<?xml version="1.0" encoding="UTF-8" standalone="no"?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><rss xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" version="2.0"><channel><title>MICROlose</title><description></description><managingEditor>noreply@blogger.com (Membahas tentang teknologi)</managingEditor><pubDate>Thu, 14 May 2026 15:19:26 -0700</pubDate><generator>Blogger http://www.blogger.com</generator><openSearch:totalResults xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">98</openSearch:totalResults><openSearch:startIndex xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">1</openSearch:startIndex><openSearch:itemsPerPage xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">25</openSearch:itemsPerPage><link>http://microlose.blogspot.com/</link><language>en-us</language><itunes:explicit>no</itunes:explicit><itunes:keywords>microcontroller,program,microcontroller,program,c,technology,new,info,avr,studio</itunes:keywords><itunes:subtitle/><itunes:category text="Technology"/><itunes:owner><itunes:email>noreply@blogger.com</itunes:email></itunes:owner><item><title>Kinds Of Valve and functions</title><link>http://microlose.blogspot.com/2013/04/kinds-of-valve-and-fucntions.html</link><category>Calibration</category><category>control</category><category>Intrumentasi</category><category>Tecnology</category><category>valve</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Tue, 16 Apr 2013 06:28:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-2248600953229629028</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;br /&gt;
&lt;div class="MsoNormal"&gt;
&lt;b&gt;&lt;span style="color: #00339a;"&gt;Valve Selection&lt;/span&gt;&lt;/b&gt; &lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span style="font-size: 10.0pt;"&gt;Valves isolate, switch and
control fluid flow in a piping system. These valves can be operated manually
with levers and gear operators or remotely with electric, pneumatic,
electro-pneumatic, and electro-hydraulic powered actuators. Manually operated
valves are typically used where operation is infrequent and/or a power source
is not available. Powered actuators allow valves to be operated automatically
by a control system and remotely with push button stations. Valve automation
brings significant advantages to a plant in the areas of process quality,
efficiency, safety, and productivity.&lt;/span&gt; &lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span style="font-size: 10.0pt;"&gt;Valves must be properly
selected to operate safely, efficiently, and reliably without excessive
maintenance. First select the most cost effective valve type suitable for the
given application. Then select the appropriate pressure/temperature rating,
materials of construction, end connections, and actuation based on the service
conditions and system requirements.&lt;/span&gt; &lt;/div&gt;
&lt;br /&gt;
&lt;ul type="disc"&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Isolation Valves&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;are
     considered on/off because they typically operate in two positions; the
     fully open and fully closed position (thus on/off). Valves made
     specifically for on/off service are designed with tight reliable shutoff
     in the closed position and little restriction in the open position. Ball
     valves, gate valves, butterfly valves, diaphragm valves and plug valves
     are the most commonly used isolation valves.&lt;/span&gt; &lt;/li&gt;
&lt;ul type="circle"&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Ball Valves&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;were a welcomed relief to the process industry. They provide
      tight shutoff and high capacity with just a quarter-turn to operate. Ball
      valves are now more common in 1/4"-6" sizes. Ball valves can be
      easily actuated with pneumatic and electric actuators.&lt;/span&gt; &lt;/li&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Butterfly Valves&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;have come a long way from the old damper valve
      days. Today's butterfly valves are designed for general as well as severe
      service applications. Resilient liners provide tight shutoff in general
      service applications. Triple offset metal seated butterfly valves are
      designed for severe service applications. Butterfly valves are the most
      economical valves per comparable capacity and are easily automated with
      pneumatic and electric actuators.&lt;/span&gt; &lt;/li&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Diaphragm Valves&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;are by far the simplest valves. A resilient
      diaphragm provides tight shutoff and isolates the body from its operator.
      The operator consists of a plunger and handwheel assembly. Diaphragm
      valves are ideal for corrosive, slurry and sanitary services. They are
      easily and inexpensively actuated with pneumatic and electric actuators. &lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Float Valves&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;automatically control liquid level and prevent overfilling tanks.
      The valve is operated mechanically by a float which rests on the top of
      the liquid. As the liquid level rises, it pushes the float up and closes
      the valve. As the level falls, the valve opens. The amount of liquid
      pressure the valve can shutoff against is determined by the length of the
      rod and size of the float for a given valve size.&lt;/span&gt; &lt;/li&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Gate Valves&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;have a sliding disc (gate) which reciprocates into and out of the
      valve port. Gate valves are an ideal isolation valve for high pressure
      drop and high temperature applications where operation is infrequent.
