdpzm+j9kkkdu9oef4EjcJ8i4KChQ16qpEkI30o5AaT8qEw15qgVPeSGh65fw/+quMPD8zm8KLC0GR/mDQtCzjhNIUerUCrtb+wZOo6Gronx/curx1pVdheVuOs6JVLsgey5q6T+TQipWQ6PeVKcLVPc42sjTuMF1N34yEORDyMbIXJWMJUKEwdC14L24xklVriMDZ3s4ziY/wTaN7dmG7AOXWPfjkWBLvRPQoPdjFEuxyWb9XBKYOgI83AeA3RheGoMv3nyt32lzGr+hJu+AgRttw6zUkKrbNV4MlPMpFyyhxR2uSvYPDIA2y41oTAtrfGu5kG5E/2wnMvyVXQvhH9SR81jk76R0zIYKRqPqVKkskhfp8Xa0GEG6iCc6J1iyNuSi4s2NPSLISTfXGj6LMzxN+hqRblsIicERSFHl4sn5wQ11BYRVPAzoXK25CMn9yb+cKuOegqZQyGuH9+IieGpxCRpxNOZE8L2jU7h9atgZcjMa4zJ1NNqPkqxrGvyrZlVDh6N4+p1yNXO9D1ntc8exGW6lfFo/xw8rYZlK3SN7bFIytWUE+AlApfLLzuQVG0ML9N/1J7zwJHQtZiCURL9dlkbOvk46wRWQl8/fUZHgCGOVs5vpQQhWzWorAwdKafsiqHmki1DR74l195yyHstnxxr2mgDm8tZND6+7Wl++yb/zEJkJ12J7ISFWW4jQguF68Tqds45/ISbmszXdYaO6U2vjJUSGis67fLe3IlVfQ2GgnJ+GMIxyXn779VjMTON4t1NZbCjho4UDcJutzQYs7VgZujIZ19dIlVSwg9l4qa/RL0/Z2Qdf5cj8NdHwDFDR07UdyGFwURhE4dZiJ+O7MDyjSwuuRCVia2lf+tb+HDXJ8j9uwm5ABPAgz+A71atJ5gpbaNxeYhZsrsdQ0fpo4F1xiyHKI/Y4IYdRWcNG4owBPbvRBZw/tlQbKcbCUU9l5VBTey84Gn78Fmskg0bk2RqJugm/RokJbVKxx31pzvF1xXZyF2wXjKlwITlMgjJt2ZKm+QBO9kaEakRELkFytjQobG+8qGvToEWxycr59oYa/btrWgYrzF8FTDkftlISC5J6NrVFISOPYWXt8xBF7k6vZQPcvi2re+U0NCxdUtpwyuqDNvUA52PT2cNQtQxyrNpT9TSuQeReiLP1GOrKCMm4YFfuzRC+3ZNcf7QQVy6SYqUVZK4qjBqY8nNwjaEXLyllRBpqA8l5+ipRpk4snwa9wDaAy6KASZ6RKNujtHvO+FtEzkh5IsVIWS/JvxUxkqjRLJkYGGvGZSx4sWy7DApH0OnWKVdWX+abztQR0d7y+zYkSPmPNyeZl1oVExEP0whN0bF2OSWQ1i/ZMQ7UA9IaHdLQ6w1sGyy/tozdOQwJdN6QdK8VyKimvUCA01ZGzrOYWV2IyHPiTJOW3TgVobOV4juFY5PbhryIplcPdhex4Yo7CuprpI+l0nNS/Mzla0mJw7lsYy+PASpEW1N68Qxx59MzmOfjMA5/AQSlek3MVmT86eLnJC6K2Oprn1Hzg/rW8ri156Dhs61ZIzttwFnDeHopo5OJtGEUON8sne1ZCD2oi8c29n8LY4AR8AaAYcMHSUe1iyvhOrlfL07AcuTyLvzJNGjTqiDD4d9jrYfikpI3s5x6Ls+X8P8pEgqBFCIE6uBoM1rF3jr42uYFNUsztBR8y2U2hzyWM0MHdYv+vcRm9wx0VBn4xyFQYxLvq7mIcmUq9dVNjWBgnRyOh6P0DKnWUiA+WN1LfWmSFC0yJs/SjEOVdpOm+ELJqu0ZJgIR5+NA4kV8QxB+LbzqC7XMhG+W8aGjkDQ8CGe1lZ0Z/WX9szAmysY9TEpdBtlGlfmSZ4PzDRholE8cloGMS1QJbjRMcFZpPHW0x4bX7OnlFk1y7yswrCsCS6UGx1bio/NUBuqIbJ5EdbsOSfUI/Ieak6gYKuvYkHbddjDgv6remPoTLPirbJnX0/uYR6fLuYlhH/XCQuWy2Fy4voTjbLqqiElxdF/rbAqSSxOK3LxhrIWNCgSBlZyQggHTMJj0WrCsnyj46oUz5TXPruFVffpV8kJ+KMjK05pzqYh51Pd1jg1nD84isnRkeeU6I1DFXp79gWpthcVqapExprqaJEZ6h6hBHoNnbBC4a2/cXO0rywcKOpGELZoiy5SSM8Kyl/YQyz+2ltAsU0Wovg5OqfIThFZtlcplpxE7Q+TfWPppoAlZ+s97nb3lOzEMjDBsSKUi8YvwsFbrRGm0OSXtaEjEmc4ipVgbBBtt7G4q/ZGx8UWWYCVoSOHdumZLgW8Uuso1OwixrLzyLAeLEQs0p+IRW44Ybgz5rN+m9FohUqxrV1XCsmQg/TSzuDH9sGuicNw6nX1htjqlkxiZjt4UztW26GvIlEQY2w13IzRoMrE0FEcilrGV+lG+zwVB9bm6MrODCMNuBxmqxCnOLqT+XscAY6APQQcMnQULx8latdu1Rt9/kUF1q6dx+Evv6Sk6t9Q3TcIs6d0xeMepDwIV7DJqDVtGaa2BfbNGoU133haha+cWj6QrnXXmcQqS0rT969hma7qtS1DR03+ZAqCWJhU89gwdATVghVOXHIKzfynYaxSBV4qzkmkBi379IT7oR04WtQG01ZMQ4cat/FD2iJErD6JR0cZisoJeh0pA0PfR8u1S9CXKVJS7Yh0Swt07d8OoLbSqKpbkaG2h71JYoekoEg6jInaolzw7KZLVbTo2h9dPK/h8717cIKobCtRuNIaCldSw1fK2NCRa/kc8cBzPXvixfq3pKJ8UsFIQ9y4cAN2foBe+aI2mAEZmnYNtvMmSm/oiMYrC1nSFLI0mRi7SpnVb8QD+PyALXoFT64rQsxmXmbheqwdh3MKDB+lsCxxnR7Fr3bGY7b2Cq//B+lEV72aCs4WGShczQ0d1ooY3hqxG2gzahJGv9xEDFclhXzD6BAkZ3vi5f4t8ePuNGQ9MkDMV8JPOJI4HzGpN9HOUGhW7pe5nJBi4o81weCIYPhcI6r42I+pEKWqEMoGCwsT0sqEr5a8joiPbqG2Vxd0fqMTung1pdA14PrFTKQnxyP5IOUmVaJb4TVEV2wd12V/qwpvFEdGoGHEc60nFCwW6KWlIqsuJkVOlTBCMmobPe0Nz0q3kX3qWyKMKEWBSKE+zVb82qA9evb0RuUrGUhPZyQUQjVGgxEmzu8XC/ph5e0AzBr3D1Q+9x6WUMjr+Sb6kMdiAdJS7WtqFNnfU2oNL0Y6wQo549QH2HuICsP+UR/do1dhAjHoiU/ZGzpwBqt8mvsBW/FYjMYoFQ4bMVogk0JBu+oYxTSImeToyLefd2hdTI6dgOfz92BmyKeo6XsH32Y/j5CZAULBUHm/VhKKWnvhxxN/4LFmFny5fCqWHqTC0U4a7mzNjV5yE6NjQigpX3OeSEV6z942L/htOpfO4CdMIeVPRlzDuE1T4cOEiITd2dps7pvgwo4dQmFb43kg1PP6pqsht06twedigkHZGDqqweTefBDmLHod9b5dg6nRv6JFy/M45RKAudM641EqwpoUTTm+Z29LxZKBzBOPoGGj7/Fu+DxsO0vF1TVhxg4KG/4aR4AjYAcBhwwd5mXJSIhAVKpYt0N4pAJ3wyf0R5tHtRk4mqrG4otoSFS2a0doC3xSfov/AXRIUr2D+n6KxsaKXylBOn4AGgh/NDd0Co7Mx+A5n+MhQ/Kn0l4xho7wjkxH+WU2/udaC3/zoq9lqSw5lKWI2i3+ib9ZzuHM5Ty4NWyHwaGT0EMqBmrEV8v3z4riWbJ2IWziOpyQgGOKjGA02fAo254vxzHRt6HJr1Lmrga8e05FRKCRJELFuFQ7RxuDTsnRB5ZMQswnUpE5YUnUQ5txUZjZTVN9nP27cHs2BWd6bUFcr5rshKN1NxPzU84KNRscefRhG9aGm3KwOdJYce84EUstrIkpZ9BrSxzEYWUgYeZ8OvAcHhXdcqohfXkZm7FozR6c/vmGQItt/lBybd2GeL5/KCbpGJcYpnMRt/8C8m4UiIX/TB7GCFSrwT/gL9Gyyq/YNnTEN+Tbol2nc+Hq4Ymmzarit+8zcTGX2KCEN9zxt2efxsM5lMz+8/9Q66k3EGQokql0h3k/bckJIhXYFTYR607ISfdqPaCHGd4TU/DLY/0Qu3aERMQgt0pFUn9Iw6pYlepb+R5RmXu2egPB04bqlDvnl4o91jVz+uGnug3G2OHmdOOMnjxq/iZkZP9O9OQucKvVGC8SVbh+bp3rKaPRnRKxHWcUoU4MmS16I0xgnDJpi/Zn0qRwbGXOGvqza72XELZyOto6kTstMHhOSUfTsESEtRFjRu0bOmzPHEZ0cBQ+IQVXfAgDT1+MIWIJRhusPqqh4xwahrcN+9sZrAQje0NdzNs5ES3Znsjah8ipK3CUikU79miJatjt+xREbJfPXvk8rYcvo4MRpchVNneDsSCO3ajK+XHi90oyT+x3eRnLEbr4Il5dugy92SF8lUK0hlKIliPDKAV+wrdZxMXbtREWJxpaQl8i9pIzQ0SQGRRachfhH63OD3b2TcD0RMfPD1vzY7eOjvGcI8eib8gGzOtIt3KaPcP0oXovhWHl9LbkkNWuVe38ObZK+FscAY6AYwg4aOhIjclU0uSrrU5uUGuCAfWjlvwc5N78Aw+410IddtMjSiJk7ZuPsFVHwM4r1xre6Dk1AoGmp2oh8vNd4KH81vaACq9fB6oX3x/7cJAClJML6rL4CHTZrsjXJPWaJxBbt2zJuoCfHm2iqY8iJwfbx634fjqOiVU7ytw9QDVY6sABWO1D5swbjn6/sBCFbm7Fri1nPltW71qIVjdt1WIkMo8/O+idMHRYHwppXG40rlI/QtjWGlx7LRqrRrVyeh6vJo/F0G2uGBo7H288Xl51ZIQR6xPiWdK/xx2RAEDcYMWsQ8flhJzcr5czlC/49VlYnmppu0aR0AdtH/+kfVHqBVHaBjRyT0fMUJy8JUKFO9pyAs71wZKfjyIPjxLscef76lzP7L3t6PcttN+JcMLNRrExe58x+7skP/XrnE5U6ZwldgsNqYZ2bZfuzCn5XJkNwlH8xN/mXSC2uSZN1AgNmUBEV8rC8J0/+fyQ58OoK5jLKeq7I2MqyXrhv+EIcAQUBJwzdEoJnBBGtbwIY6MD8VSVXHy2iCgV/9PEEGtcyo/wn3MEyhABC9087Fq9BFsyiuD9xjj0urkas6jAprOGTpl1SUjEv4TeDiYWG78r0BUXBJnkEJRZD0vdkCAnFudi4MJp+FctLidKDShvgCPAEeAIcAQ4AvcpAhVq6LCkxNUPR2PzeC+BgCDvwGyMXPgFHgtK1XPk36eTwYf910HAaOBM9vcVamI4FGZTnsOQimDm1WiGlk/WRSUnv5Vz5gv8cM0VNZq1xJN1Hft1C79IDGAxOBX0fLGgF/a2TqF6EpJHXKJepQxsLicqaA74ZzgCHAGOAEeAI3AvIFChhk76jN7YX/05qlVxgrIvXFDjyabAkWO4rdQEuRcg5WO4mxEo/OkIdiynpPTvgKf6BWFC/zbQpqD96YYOxXVvCBiH5CuOBMqXzUzYqilUNq1bt5I+ww+n+mrZ98SclywuJ8oLct4uR4AjwBHgCHAE7kkEKtTQYTTVgVQMTGZBEpmRTqK1psr7PYkyH9RfHoHCCx9j7cp1+Oj7h0wNHHkAf76hQz0hAo0jyXuQfv5aheBa0Tc6VnKCihMOiTsNXy4nKmS++Uc4AhwBjgBHgCNwryBQoYaOyIoyEbsLGqOhRzYuZxXgITNK6HsFXT6OvzgCEgPX4kQcJK7eoodqonnLFqhdDGdAwaWviZqbqps7SUbwFwfir9U9Lif+WvPBe8MR4AhwBDgCHIG7FIGKNXQYSEQLe2BjEg5m30JNLz8MVOrX3KUI8m7ftQgUXD6KQyd/JS7AEjwezdG+fXPI1TtK0AL/SXEIcDnB1wdHgCPAEeAIcAQ4AqVEoOINnVJ2mP+cI8AR4AhwBDgCHAGOAEeAI8AR4AjYQ4AbOvYQ4n/nCHAEOAIcAY4AR4AjwBHgCHAE7joEuKFz100Z7zBHgCPAEeAIcAQ4AhwBjgBHgCNgDwFu6NhDiP+dI8AR4AhwBDgCHAGOAEeAI8ARuOsQ4IbOXTdlvMMcAY4AR4AjwBHgCHAEOAIcAY6APQS4oWMPIf53jgBHgCPAEeAIcAQ4AhwBjgBH4K5DgBs6d92U8Q5zBDgCHAGOAEeAI8AR4AhwBDgC9hDgho49hPjfOQIcAY4AR4AjwBHgCHAEOAIcgbsOAW7o3HVTxjvMEeAIcAQ4AhwBjgBHgCPAEeAI2EOAGzr2EOJ/5whwBDgCHAGOAEeAI8AR4AhwBO46BLihc9dNGe8wR4AjwBHgCJQrApYcnNz1NlIyr9FnKsOz9avo80pL1HmwXL/KG+cIiAjw9cdXAkegzBDghk6ZQckb4ghwBDgCHIG7HoG8dMwaEYujt9xQzfUObhTcEYbkUt8PyzYEogU3du76Kf5LD4Cvv7/09PDO3X0IcEPn7psz3mOOAEeAI8ARKBcEriApcDyOvxSDqL5N4EbfKMxcg8DJqbhSBDQalIj1Q+uXy5d5oxwBgK8/vgo4AmWNADd0yhpR3h5HgCPAEeAI3J0I/LgdE5c+gNC4flDNGQvSZ3RHzDGydFqHYv/Cznfn2Hiv//oI8PX3158j3sO7DgFu6Nx1U8Y7zBHgCHAEOAIVicC5hMEISvmZGzoVCTr/loIAX398MXAESo6Ac4ZO4QV8vHYlNuw/jdxC8m6xx8UNtRr7oFW1/+LL77IghTPTH1xRo1k7DA6dhB5NWABAHjIS5mLx7lPIE0Oe4VqlAf4xYibCeoghAo48hRf2IC4mCZ9f/A0uHlWAghsofKAWGr/oj9BJPSB8SnkKcWFPHGK2HsI55aM10KxdAGZM6YYGJrHWlqx9WLJwC7WfC3mI1FE0eKobBo4KwMv6D9CXLmFb8BS89xPwaK8lWDmokfT1QmRuno7IZHm8LnDz9EXg7DAJD0dGq3+H9W1+2CocucoAdEHVFoOxIM7fZsz4qbXDkeAxS9Mnub1C/PT1buzc8iE+O5eN35WBChMKt4c94d3ln6h+4hC+vPyLOqcCDn0warI/fFlWbl4GNi9ag12aebc3p5ack9i1kX7z+UV1DUnr6GFPb3QZOBz+7R+Hh2ZumJAf/0lt9JwagUCfGraBo/W5Jy4GWw+d062xp/qMwmR/X5uJxOqaMsx58454ZfhA9GlZB06H5Ut9SdKN0xVVGjyFPqMmw9/Xus3CzM2YHpmMU9JadXHzhG/gbNv7g/BfHjoPZ15ahfgBDTS4WJC1bz5mJ3yFLGFDsrXXCm8ET8NQM/wo8fVo0lKs2/Wd+D7t6Yfd/kBBUVUb+4p9ysn1Td84sGQKlh7MFvaVS9UW6B02V5xP9v2NCxErywbXGvDuORURgT5gs521PQiTLwzG2+EvKPOQPuMVrLjiizHzZ6Kb2UYW0LAg5+QubFyzS7+fGSJuD8PTuwsGDvdH+8c9zOe38Ccc2bEcG6lf2b8XQpJ4THKhSt2GeKbd6xgS8LJB5ji/r535xaVtwZgiChssWTkIsrRh8yHIuqTPcTFX7Svbj807voLhA/ugpY1Mekv+DziYlIR3D32Dy78UQBLPYrdoz9dt+DzatbqOf3+kxYHWVK3GeNE/FJME+c3W3BIs3KL5PjsbnuyBiTOGi/JCehzez0Zg2HqfPgdpF9j42Jpuj8m0pjo4wRBQEvnDumFb0WS4R2H+BnmvaWRoTxty59I2BE95Dz/BB8Ep0/EvpGPGKytwxXcM5s80P5ecWSNl/e5n0X5YmUGt+gQjZfq/DM2bnbGGc8LYocJMJM+OwubjV2mt0Tw26Yo50RMIjQwkREQh9cxvwl5zrdcG46KK29/6hi05R5G0dJ3uPJL1kw6vD0HAyxo941wCBo//BLU1csYUNzOdh+RTs3bd8apnNj7Yp91vos4TMGOKJJPEtRGZcBTZ0hnrWqMZ2nXviBr/ScM+zbnp4mZLhxF7VayhI8nv+HdOKN+B0MfBJjoR6HbSEdlpva515xE736IikXBUlOfKGRMknm0kDDB/dgK+ypLkiSDTQzBjuP4cdqwvZb2ieXv3GwKOGzpygtxvoAOmBTq99DKa1izCuQ/W4cOLRSgqotXu0QL9pk3GC/kfYUvibhwXFHJ3NA+Yjlczo7Hqvy3Qs39fdG5dH7fOfYSd8TsEpd29ZRBWLu5janioE2LBmaQJmJ54Hi6t3kTM/L5o4nIGCSMmIs1zLCKe/wqxW90x5u3peEE4U+n9hBGYmHKFdRgtnmuEajcu4fgZSdEySSy1nEnAiIkpFIvtinptgjBjbAc0r+MB5Ofg7IHVWJhwEo3Hb8C8zlpl+xwSBgeBOfse8YvH1sBmQpevJAVi+Nbf0HrgOAzoUgPZO+IRn3YGv6EqfEOMbTiw7PJ2YeKAeFz6+xsY8fwtfLQjDWd+K4J7+0ikaBRApaUrSQgcnoiC3mqfhL8JynEE9mZ7CMJ60Gtd0MyzOupVd6Fh5iIn6wSSVy3BJ1lSSzSn/jPG46mL7yI++SAu0TfhUhvtx/bGzY2J+G+LnujftzNoSnHls82ITTwCNu3uFOKxiUI8VKRI6dwXidErjqNyiy7o/LI3vL28UZ9sVeSew7GMw/hgr2iQutRuj/A14Wgr/fjM2kGY+O5VOvzcKXJkExbq8Bf7aTmThAnTE3HxIXaQvArvmrdwJeNTfPKVaPQY25R+Ja2ps/gfHaoBIUPRoXkD1PEowvWr2bhwLB07d+zGd5W6YG4MHcTF2Fi6GZT2yvHKrdCzZye09qFxUuz1qcPvY9MOho8LarcPx5rwtio+wnxtxW+tB2LcgC6okb0D8fFsjoGqviHYME+LpTBgWvtTcOz5RVgd6KVxFKjrvsilKho97Q1PZOPUt5fwW5EZfueQSHtoT+VO6N+lKW5l7MCOI7+iGvVvxShX7JoTjdSfWyJkwzxoYXdufefR4ToMMSc84NW6KdyyT+HbS6TMuNRHv2XTUXnldCTdaIX+/X1Q+fxH2MH2CS0zd98wbJvXER7CWMPx45DNmNeR9iMK8FGYH5ZksImtD79lGxBozBCnw39f5GisOF4ZLbp0xsve3vDyrg9xuR1DxuEPsFcwiE3mQlpPk8KTcNGjuSDrfHxao1kt9mmax8xTOLZ7Nw6yMbg2RL/YtRhRQRnqisLziB/itwZCkDaET9KE6Ug8+z+SWwEIGUpyq0EdeBRdx9XsCziWvhM7dn+HSl3mImaCaDzK6z9rVxgmrjuJwnqt0OMNJptp/deSfns9G+f2bMKS5BPIF37wEDz/NQZhfdzw2ZZE7BYUVZqn5oMw3OsA4j9xRbueAXitSzPUyj2JHfHxSGNKq2GOHNnPVhJRWAMhSH+4i2ad0vfdWyN000Ld2jSXpiWXP6w9c0VTWtfHbjIQ0H3cWAxt+3dUdyvE9YsZSI6NxZ5bXbFk7Qi9M4op2UEp+BnU9/3U94KPEOa3BOJy/usRHqTP6ERhewSCMWxPXncXHxIVf++auHUlA59+8pXoWGTnRPgahMuCXJiYc9gQMA7JdCxXbdGV5pKkU1oSPq7XG90vbEeaS3v06e0NnNqN3QdJZqEJAjYmwN9OWlTe4QUYs+Ag8txboGtQEPr7NFXOtP+e/Qjvkz5y6FoTjFgWhT7MMXJmLQZNfBdXmZyxOqukFaTReao28kXnzj6oX5nOlSO78X7GVfyPpG6LgCWY+XINkin0jbd24ZP/0loQ1nsMGieNRqwsf5rWBG79F+nJqTh9g3ZSo9cRHTcaLV2v42JmOpLjkxV50n1uDCYYDhubho7SRzL9ZT0Ht/HL6ZPiWVrVF+PXzkY3xRnggOwkp3T6rBGIPSooe4LupMhsMkzr+43H81+uQrprOzrfvFGZ5jw9/aioG7Az2q8dsncfwcNdghDUvyluH6Nzb5OkrzQPQPRy2TnrSF/MdzP/V46AMwg4ZugIh8xEUuZroP20FZjWQfRG56XPQPDuJxAW2x+Vd4chZP1J3HSRBFM9UjQiRiKOHQL0mApwpoxI7zzSeyU2jWlh03Oe/+ksDIo6iqJnJmHL4m7CYX2VjIlBO+ojIjUCbalDVzaPxNwH5yPBvx77H4wM2I789tOwYloHxZuvGjNAze5xSJ5AQlV4rmDzyABsu0QGi42+WM6swbDQHzF4Ox1OTN+SBLe1ofMFFvRYDISlIFy0uoSH4TWMToybleiA07Vhf8oubQjAyN1NlLFa9k1F17hvgGpdEZMSglbaJuT5ouxZrfElKsdkGLoPwILYofCyukYjJXnDaERc6IPVc1/CL+sCMTn1CikqXgjavgx9mOdxWAykKTXFScAoOJUO8UpoH7mHxi92zHIiFv5zzqPbglj0r/8b7niQMmW8JqH+rRkWTIo1icuXFuC96f+QRkVKytHV/9/etcf5VK3976dpMphu6CYOpaSDUnSa00UO4fAmqYkYhFxymTKTUeMyGGQymnEfd8IU0xxKUyMpIp1exuXEnCTCcVJMDJ3BTEbv+6y19tp77f1b+zd7TIM6+3f+OZm9117rWc961nP9PohPzMLBkIdNGphLLiZ6R47D/jbJDqWfniDv4cx+L2ElqySuQrRKJ1rJ7xoKR15Q5YIiF5t2ovqDqoIYbL9YMelzeLtqrMPQk0zwAYYTWvSnAAAgAElEQVR2T8X2wspoMf4dyCV+Pr4dJiLebrTSJSboHUY6xltk4EmmK8AnI7ti9rWjkR7byH5mDAP323M3osO0hRhgKODFeevw2guvYX3BvTbeK1gVi2e/+CvmmUZpMXakUHQ0+7T4ZvN/c57Jqh6Lt+gZMYPS8XfxxkR0eL0Q0aZCmo8PhnZH6vZChISEAPV6YcmkjuYZLcqZiO7xH+E4quCx1OVgR5Tzz4QQjFz+IsSJJY9jxgjELdiBn2p2xaK5z9pqKtgaRu9rS3z+DG7+6SzCyWERyG6SV+17gYJPMLLrVJzqPg0T/+dKMobCyfgNeNugE8EPq0ZHyUe5TE/oDB3xb3mkgEzGvH4uMpTOwaad1fGgokBxeZSyH/cpMt02OaZE9cvATaNmoO/1HyOhTyo/+1XonKXHNiDlXziSuEM37B7ELJ6ItjZngLXPuJVk6+wokGRm0iD4edZQiPFp188exUJD9nNH1syeiCZhYZfjevKWTf7oDZ3iz8cjctR6kue6tXOJz/n8jZsnKPcM/bPT0OHs/C0yRsRhwY6fUPMSAzzQGzrF+Hx8JMbtJ5k6o5/jLiGZOdO4O+gMt6EMjFgpdOke/yu7x+/og4zpHYXRXUxy7rFkbKvVA/OJR6RNk79iMDqn5SL04QSsTHjYPapeQO93JjkZEszoZTyXg2NNIkyjk0WAZlBUOetgCB5OWIkEpkTIn6nz3Ig2o5PxgozAG2fi2r7tcWb+DKzPv1FxtCiGb2goQq9ohMGmzDPu1n+2Qt+7P8X0pXu44Wg5AxWaaZw3WkPHnGNlNOqVjHEGeIZwfAxH1skrkH/kR5yr3AxjMocbDuCSZCdxLaf7btzYZhxSY+W9Z503NkKAjqToHCy6U7//W5j8pCIMzLvM+W4wOV4mUem/7FPApIAnQ4ddMpHTvsW9qjedRRh6b8fjb4wFd7LSxbMxsQMSNxbi5k5zyUtcmyIhqxAbOQ076Sa0KdzsaRZmnvEG1mw/iKNGvhsP63aTqRDqLu3ClE4xyDpeG10XzYUEvdmREom4rc0xLX0A6tHjBXRA++cNElEVusRbzq9mV2yNIZlB1INZNNd3MN81Lx8mLLPIkNHmKhVgVWwkPnkokw6xVDo1ER1SyiJfr4wk6XE1l5KPFYM7Iy33XKnRe/hat7e0vLhsfcLNJryC8htcsY/Dqh/OUpTNTvddUzphyPbm7hCpe+ehx7if8co8oidfvzXf+v1X8jVzpTVxI/mMSMCnLYERwFI2iy6dlnTpkLCLiF9NHnj2J0a3jlhzZx/U+HQuPmYhH0prubXNaCTZPMxs24T3MIS8+avFy9bdwxWLjWhojiv+xNY1ouBFfWSLL0MaF3bjlhuPy4/ZDLKyygZOn+nhGKsaVLZByZiLImPuqLo3O5AS+ToqJwXSU17252oryvyuKegUfxKDDANfHZ4b/4u+Bd00WDn5ScMwMZ4wFKxKPZYKZwCd2Q+G9sShvo7vMv6Ny0aBsQdiz7/DM0vJs8peKyV/fzKyLbLuy0DK46Z3gG0aOsVk2YwZax3inE0jwRFGEcv3uLXMztkrOPVSJilN1pM8srSoCJFzF4GJHP5jcqfjGtzZpwY+nfsxjzCGVLiVFJYkh6dUx6vCYfL8vubodiaTK54sTUqbJirPoM7ZUFZGcnk/0NA5QB7yPlh+jJSZ90iZ8fpdLpsXICxWHyFlZ/aTkX2w+s8zMdGwXrixQHxx3Fyv5RxyK9I353tzJ8xd1FtJtSPucznPgUtgYABR2NVxuW3vzfslXOPssQ1SdvkTqGhaAAVBDS1+Vgvworo3OkOHz1c4SRYVRQbQyuu2lsdzWkOHrWsErcumQKtfV4zcKo8hVToojDMTQkp+FjlOxDXLznYMjvR1GhsbkdghERvPBruT6XXDeKplyrVSUIE7yUZhY0P7faPVefh92Bs5beeJrALpVApTDAnuYF1KCe32u5edne6TKyOBw5MLI3HU+kKy/+eTLDZNO9MB5HSe6AwdIfuO2PUyFo0Z1htvVosnI6UO1hn6ho5HtbITQtdaV8eZkUELOkJZB2SE0+1Cx/0jooGdziXpBgW0953pci8MaUgpmylQrwP9XEqxj/6jPgWCUMCDoVNAh7sD5qA/3iLFSdro7OC9FpZkg9rcPTOKPGxH6fBKRUqf1pWfk4KYCftwT//BeK7ZLfg8QSDaVGkTi07/no3F6G5PZTMUr5M2ryCTj6SYD8pEEaX7RN3+LZZlHECzyaTwsHwOJlDXN9Mj5EgFhQko4wJiRlIH8h7ZPY+BlGOKZO8DzxrKlxTSjtQ1Gj9yV0dkqhqZMZT5Haci6qyTYHUArJ5jgKir4EJk/HH0ZJEVtgkaQ4d77WPmA/0Go9ocig6o6