      Manual operation is accomplished through a multi turn handwheel gear
      shaft assembly. Multiturn electric actuators are typically required to
      automate gate valves, however long stroke pneumatic and electro-hydraulic
      actuators are also available.&lt;/span&gt; &lt;/li&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Globe Valves&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;have a conical plug which reciprocates into and out of the valve
      port. Globe valves are ideal for shutoff as well as throttling service in
      high pressure drop and high temperature applications. Availablle in
      globe, angle, and y-pattern designs. Manual operation is accomplished
      through a multi-turn handwheel assembly. Multiturn electric actuators are
      typically required to automate globe valves, however linear stroke
      pneumatic and electro-hydraulic actuators are also available.&lt;/span&gt; &lt;/li&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Plug Valves&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;are similar to ball valves except instead of a spherical element,
      a cylindrical element is used as the internal restriction. Plug valves
      are typically more expensive than ball valves, but they are inherently
      more rugged as well. The plug is guided by a sleeve which acts as the
      sealing member. Plug valves require more torque to operate than ball
      valves, but are easily automated with quarter turn actuators. Plug valves
      are also available in 3-way and 180º configurations.&lt;/span&gt; &lt;/li&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Solenoid Valves&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;are simple electrically operated devices. The
      valve plug is held in place by a spring. When electric power is applied
      to the solenoid (Energized), the current draw through the coil generates
      an electromagnetic force which opposes the spring, causing the plug to
      change position. When power is taken away (De-energized), the spring
      returns the plug to the normal position. Solenoid valves are ideal for
      fluid shutoff and switching in general service applications. Proportional
      solenoid control valves are available for modulating service.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;ul type="disc"&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Switching Valves&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;converge
     and divert fluid flow in a piping system. 3-way valves are typically used
     because they can do the job of two, 2-way valves. 3-way valves are
     typically of ball, plug and globe design, however two butterfly valves
     mounted on a pipe tee and connected via a lever can be more cost effective
     in large pipe sizes. The port configuration is of prime importance when
     selecting a 3-way valve. Ports must be specified to meet piping
     installation and flow switching requirements. 3-way valves are
     quarter-turn operation and easily automated. 180º turn is also available,
     but requires special actuation.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul type="disc"&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Control Valves&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;modulate
     the fluid flow in a piping system. All the valves listed above can be used
     for manual and automated flow control with certain limitations.
     Reciprocating and rotary globe control valves are recommended for
     automatic process control where precise (&lt;2 a="" able="" accept="" acceptable="" accuracy="" actuator="" an="" and="" are="" automate="" available="" ball="" be="" butterfly="" characteristics.="" conditions="" control="" diaphragm="" enough="" excellent="" flow="" have="" high="" in="" is="" it="" must="" of="" order="" perform="" performance="" process="" required.="" signal.="" span="" surprisingly="" throttling="" to="" under="" valve="" valves="" versions="" very="" well.="" which=""&gt; &lt;!--2--&gt;&lt;!--2--&gt;&lt;/2&gt;&lt;/span&gt;&lt;/li&gt;
&lt;ul type="circle"&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Proportional solenoid control valves&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;are very economical solutions for general
      purpose applications. Variable flow is achieved by positioning the
      armature proportionally to a control signal. Internally, high frequency
      pulse-width modulation of the coil provides excellent near linear control
      characteristics. These miniature control valves are typically available
      in sizes from 1/4" up to 1".&lt;/span&gt; &lt;/li&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Reciprocating globe valves&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;are the most rugged, and usually the most
      expensive, particularly in the larger sizes. The torturous path through
      this type of valve, provides excellent energy conversion of the process
      fluid resulting in accurate, repeatable control. Severe service noise and
      cavitation control trims are available in this valve style.&lt;/span&gt; &lt;/li&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Rotary Globe Valves&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;consist of cammed plug and segmented
      "V" ball designs. They have similar control characteristics to
      reciprocating globe valves with the benefit of low friction from rotary
      motion. Rotary valves inherently have significantly more capacity and
      turndown than reciprocating globe valves. Their low cost and comparable
      installed accuracy performance make rotary globe valves preferred in
      general service applications.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;ul type="disc"&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Pressure/Temperature Rating:&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;The process fluid's combined pressure and temperature must be
     within the manufacturers published rating for a given valve. The given
     rating will be unique to a given body shell, body and trim material
     combination, seal material, and end connections. Select a rating that
     insures these combinations are sufficient to handle the maximum possible
     process conditions. &lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Body Materials:&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;Select
     body and trim materials based on their strength (pressure/temperature
     rating) and resistance to corrosion and erosion of a given process fluid.