XTF7NJYjFqzLEPRubrPxz+BzIZLbQopN7CyT+KemGxSeOhaKiADl9LhcrWGDksPSUCfVIpa2YQZecj/moodoSFo2H8uEklAruGRvHP2SIVrBEPOVChWa5uo6Xh0UT2RgTsXGnRxYXbTuFX2XF4eN7ZLRtqARoERpvMQHSwyk1YtVRjbrIZpynys2UUJi3Vuw/VhNODJfdiSy1J+KpOBJSN+pHBH7kJHZ2SOfd+kN0XVVtIayVZgezIOI7T8Za5JSaO0lmEoZ4g1zgUZXd3SUW8JOSvUtUqvq0xVKSZDsU0qfjaMXcZ73vmbyYDpuC5NzN36GUaGi5FgGmxKugyj7Zwbpgknivxxvk5EYbRy8bL5p+5AKPFg/7mJ5ARYI6IR5+yRVH2ElRl/bTBnT2Vc+cArSIm9B8XZY9B/KlnfapoondeMId0wl5wWrumjJfFP8SF8MG4UZm8WtY0l1bdxaSOL4s0okpSxN6JdchoGNHKpN3LMhRtzB7u7e8qZUvPCj4g2I2gKLyoOIikftIaOEk3VGwO686wjGlvjHNRcSBEjmwPqCBkG5AD4llIgVUM3YIiyy59ARVM6LFSHjm7uzIkxGVdNUgxxV0OHjD/uVKDop+q8KomPvP5de8f8CVEvvYiO9d3zcnWGDrsrMu5caPfaO+dhKv1KdJ9HSyfgi1OV0bBPigHhzfZ3DDDK6egRZzF1+/UUnU6n6LTLQo27MOyeAZgztgNu8lrwawzH74a1TSwnIhn5Op2HGeY91v0Fi5RUceZki8k6rjguWbR7FMiGUYwBMmAHvgoMm2Gl4EkncKgjQ0FHM/Xcm/JQ8P6Sina9jBkTXT9ogoVSV5O6k3LvBZWd/Pmv0E5xKAfIbPoHnaFjRSpdnKCGrN5YqDkzOjnula/953wKlEABD4aOuEi/6iA8+uLHDlkCkGh4eOlfig+twNDoNOxEBOKXyiiPxtBhYebn1uKhWVaag5mGxQyZGY3xDqXKfHJXkpWWI71AOi8/FbevXvE+thTeiki14JYJjNgTeFG9qPnci5Ez8RnEf3QSIQ2puDLlce719oxqEmBA6Y05V7pLwePIseepgayciAp8699RAXk79hiF5LKugtk2PZFyuClGJ7+AiO0JVkQnOwZXzU/E5M+rojsvzj4QWDfEvruoBsY03Y4x83J43Yq92JNd3LNw42xLIZX9I36guVqN8qQXXAqzAuxZn411X+zCV19txe7DVChM+eqRI8YpwAHGO+qapQLPDb4I7Jg9FbPe3Ured6rpihyBcUYhupOOTLF6vXKSWQvFowtB12WMQCl1UZRSd1Q10MyogstusULsO5qjd+xA/MW14F19l3nXo8kzyVL2DO/stxQPqBaBLoM6oEEhGTlbqKD7TEWKZhHoggaQIHAmTFGKQ/ZJSW/hwd/T0TA8HS8EN3QMPv/sIeNSp33pth+9HJFHOYY9mtIfnz3kqPfS6nUiGnTSpogvwC1LlKgjf48pn6TwXKfUmqjjSUNeMXTYvMZglLX3/HmhlOS0VQwd4101iiwdDDwyGbEDs6fOEjUmAbwqz7NlWAqPMzkz8ki2rR6LemumYOLiD5F75JcSAUHc5a+Mloqax/qVDmPn3nxenB0sBU2XuiaVLbdvhVa6Hnc0741YqjkUbMxo1gMH2r+CkGVGcT/Vc9XrEI9E49wxmfzM7i6WMW2mGTMlx4oCBcjNw1uRtfYzMuZ346udRg1UxAuYOEpfZB9wntn08nORMXs63s3JowRF9vsFhQWU5kjgM6GORZ4lMJrTVGdV4cpwhF3G/lgB1zVohWcHGoAp/Pmyy5/A+8EpB92oz+7KgThCNTmm3yuIoSMcGzlo62LoMOCI/13/NfntK6LW/Y+4AkwEzMZMLQp2x+iNnUBDh8mkRagxpim2j5mHHHGZ4MFBEzCibU0lxUwXvaaZnaCz34vO/n/o/zPgk/Ar8HPBaaCS3ENr9mJ/mRPgalQyNv+q29pZgDicna3MEe0usG9Ub4Jn3Ay6gAi1TudhTqLu+KrLmzyV1vzJvTQjlpY+YBoD9EyPmTdhuqFriHdlRDDUkVFgRGhJF1Dll57/UkDpJxRZkdY/cxzE4sSLIt1X/KThpTMWXWTnGzWsTBcbQSXPn6ehI+Woo55ZfEIzF7cj5f+7T4FSUsCzoXOwmxqqZIfZUF4+TaK0tr8T+BlD16iKR0ZMwyuPSESpQCOAeWoHHiGlQY12SCXUUI5q8+jFEXR9YwY6sVSZIIYOW2/RiSM4QQpyVVsePlMkorDqzhRb3rpVo1MFLUa8jp71hPQ8QKlGI7Ipn+juvlga19SdjAco3zjtKow30zBKaeiQV6gd5XUXKkq/EGL/wX0xFO1oK2mn5uwaod4wiVyVx+4HnOYpf6F0yV+HJj1HYEgbiVammRPRMGptMUIPVUDbuF5ocHwVZkzPwh7IsDsJsai96M7SAG17Wh2tx0/C4D/JeekMnfXYw6qVj+/Dxo0bqND8FC4nRKSXqdBc1KEaSi3lYFt5+qry0Q4nF7+NVdu2cbCI4surUy3YZLxiK2IVWxKg7Ja4LmMr8zMwqONcfG2LRAl0shEzLVQc7cbLGqUSwQhUz6SkUzhaTliJoU1KeTLNx+VFJQ0dsbf282iN7cnQ2dcZ2VTrcDlTAJ2GTjEpMYSklX08TMlbN/ippoceIgH8zS7uCaj4muUUEbM1vPEHhfFgT1Kk88jTCr+jErRkU1Ywhetv9WW02Foz+/f1zRwRHaoDsKWyqMZPu5NY/PYqbNvGDPNiB69KL7KaEiou4bRc8W8Nti7G26u2kdGaiyO/6FMwS9ztAxSN7pMJSvA35VM+GRfdqe6ukBK81BRddSw9GAGLDI3ATBMBSf/1EHIqiKg828/J2HfTMZy6+TkMfLwKdi1IxoIv8olmIpWGfWdOzYUUxf03R5Vcsb+AozOGN+iNiUmdcLvhNdcaOtsIFQ5UtL1rEzZuIBrRFxtEERBCVGD9UMB5NlKJ1nOP/6uIb1uX6qOY40ZnLFuprlypbF6AvD0fYMKwueRwU+s1yi5/3A2d69FmHKX01Xbf8Q3JXbG9lcKfwQwdbpStRzONocPvrtj38H9166PSYSo2/6kiHhz6BkaL3PGgP24MZ19mq7HlyImylkaTTiQHDDR02F2xFsWhh1ChbRx6NTiOVTOmI4vKTqwoNXs7HxmDOmLu16rSLsEIwtCwWwJinrwLNb3ubysCefjnu0hk+/tzXfSeS/qBkfWVnzMbiRPfNREr9cRw1AvJh9h+8ICSAe5hKOR2GcuMuww0yHQ6bKScl/Ii0NCxpdQrE3OT1br0bT3/LUEtNX2cRWEHHiFdQq3Z1RheyhwCZCeTk0tqKdEtlZLlaeiIs2yT4yUxtf93nwIeKeDB0BEKyZbWakRHMXSKCNnnRBGO7VyElJS1OEjeNcsjGahwa5nZGeUwUmVOyhQ4+feAdK/dmPd8LKVohSH8ip9RWIUgV1WEG1Y4mPANOr02EA0Y3FLeZ5g96yOQbhPwO31gG3YcpnhzldvxQD2CRwz2q9YUA6JbGIW1GqOCvJrrC+5As7qBF1Bg6prw4Kz+4wQsI23YlplhhnpZyYVC/2K60FeORpc5/6BZOmp0+Lz1hk7L5DybAiXykHcaCuE/rPQpuaebp2PsjC/wI6HQ1e09FzP4rVKSJ9MqWgyhCJ0oLjVqLr6xCuFlPi9LBxI1GOJn1gFIUAsH2g7zAGc0yLTyg7kCG2xdovzZCqurnnrzqxxx7hQprdfccI2JYFZ0YivmDx7OgQysdMxgjKEaOt9h+cA+mLeHocgRElCb1oRSyN49gzMU0aneuCUeNKHKD2Pr+gLc0ayuvaaGPR6Quib45dM/66MrMpXIrJNzTNeWWhdg6ChIhebeKfwkDZ1S8beooZpyTUpAR3lxeZ/Q1EhJw0JJeeFnYQrCx9prdIQnsD/yBilpL4aH95t74wwABVk/yBQxCyCDeVUF8MJxWLxKJthyQs+a9y88IAuUZbFzJaXWgJHFTLWklMzoTHsNUnAJYvDjPnTOVtOxdGkv9oG0ho7JxiQXjp3CLxUYiqLM3yHlcOt8DB6+ktAkCSiG11kJ+ZB1u1rkbdRBnhbpvNfT3ky/Lo2i+GHibBTsxTuTyOjcc4qQnFogYblAtywxEm7Wx6mpmtaaAs6zkTbJUuHsNRw6Q0fyid1bLWWs5REvu/xxN3TCUL3RvajN7pcgv3qRY9C5ofFASRGd/nkYFFDfKWTLueESYMSogTn4qFX/4vp9sd+f3MNAJBzgJcodo01HYhI/AHVN3AF5KmiCjKrYnFnWPWTeX9IRYrvL2XPJCJ/kdIbIb9tTnYpJ5j9GtR6hjruDLZ87PYsuQ2WGHGhcpsUFh5D9ajSmEpKGFaVWiMX0i4wGyDSLTnQ6j1t6ccmGDuMdcZbs+oDe0JGOFli1zvz6cvZxYrIiDdVSFbkXYLApsvuHqwkUwoPsZGPE/Ij+2nq/sho6Ur7ZgYrETmjkeEky1P+7TwGPFPBg6IiagJFnYhWF1Eh96GE/OKYSb+aD6g2dJbXsSpp8zypAFwdqpxRkUhiftRex8cOfdbuBwiUU7NSrJxmF1h4pYN4959sQTm9U/HV1hJkWZ81EQXYzayiCeeiDRIvcwAj4xzTvcQXiHGJVT6G8cHl6UF1SoMcjdLy9hsesbTEjUCUZOvR5M01MMcJ4PdVyHK3WGO0fvgabsz/Gv2xeV0klK90h8OJlfPcSzsQrF2KJ6xIVk/JyPOes8yqBTQLrzoK9wOg+ipQRmU9OiDKbVuGjjSxdjb13EoconUf0ZKlMYA1LDbhk1kdjNSIcBZrsjUD6C8Mh5vP7NUAbsmbBrW6AeSUnIGS0TG2wR3R47dyIbHzHUAFtkL2OiA7xnnf+pkUw4JKeX6AVq7FQo2IGZPo+0yAxDyOH381TjC1erLr6XkwPUABpTd3eR8QSeyH+XooIDVp+FNUat8fD12xG9sf/cqAcGd/S8apM8zlaDY1b3wds+ZCg8q/QQpsHA88IylpHMhE3cBceXTwaraWSHCyH3SmnSoX0Js+UNHT0xrJYixE5/NdIPPFZK2SqaFcapbhEQ4cDXrA6i0BAGqHc2M/zcTIyO83bQzgx05BuFmWoDgSVqkZaZ4GjWF2T9ijqOc9f/px/6pqGC4IZOqR0d3s/AksU548YQRN95es8bdbuufObtzvGzTkSaOiICNm5WGeWB6tVVWS+gaa2xTSw2TIMEB0bVDWbXyDQiHWPSb61y4cfSiHLZXq8ztBh+sdLZ+JtekOgzsPOEAHGTHTUuMq9NOvWAiMo7Nsdcto56uEsMAuz/pUvTxoDFuIkv9EDDB3x/gdNFGAknZFi7oHOwaeTnUxHeR4HuzuAISQPcqCh80tdM8EKAlDg2OB6OV7C9ez/2aeAJwp4MnQ4QpID5SkQ7pP0mYxB6Mji1GaBsT51revbf7DgDk1IYSVVRnqxFWEoUDm+5R4Z2TeGe68/f8CEV2bfj/lpiL1Y2RMZPHgmXcfRGBUcnWQ17lbgfTmk6nvD0GsqpabYohVCYP2t/hsaA00KvRBSstRcXOXC8BrR4R63dNRIsqA+ZURHesaYUj3w66dtsMimgDVzkEs2dEykMBVth6YsmrGmIyevCBVqtkS0o5EgJ7EpmDXClP2tN9WULJIpBvS8h3UJ1DeG4sU8SQrk9+blmP1LczznVisjPfZU/+WllwNXR0hZXPuQvn5GsJCl+FmGvTBQVt9th1gvznsPw3pNJSjqEDs6j+y587C9F48J7e2ShsLO0MDcp7DUhIm2lKeqppFDBfzTJopeE+bPYeiUir/FIKzwv/fCyhis9EfiFzg3SE5YyEHSyDhB0T/D2BK1Ymtwe4Idrp0PzPLfF9zC4bHtQIlGA8v0HOQVVUDNltEBzeoEuwnvMMFiONALRfPZZaxOpEJNtIwepuETGVEgdGWNd9mj6DEfM89NkDQiXURn8/LZ+KW5vSmn+m0JulCoGI4cgXF/JwVgRiJbGkplVYqgRc7HDUlKjyLzbFqGdImGjpkKqYl66c6z9PirKIPGd/cRIIbVDkAW7m/EWaXWkvOacQ8596Qs8udCGTp7Z/fAglsYqpcT9pOMiyc+Q6tM0UrBWmclSklzgjQ4OU/w6YamalaG8YwH4zrQ0BHyNL2GUkdrFtcrAD9GxoB6Z5toi7a7QRisG+6x94Qzo/sqL6hnllpN8BTcA1mYt/OP6ObWeNysT3LIf0MeM5Sy/b0W2RFENToPR/c88pxyP1pw0hbYhiZVjKNArsAdKdZZMlPoYXfeSmQyFtG04Pxd4M0ZCuKMqkiR0Pr8nKTgdF8L2lnqTRRyDnS8ushOjoaYdi2SFkr0VclPZYjomHqeSy88VzleWinqP+9TIJAC3gwdDjXaFVPDhloQvrKB23VPILZnS1TctQDJC1iaE6WudZpOxgaDPtMYAQbqypaKVKAddTsOrxRNtkJIkZ5OdS/sLamAhyv5+SzfVzSxOoMajxmN7/YSks0Ly1D82HiMujsHk9IOov00L83jAglR4oXtyj26qIsBH7kpHI3bt8dDN5/BvrVr8CFH2wosNnaDJDZz9nUekNJGdEjB5pCWW25Ft4RoNDlOcL881VAxMHl+fCJ2NeyFuF7Mk23tqYWL7zB0rtxBCDp3IoKnYRXh+02zMHI89buhmim35p5upCz6fhMWjRPpMdQtUgG1EG8wvui7vxfetFWDlrwuqejZ+xbQgJsn4amED3GmWn20bvU0WraujzqUukbd/pC7ZrnRIJVyyaNnUlpSdU/yg0WARhTGIfP5q5B74ErUqmvvF1T0/XsY038q70dSW0n9EFC7mxBOEYj2D1FD3X1rseZDqm9waSIo1/TzDRQha/8Qbj6Tg2VGM1Lr/FlT5g31Jp9Cz3nq+WCGzm40b3cIaawfDUVyYgilzGouJ9931uiUjr/lKPkbkxA9aRdui3oZA59saPTNMc41uQkbPtkelTcswxfnHsTLU1/GX64txDfZryFhxk7c1Jd62jypFjqLUXdN6UKK4ZzSpY3xNxmvLsI4SucQ7GY0J/W0y6RkUzrM/6YnkZNlD07ZEPQ8DuB4TAJ/fGeTn0HklBLR2TzpKSR8eAbV6lMj3qdbonV91iyRsXEuNShMw3LWeDGMFKqZBOkq2dgwlouaDsHQzlWQM3M83mRQ2opSyZWkty9HG2qE+Qx1gV/G6zB4Ix0zmmiXmw9hb84+XN1I7C0rnF8x5hUO0U35zAGw9vrzLOUpgZJ0HY3XnroB/5g5FEk/1kPDfbsQ0iMRL7e6iQAN05HE9q6QENem0z1AOJA7bqyF2l//DcPHLqU91afKBdudYPLnwhg6ZGx2oRS9OXboXTFnduY6YVphD4wc9CdU3PsOJtH6992qUWA1i+QK9JIaSHYor5ZTytFjTBlDh7om5NUW3Ep1NtFNjiODmqOuPXgWYbLnjXQSBUTtJUgLsUSbkZjQ924cWTwIw/bUxZ+/34z8p15FQvs6wD6jFkfuY5292PFLDdxW8AES4qhGR+0tRtHR6J6z8U3F2oho1R6Pt7qfN8wNK6RG31+sMJqX/4KbH6Om5S8SuqZKH2aE9CXn2ZuyP5f8o0bn4WtKwdfXNSOZS41OZdNgW9NaXU2MkRL8bjEakT7QGFvxLgfecegCrjRzc8SyOT6LVQ1nYVJHVkNrpOKuKUa9Ns+gKTYYzZf1tUnuslPMd/jXj2OyrZH7+Ro6MiX6BwJY0Pf6cpvLzrdGIXM3UK3pAES3MNLQz0/E+m/9F1PAo6HD5KzoTP33+yZi5sAGvMM4g8+dEpdADbdYUTz7heKGFvGY9ors+K5PvWJd7GOGL6Gu77zVHAG2tEA8dUcXtecyvUsTxWBNAt9LRfKSDdh/+ircUr8Wivf+gzryXoZrb2uN/omEjmV2AC7drpoXWelesz1tb87JgANikPyx6B5uLFSDTMMJyRHV5l0/FhmDRSK37PT8oyDRef/sczqEFfGDMYf3BtHtF+tvtA6TYpJFrxv2c6AxBdboGIW+l1GDtLNn+VpDr22A9rEODziD0p30KtIJSvcYT93S/0IqXInqDdrbUXX4o4wvRgOjNfDYNLbbuq5kBbyDM3G0RiekODuU06hMGcuenoL0z/bjGBVbWz9CcqreCE9HC3hvrz+eIvFWHSrmvB1vMFQxPiRDhaITc/o/EJ/Q9WWhiN+6SYhJFn1fxI/O04ODMGGEDrFKPD/k9fU4LOfN9qpzIiY9W9+sM2Kj/PudGLy45HJEya7g5mKsi8vT+tR0E0Lh8s7fyujUGJFFStL/fhg/h1bFH+rXBA7twJ5DDMxE0KZavfvxh+K92H0wHxVqNUW3uBi0M+uZlLGYNzpqHf6Sbnm55V+l937zoWO8iN6F22hfqqNB+754KSrCbFjKlEoGUjFqwZc4WiD3TDMCofJdfeOdaGdAwHuh4a8hZ/h3bKlrxSj4JptQndLx2f5jBo8ZsyHUkuqNnkb0y8/Cycb5OVMQl8CcEuLZkKvqodv4VEQZTWZ5sfobQ5Dw1m4YotqB1NU0MZsAAAf0SURBVBiogAkQiR9A/RJx9izRnX0/oh9GxbeDfQvdz7NTBrHu7rHzCLCCIonqvcGQvlrEE/gNuzjMdDC+ENTrNh6pKvhBGeWPu6HjZdfdnrFHEZnDK4rgi9PdmmOyRpAxw7Fkt5Df9nuzpHk47xjG42MwdCpzTpb0rvF3W7oZvb8iHoPnkIPEeN+cz5VGg/GjNdApZRZ6m/xkjJO/EUnRE8w7xtxfyuSIHzwHO8wBr0WT3q9jLHNwHCBj9vl0HOTfCkUt6eyUUy/6HpuWTcH8FV8aaKXWmnh/vh7DMMSGCCf+zrIYRtP/5srmfCopNDqPU3cJuaoR+trkqlvxfz42JkVjgqkPONdwgJzDzyP9xzrokTRFOYNiQq6OWD7H4fj68cnCEeS8C0OqOQAojAUGkZ3iCeGAmvojoWKmdQZJafqdn6Fz/OOR6JO0FddGahp6s2GDzEUa2c4+jB451n/MpwCngHdDhzNkAQrOhSPchlNPlywv5AYuq1xV00HchdKsoJ4Vzl6moqVZxdDnwhz48o5hRNGh+McK19wAs/b2UttYo7CfqGMrkAyYZnERqRUVUEHbqPTXXZSknft+WXvqhbbFBXk4xhiA/Wz7ac2b15Wsq4MX0kahXSkbHTBEnQRCLmOGcUiF6ogYQEhpmktLvy7y3G/bg+K7GhrQuu60VHmqVLysDkl8faIwDNewSli+9/mEPpVr1OiwBwmI4O77cVdNt34nVDx+5ASH1fU2B+t5173Snttfiae88ncgw5tyw+KbUBQYaw9+roUhEj99EzcKuWE9NEGBM5dN715A2qh2pe6rgc1JeGJ4Lh4YPREvPniTzWj8lahWjsNY/FCizDFkOpfDtEoViMM2QbnHLmfbvhj1+3rZ7O08SxnknJccP1CeSjmkOzdlkT/luFliaN5PKR7TNzGnWCiuJUfP0IR+AYapnIceZdTDLMvjjnHhjaLvt2FP8V1o6ArLL/fXuY/u8izY/tpFsHIf2YA5lKfISTs7YQJWMqORG+MDME7nUNLJTqm7BDszLtsR9O5V7w4P22k+Qvzz7fc34VaF1vI7gXdCSbJT/XARCgpCEC5RHUozJ9uztNcnChF2jfPOK81czvvj/os+BUpp6JQrwZj3MBbDl7JUEEdNQrl+1x+8/Clg9Aao7gGe2DkZlmLT5yPcMXwUoiivcW/6GIzNPoM2qWqvgPJfgf+FS4cCPG1m4jF0efVlPFL1GD59bRjm/vNWq9s2h25ejuqa7t1eVsG9px/