     Plastic is used on very low pressure systems where corrosion is of primary
     concern. Brass/bronze is very economical and fairly corrosion resistant.
     Iron is very cost effective and can be economically coated or lined for
     compatibility with corrosive fluids. Select carbon steel where strength is
     needed. Stainless steel has very good strength and corrosion resistance.
     Other exotic alloys and molys can be supplied where needed.&lt;/span&gt; &lt;/li&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;Seal Materials:&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;Further
     select elastomeric and plastic seals, liners and diaphragms based on their
     chemical compatibility to the process fluid. Elastomeric elements (natural
     and synthetic rubbers) have better sealing characteristics, however
     plastics (PTFE, PFA, etc.) are typically chosen for harsh chemicals. Refer
     to chemical resistance guides for proper selection.&lt;/span&gt; &lt;/li&gt;
&lt;li class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 10.0pt;"&gt;End Connections:&lt;/span&gt;&lt;/b&gt; &lt;span style="font-size: 10.0pt;"&gt;Valve
     body end connections are typically chosen based on initial cost, plant
     standard, and/or maintenance preference. Maintenance consideration is the
     preferred method of selection. Threaded ends (NPT/screwed) have a low
     initial cost, but are subject to leak paths and stripping. Use threaded
     ends where maintenance is not a concern. Welded ends provide for rigid,
     leak tight connections. They have low initial hardware cost, but high
     maintenance cost should they need to be cut out of the line for repair or
     replacement. Flanged ends have the highest initial cost, but are preferred
     from an installation and removal standpoint. Wafer bodies give the
     benefits of a flanged installation with very low initial cost. Use wafer
     bodies only where the pipe is rigid or fully supported. 3-Piece ball valve
     designs give the benefit of threaded or welded joints with integrally
     flanged wafer bodies.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Komponen IC ULN2003</title><link>http://microlose.blogspot.com/2013/01/komponen-ic-uln2003_14.html</link><category>Component</category><category>Intrumentasi</category><category>Kendali</category><category>Programer AVR</category><category>Semiconductor</category><category>Tecnology</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Mon, 14 Jan 2013 05:34:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-5825181813152714387</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
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&lt;br /&gt;
&lt;div class="IA" style="margin-left: 0cm; mso-list: none; text-indent: 0cm;"&gt;
&lt;br clear="ALL" style="mso-ignore: vglayout;" /&gt;
&lt;span lang="IN" style="font-weight: normal; mso-bidi-font-weight: bold;"&gt;IC ULN 2003
adalah sebuah IC dengan ciri memiliki 7 bit input, tegangan maksimal 50 volt
dan arus 500 ma. IC ini termasuk jenis TTL. Didalam IC ini terdapat transistor
darlinton. Transistor darlington merupakan 2 buah transistor yang dirangkai
dengan konfigurasi khusus untuk mendapatkan penguatan ganda sehingga dapat
menghasilkan penguatan arus yang besar.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" 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" style="margin-left: auto; margin-right: auto;" /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;IC ULN2003&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span lang="IN" style="font-weight: normal; mso-bidi-font-weight: bold;"&gt; &lt;/span&gt;&lt;br /&gt;
&lt;span lang="IN" style="font-weight: normal; mso-bidi-font-weight: bold;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span lang="IN" style="font-weight: normal; mso-bidi-font-weight: bold;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="--"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:"";
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:"Times New Roman";
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:"Times New Roman";
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"&gt;IC ULN 2003 merupakan IC yang mempunyai 16 buah
pin. Output yang akan dihubungkan ke motor stepper dan ada yang berfungsi
sebagai catu daya. Catu daya ini terdiri dari catu daya (+) dan ground. Besar
catu daya yang dihubungkan tergantung pada tipe motor stepper. Bentuk fisik IC
ULN 2003 adalah seperti &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"&gt;G&lt;/span&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"&gt;ambar.&lt;/span&gt;&lt;/span&gt;&lt;span lang="IN" style="font-weight: normal; mso-bidi-font-weight: bold;"&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span lang="IN" style="font-weight: normal; mso-bidi-font-weight: bold;"&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt;Sedang isi dari IC ULN 2003 dan fungsi dari masing-masing
pin adalah sebagai berikut :&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span lang="IN" style="font-weight: normal; mso-bidi-font-weight: bold;"&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" 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" style="margin-left: auto; margin-right: auto;" /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Pin Koneksi ULN2003&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span lang="IN" style="font-weight: normal; mso-bidi-font-weight: bold;"&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="--"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
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</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Motor Servo dan Pengkabelan</title><link>http://microlose.blogspot.com/2012/12/motor-servo-dan-pengkabelan.html</link><category>Component</category><category>Computer</category><category>make robot</category><category>Motor</category><category>robot</category><category>Tecnology</category><category>Tips</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Mon, 24 Dec 2012 22:25:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-3582829319297314950</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify;"&gt;
&lt;span lang="PT-BR" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: PT-BR;"&gt;Motor servo&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;
&lt;/span&gt;banyak digunakan sebagai aktuator pada &lt;i&gt;mobile robot&lt;/i&gt; atau lengan
robot. Motor servo umunya terdiri atas servo &lt;i style="mso-bidi-font-style: normal;"&gt;continuous&lt;/i&gt; dan servo standar. Motor servo &lt;i style="mso-bidi-font-style: normal;"&gt;continuous&lt;/i&gt; dapat berputar sebesar 360°.&lt;/span&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt; Sedangkan motor servo tipe standar hanya mampu berputar
180°.&amp;nbsp; Pada penelitian ini, digunakan motor servo tipe standar, mengingat
kebutuhan &lt;i style="mso-bidi-font-style: normal;"&gt;plant&lt;/i&gt; sudah dapat dipenuhi
hanya dengan motor servo tipe standar. Motor servo di sini dipergunakan untuk
memutar keran&lt;i style="mso-bidi-font-style: normal;"&gt; air&lt;/i&gt; yang akan masuk ke
penampungan.&lt;/span&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify;"&gt;
&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt;Agar dapat menggerakkan keran&lt;i style="mso-bidi-font-style: normal;"&gt; air&lt;/i&gt;, motor servo harus mampu bergerak ke kanan dan ke kiri untuk
membuka dan menutup keran&lt;i style="mso-bidi-font-style: normal;"&gt; air&lt;/i&gt;. Untuk
menggerakkan motor servo ke kanan atau ke kiri, tergantung dari nilai &lt;i style="mso-bidi-font-style: normal;"&gt;delay&lt;/i&gt; yang kita berikan. Untuk membuat
servo pada posisi &lt;i style="mso-bidi-font-style: normal;"&gt;center&lt;/i&gt;, diberikan
pulsa 1.5 ms.&amp;nbsp; Untuk memutar servo ke kanan, diberikan pulsa &amp;lt;=1.3 ms,
dan pulsa &amp;gt;= 1.7 ms untuk berputar ke kiri dengan &lt;i style="mso-bidi-font-style: normal;"&gt;delay&lt;/i&gt; 20 ms, seperti ilustrasi berikut:&lt;/span&gt;&lt;/div&gt;
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" style="margin-left: auto; margin-right: auto;" /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt;Servo Bergerak ke Kanan.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" 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" style="margin-left: auto; margin-right: auto;" /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt;Servo Bergerak ke Kiri.&lt;/span&gt; &lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US; mso-no-proof: yes;"&gt;
 
 
  
  
  
  
  
  
  
  
  
  
  
  
 
 
 

 
&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"&gt;
&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;&lt;/span&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US; mso-no-proof: yes;"&gt;
 
&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"&gt;
&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt;Servo Bergerak ke Kiri.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;
&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt;Secara
umum, spesifikasi dari motor servo ini adalah :&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-left: 35.7pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -17.85pt;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;1.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt;Tegangan
maksimum&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp; &lt;/span&gt;: 6 V&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-left: 35.7pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -17.85pt;"&gt;
&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;2.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt;Kecepatan