dY9b+eXnHf8YjBS7KeS6D/PG4rPN/TKSBTjzWBa++/AiqHvsUrxF88j89pqSd/3f/m99k6XN98NEdwzFKXCoYMzYbZxw1YL9HCpUoOy/goi+luVzAZfufuggUKF1E59eaIIVb1608hhua3oaqp7/Dro1rkJm1AXtZ4zFWw9JmHFJjm1D3Bf/3+6CAUYD/JXnO6jVG7au9rKoamg6IRoO1/TCkIE5pEikKVz9/wOqv4mU0/5nfDwVYV/as+xjEuBH+NMBLCH5KQLga8PRfUvSvXuPa8MRuCnkE1PxZ3sizsTdm9XPIPbIX66N24c/z+cuf8i8LoLrIJ7JwH+vPYrLzYHRIgwc0NY9E9x+zU4CBqQwpQJyC4OgENvq9kqxE2XkBF34pzeUCLtv/1EWgwEUxdE5vSkav8WtwzKxFYCs3aiL6v+SxY/xFoJb/yfOmQAHBQHelJo5UyuzxJ2BuW3zs7EHgLIz3OJz/2O+GAmuGRWJXRxXaXuSOHzIh20Uh8YQvvHNbWYnj55B7o2BgT5ELc57PV/70Y+g45frT9GfhQDOHuPwr/++X6+IuzcFZPdf065BGzXMlMIGogalpR168NGdfplmVLDvLNHypXr6U5lKqifsP/+YocFEMHUElqw6E/Ze3eoTfHH39CZsUoOL5naux4v0tSr1KMPKIiE6LfePxxJxqSJrXD6ymVUIoV5LNZH0K/9dRgEUF+hFM9kKClGZRX4FO+BUi1GagBJawc/UKvL/lMLVoLf+fjwrkkcaUdnhxzvN5yp9yB3pi0PL9kPvUQopQcm6mvkPdkfpVBG/carVS9khf/zEPFGBRtDmoJqHTJfRxpR5YSg2uy33LPcywvB7xJDvL6+OOcS+luVygJfufuUgUuIiGzkVasf/Z3xgFBFpQypdX45aaRThEqFLFhDg12TB8fmOL8af7a1DA6Ivx7ulbUCv8MA4SYtsVhAglDZ9f4xP+GOVFAf88Oykreqq8i9O31EL44YOEGqZvTlteO/LfOC6H50/5ElffUhNFhwhxs5gyCCYrPaN+r0S5lGTnpTSX3+t+++viFPANHZ8RfgMUyEduxmJk5B5HxeoPo2OPRx1Qtb+BJfhT/HUpQEhD6+anY/3hM6hSPxJdzL48v+5n/NHKgwL+eQ4wdg6tw/x0goo/UwX1I7vgyYasL4r/K08K5OdmYHFGLo5XrI6HO/bAozoI+/KcwMUa+1KSnZfSXC7WfvjfLXcK+IZOuZPY/4BPAZ8CPgV8CvgU8CngU8CngE8BnwIXmgK+oXOhKe5/z6eATwGfAj4FfAr4FPAp4FPAp4BPgXKngG/olDuJ/Q/4FPAp4FPAp4BPAZ8CPgV8CvgU8ClwoSngGzoXmuL+93wK+BTwKeBTwKeATwGfAj4FfAr4FCh3CviGTrmT2P+ATwGfAj4FfAr4FPAp4FPAp4BPAZ8CF5oC/w+2oGqByzaU/gAAAABJRU5ErkJggg==" width="559" /></p><p>&nbsp;</p><p>&nbsp;<img alt="" height="383" 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" width="652" /></p><p>&nbsp;</p><p></p><p></p><p></p><p><img alt="" height="555" 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" width="561" />&nbsp;</p><p>&nbsp;</p><p><img alt="" height="358" 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" width="567" />&nbsp;</p><p>&nbsp;</p><p><img alt="" height="538" 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" width="573" /> <br /></p><p>&nbsp;</p><p></p><p></p><p></p><p><img alt="" height="564" 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" 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" /> <br /></div><div style="left: -99999px; position: absolute;">&nbsp;</div><div style="left: -99999px; position: absolute;">&nbsp;</div><div style="left: -99999px; position: absolute;">&nbsp;</div><div style="left: -99999px; position: absolute;">100–ലേറെ വർഷങ്ങൾക്ക് മുമ്പ് പള്ളി നിർമിക്കാൻ സഹായിച്ച കുടുംബത്തിലെ ഇളമുറക്കാരെ തേടിപ്പിടിക്കുക, അവരു...<br /><br /> Read more at: https://www.manoramaonline.com/style/arts-and-culture/2023/02/12/story-of-a-retired-kerala-professor-who-reaches-out-to-the-descendants-of-baker-family-in-uk-to-felicitate-them.html?utm_source=newsletter&amp;utm_medium=email</div><div style="left: -99999px; position: absolute;">100–ലേറെ വർഷങ്ങൾക്ക് മുമ്പ് പള്ളി നിർമിക്കാൻ സഹായിച്ച കുടുംബത്തിലെ ഇളമുറക്കാരെ തേടിപ്പിടിക്കുക, അവരു...<br /><br /> Read more at: https://www.manoramaonline.com/style/arts-and-culture/2023/02/12/story-of-a-retired-kerala-professor-who-reaches-out-to-the-descendants-of-baker-family-in-uk-to-felicitate-them.html?utm_source=newsletter&amp;utm_medium=email</div>Kurian Mathanhttp://www.blogger.com/profile/09208563018923156260noreply@blogger.com