putar&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;: &lt;/span&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;dari
0 ke 180° dalam 1,5 detik (rata-rata)&lt;/span&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-left: 35.7pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -17.85pt;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;3.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;Berat&lt;span style="mso-tab-count: 3;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;: 45 g&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-left: 35.7pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -17.85pt;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;4.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;Torsi&lt;span style="mso-tab-count: 3;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;: 3,4 kg-cm&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;
&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt;Susunan
kabel dari motor servo apabila dihubungkan ke mikrokontroler adalah sebagai
berikut :&lt;/span&gt;&lt;/div&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt;&lt;/span&gt;

&lt;div align="center" class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US; mso-no-proof: yes;"&gt;
 
&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"&gt;
&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt;&lt;span style="mso-spacerun: yes;"&gt; &lt;/span&gt;Rangkaian kabel
dari motor servo (Parallax. Inc).&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US; mso-no-proof: yes;"&gt;
 
&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"&gt;
&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;"&gt;&lt;span style="mso-spacerun: yes;"&gt; &lt;/span&gt;Rangkaian kabel
dari motor servo (Parallax. Inc).&lt;/span&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Software Labview </title><link>http://microlose.blogspot.com/2012/12/software-labview.html</link><category>Computer</category><category>Programer AVR</category><category>Softwere</category><category>Tecnology</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Sun, 23 Dec 2012 23:46:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-467990740328126231</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
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&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none;"&gt;
&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;LabVIEW adalah sebuah bahasa pemrograman
grafis, LabVIEW tidak menggunakan teks untuk membuat suatu aplikasi melainkan
dengan i&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt;k&lt;/span&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;on-i&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt;k&lt;/span&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;on yang telah
disediakan.&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt; P&lt;/span&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;erbedaan&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt; program LabVIEW&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt; &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt;dengan&lt;/span&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt; pemrograman teks &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt;adalah&lt;/span&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt; pada pemrograman teks
instruksi yang menentukan eksekusi program, sedangkan LabVIEW menggunaan
pemrograman aliran data, dimana aliran dari data yang menentukan eksekusi&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt;[Fuad,2012].&lt;/span&gt;&lt;/div&gt;
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&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwGn3DJjK_D6A0nvj4DkoTMBGhS4M_286OGaO-opdohdUXJoX4wPVdudTKjwrRgNyNjM1lpBvJ8YRD7FRp91WFm4fPK7oKfqRYuoytutFgg59HQdxiXukjmnTT6Gciqjdi6yh5jSZQFEw/s1600/Software+Labview.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwGn3DJjK_D6A0nvj4DkoTMBGhS4M_286OGaO-opdohdUXJoX4wPVdudTKjwrRgNyNjM1lpBvJ8YRD7FRp91WFm4fPK7oKfqRYuoytutFgg59HQdxiXukjmnTT6Gciqjdi6yh5jSZQFEw/s1600/Software+Labview.jpg" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Software Labview&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;Dengan
LabVIEW, kita dapat membuat &lt;i style="mso-bidi-font-style: normal;"&gt;user
interface&lt;/i&gt; dengan menggunakan &lt;i style="mso-bidi-font-style: normal;"&gt;tools &lt;/i&gt;dan&lt;i style="mso-bidi-font-style: normal;"&gt; &lt;/i&gt;obje&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt;k&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;
&lt;span lang="IN"&gt;tertentu. &lt;i style="mso-bidi-font-style: normal;"&gt;User interface&lt;/i&gt;
dinamakan &lt;i style="mso-bidi-font-style: normal;"&gt;front panel&lt;/i&gt;. Kita dapat
memberikan kode dengan menggunakan grafis yang mewakili fungsi untuk mengatur &lt;i style="mso-bidi-font-style: normal;"&gt;object &lt;/i&gt;pada &lt;i style="mso-bidi-font-style: normal;"&gt;front panel&lt;/i&gt;. Blok diagram berisi kode tersebut. Dengan begitu blok
diagram dapat menyerupai sebuah flowchart. Pemrograman LabVIEW ini sebenarnya
ditujukan untuk memudahkan pembuatan program, khususnya di bidang instrumentasi
dan kendali. hal ini karena didalam LabVIEW disediakan&lt;i style="mso-bidi-font-style: normal;"&gt; tools-tools&lt;/i&gt; untuk memudahkan akses ke hardware.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none;"&gt;
&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;LabVIEW
merupakan salah satu dari sekian banyak sarana pemrograman komputer. Seperti
halnya sarana pemrograman lainnya LabVIEW dikembangkan untuk perancangan dan
rekayasa data sehingga dapat menampilkan dan memproses segala macam fungsi
untuk melakukan pemanipulasian terhadap fungsi yang diinginkan. LabVIEW
memiliki 2 ruang kerja, pada masing-masing ruang kerja memiliki antarmuka
grafik tersendiri. Setiap simbol grafik ini mewakili banyak kata/perintah yang
digunakan dalam bahasa teks. Dengan demikian waktu yang diperlukan dalam
perancangan program yang dilakukan oleh seorang pemrogram akan menjadi lebih
efisien. Salah satu keunggulan dari LabVIEW adalah aliran pemrograman yang
dapat diamati proses kerjanya, sehingga jika terjadi kesalahan dalam
penggolahan data dapat diketahuui dengan mengamati proses tersebut.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 1.0pt; margin-top: 0cm; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none;"&gt;
&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;Secara umum program ini dirancang khusus
untuk membuat gambaran/simulasi kerja suatu instrumen industri, komunikasi
data, akuisisi data, s&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US;"&gt;i&lt;/span&gt;&lt;span lang="IN" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 200%;"&gt;stem
kendali, perancangan dan perhitungan matematika.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwGn3DJjK_D6A0nvj4DkoTMBGhS4M_286OGaO-opdohdUXJoX4wPVdudTKjwrRgNyNjM1lpBvJ8YRD7FRp91WFm4fPK7oKfqRYuoytutFgg59HQdxiXukjmnTT6Gciqjdi6yh5jSZQFEw/s72-c/Software+Labview.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Co-op Students di PT PLN  (Persero)</title><link>http://microlose.blogspot.com/2012/12/co-op-students-di-pt-pln-persero.html</link><category>Calibration</category><category>Intrumentasi</category><category>Pembangkit</category><category>Sensors</category><category>Softwere</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Tue, 18 Dec 2012 21:51:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-1543233450862323746</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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Sekarang ini&amp;nbsp; banyak sekali model CRS yang di lakukan oleh perusahaan
salah satunya yaitu Co-op Student. CSR adalah &lt;b&gt;Tanggung jawab Sosial
Perusahaan&lt;/b&gt; atau &lt;b&gt;Corporate Social Responsibility&lt;/b&gt; (selanjutnya dalam
artikel akan disingkat CSR) adalah suatu konsep bahwa organisasi, khususnya
(namun bukan hanya) perusahaan adalah memiliki suatu tanggung jawab terhadap
konsumen, karyawan, pemegang saham, komunitas dan lingkungan dalam segala aspek
operasional perusahaan.&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC9u0sJ0_M67XZ8uTbi4MdtnXJyUk2k3ycrRqDfooScUEZcmCxXEy8M_WXaCx-TGzQl2QsymS2T53jnSFE67vZxYJU12Z6eZTekGT3HsDndn6K3zyiIOeakqfUZWs8Z2_mTkIKDvm2fG4/s1600/2012-02-09+10.59.38.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img alt="Memperbaiki level transmitter  baca manual book yah :)" border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC9u0sJ0_M67XZ8uTbi4MdtnXJyUk2k3ycrRqDfooScUEZcmCxXEy8M_WXaCx-TGzQl2QsymS2T53jnSFE67vZxYJU12Z6eZTekGT3HsDndn6K3zyiIOeakqfUZWs8Z2_mTkIKDvm2fG4/s320/2012-02-09+10.59.38.jpg" title="Memperbaiki level transmitter  baca manual book yah :)" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Memperbaiki level transmitter&amp;nbsp; baca manual book yah :)&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPOIjmpd9L1d48HcMUsFAfRxU-dwgDULyUQiUFJaw0A2mH8fvRCKQKwkY_L2UfPytIN11dcqQ5_Y2f_N3tG00h_V0QDMxeYi4cAk2lyo3kpQiVxxvI4cDQ9bdzmMYIQyGfGJzJat37SNk/s1600/SAM_0618.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img alt="Memperbaiki alat instrumentasi" border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPOIjmpd9L1d48HcMUsFAfRxU-dwgDULyUQiUFJaw0A2mH8fvRCKQKwkY_L2UfPytIN11dcqQ5_Y2f_N3tG00h_V0QDMxeYi4cAk2lyo3kpQiVxxvI4cDQ9bdzmMYIQyGfGJzJat37SNk/s320/SAM_0618.JPG" title="Memperbaiki alat instrumentasi" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Memperbaiki alat instrumentasi&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWC0IcYakLrHj-k746NGSZDVua0pOFRXLZ2DWpmiuDQFXf7IIpDPbkCOuIJDy272c0mMGh76VqvOU7LX5hCGZTfXmGOVWOTA9XkqDhsakftRd_9kq2aO_UqgS3Ckp7k2kGZmcDMzcN5fI/s1600/SAM_0497.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img alt="Meeting Pagi lagi diskusi :)" border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWC0IcYakLrHj-k746NGSZDVua0pOFRXLZ2DWpmiuDQFXf7IIpDPbkCOuIJDy272c0mMGh76VqvOU7LX5hCGZTfXmGOVWOTA9XkqDhsakftRd_9kq2aO_UqgS3Ckp7k2kGZmcDMzcN5fI/s320/SAM_0497.JPG" title="Meeting Pagi lagi diskusi :)" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Meeting Pagi lagi diskusi :)&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
Co-op students banyak di lakukan oleh perusahaan- perusahaan besar
yaitu&amp;nbsp; Telkom ,PLN yaitu sebagai CSR. Saya berkesempatan untuk Co-op
Students Di PLTU Tarahan, Lampung. Selama co-op ini banyak ilmu yang saya
dapatkan terutama dalam bidang saya yaitu Electrical Engineering. Disini daya
analisa kemampuan teknik saya dapatkan dimana ilmu-ilmu tersebut tentu tidak di
dapatkan selama kuliah yang lebih condong ke teoritis sedangkan di PLTU ini
saya mendapatkan teoritis sekaligus aplikatif tentang peroses pembangkitan
listrik. &lt;br /&gt;
Selain ilmu teoritis tentu juga ilmu social yaitu bagaimana cara
berinteraksi sesame karyawan dan berkomunikasi dengan secara teknis dan
diskusi-diskusi mengenai permasalahan yang ada. Saya merasa beruntung sekali
mendapatkan kesempatan co-op ini karena tidak semua mahasiswa memperolehnya
karena ada tesnya&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: Wingdings; mso-ascii-font-family: &amp;quot;Times New Roman&amp;quot;; mso-char-type: symbol; mso-hansi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-symbol-font-family: Wingdings;"&gt;&lt;span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;"&gt;&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
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</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC9u0sJ0_M67XZ8uTbi4MdtnXJyUk2k3ycrRqDfooScUEZcmCxXEy8M_WXaCx-TGzQl2QsymS2T53jnSFE67vZxYJU12Z6eZTekGT3HsDndn6K3zyiIOeakqfUZWs8Z2_mTkIKDvm2fG4/s72-c/2012-02-09+10.59.38.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Pelatihan dan kursus mikrokontroler</title><link>http://microlose.blogspot.com/2012/07/pelatihan-dan-kursus-mikrokontroler.html</link><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Fri, 13 Jul 2012 17:27:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-6434276528975708601</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
Kami mengadakan pelatihan kursus mikrokontoler ATMEGA 8535,16,332&lt;br /&gt;
Pelatihan untuk di wilayah lampung khususnya bandar lampung&lt;br /&gt;
Silahkan baca browsur dibawah ini :&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb_MJCbG8nbytecRhm4IFihvkUsI0L8INDWXRuFWBY-XWTa4dKkEMuPc1cg5jNhHHO93KcSo2NPB68HVsm6tHQl4CshDYI5SvSxZXLnOJkjB5OSV42Pm2UfjD45hj2VdVVtNymzBPbJvk/s1600/Kursus.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb_MJCbG8nbytecRhm4IFihvkUsI0L8INDWXRuFWBY-XWTa4dKkEMuPc1cg5jNhHHO93KcSo2NPB68HVsm6tHQl4CshDYI5SvSxZXLnOJkjB5OSV42Pm2UfjD45hj2VdVVtNymzBPbJvk/s320/Kursus.jpg" width="276" /&gt;&lt;/a&gt;&lt;/div&gt;
Ayo buruan pelatihan pertama kali di lampung dilatih sama yang telah berpengalaman &lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb_MJCbG8nbytecRhm4IFihvkUsI0L8INDWXRuFWBY-XWTa4dKkEMuPc1cg5jNhHHO93KcSo2NPB68HVsm6tHQl4CshDYI5SvSxZXLnOJkjB5OSV42Pm2UfjD45hj2VdVVtNymzBPbJvk/s72-c/Kursus.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">3</thr:total></item><item><title>pH transmitter calibration</title><link>http://microlose.blogspot.com/2012/07/ph-transmitter-calibration.html</link><category>Calibration</category><category>Intrumentasi</category><category>Kendali</category><category>Sensors</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Sat, 7 Jul 2012 03:29:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-6638934887727728345</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
In chemistry, &lt;b&gt;pH&lt;/b&gt; is a measure of the activity of the (solvated) hydrogen ion. &lt;b&gt;p[H]&lt;/b&gt;, which measures the hydrogen ion concentration is closely related to, and is often written as, pH.&lt;sup class="reference" id="cite_ref-Bates_0-0"&gt;&lt;span&gt;[&lt;/span&gt;1&lt;span&gt;]&lt;/span&gt;&lt;/sup&gt; Pure water has a pH very close to 7 at 25°C. Solutions with a pH less than 7 are said to be acidic and solutions with a pH greater than 7 are basic or alkaline. The pH scale is traceable to a set of standard solutions whose pH is established by international agreement.&lt;sup class="reference" id="cite_ref-covington_1-0"&gt;&lt;span&gt;[&lt;/span&gt;2&lt;span&gt;]&lt;/span&gt;&lt;/sup&gt; Primary pH standard values are determined using a concentration cell with transference, by measuring the potential difference between a hydrogen electrode and a standard electrode such as the silver chloride electrode. Measurement of pH for aqueous solutions can be done with a glass electrode and a pH meter, or using indicators.&lt;br /&gt;
&lt;br /&gt;
In industri have instrumentasison for calibration pH ..&lt;br /&gt;
Look Video How To Calibratian pH Transsmitter&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/knSwJGwENvo?feature=player_embedded' frameborder='0'&gt;&lt;/iframe&gt;&lt;/div&gt;
&amp;nbsp;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">1</thr:total></item><item><title>Siklus air dan uap pada PLTU</title><link>http://microlose.blogspot.com/2012/06/siklus-air-dan-uap-pada-pltu.html</link><category>Pembangkit</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Sat, 30 Jun 2012 07:43:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-4580133975915272713</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
&lt;div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;
&lt;img alt="" height="275" 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" width="400" /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Gambar&amp;nbsp; ini menjelaskan tentang siklus air dan uap pada pembangkit listrik tenaga uap berbasis batubara.&lt;br /&gt;
&lt;br /&gt;
Dapat dilihat pada line yang berwarna merah ada siklus jalannya uap steam pada pltu dan warna hijau siklus air yang pada pltu.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">2</thr:total></item><item><title>Sistem kendali Manual dan Otomtasi</title><link>http://microlose.blogspot.com/2012/06/sistem-kendali-manual-dan-otomtasi.html</link><category>Intrumentasi</category><category>Kendali</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Tue, 26 Jun 2012 08:29:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-2230665361484942070</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span lang="EN-US" style="font-size: small; line-height: 150%;"&gt;&amp;nbsp;Kemajuan dunia teknologi ditandai dengan
berkembang dan meningkatnya metoda pemantauan dan pengendalian lingkungannya
dengan tujuan meningkatkan kemampuan untuk beradaptasi, memperkirakan,
menurunkan resiko dan menghilangkan efek buruk terhadap kehidupan dan
lingkungan. Istilah instrumentasi berarti alat-alat yang digunakan untuk
mengkontrol, sedangkan istilah kontrol berarti mengendalikan sesuatu sesuai
dengan yang kita inginkan. Fungsi dari instrumentasi dan kontrol adalah : &lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; margin-left: 22.5pt; text-align: justify; text-indent: -22.5pt;"&gt;
&lt;span lang="EN-US" style="font-size: small;"&gt;&amp;nbsp;1. &amp;nbsp;&amp;nbsp; &lt;i&gt;Penilaian harga atau kualitas (Value or quality assessment)&lt;/i&gt;
- merupakan tujuan utama pengukuran dalam peradaban manusia. &lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; margin-left: 22.5pt; text-align: justify; text-indent: -22.5pt;"&gt;
&lt;span lang="EN-US" style="font-size: small;"&gt;2. &amp;nbsp;&amp;nbsp;&amp;nbsp; Keselamatan dan
Proteksi (Safety and Protection) – bertujuan memantau dan mendeteksi situasi
berbahaya tertentu untuk menentukan aksi adaptif, protektif danpreventif;
misalnya tujuan pemantauan suhu untuk menentukan tindakan adaptif atau
protektif. &lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; margin-left: 22.5pt; text-align: justify; text-indent: -22.5pt;"&gt;
&lt;span lang="EN-US" style="font-size: small;"&gt;3. &amp;nbsp;&amp;nbsp;&amp;nbsp; Kendali otomatis
(Automatic Control) – yaitu menggantikan manusia dengan msein/peraltan yang
berfungsi sebagai pengontrol sebuah proses.&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; margin-left: 22.5pt; text-align: justify; text-indent: -22.5pt;"&gt;
&lt;span lang="EN-US" style="font-size: small;"&gt;4. &amp;nbsp;&amp;nbsp;&amp;nbsp; Pengumpulan data (Data
collection) – bertujuan sebagai informasi untuk menganalisis penyebab gangguan
dan pengembangan model proses yang lebih baik.&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;"&gt;
&lt;span lang="EN-US" style="font-size: small;"&gt;Teknologi
kontrol pertama kali dikembangkan memanfaatkan manusia sebagai pengontrolnya,
setelah teknologi mesin, elektronik dan komputer ditemukan mulailah tenaga
manusia diganti dengan peralatan tersebut sehingga disebutlah istilah kontrol
otomatis (&lt;i&gt;automatic control&lt;/i&gt;).&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span lang="EN-US"&gt;Kontrol Manual/Manusia&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;img alt="" 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" /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Gambar&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang="EN-US"&gt; Kontrol
Level Manual (Manual Level Control).&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;"&gt;
&lt;span lang="EN-US" style="font-size: small;"&gt;Pada gambar
di atas kita bisa lihat bagaimana manusia sebagai pengontrol pada proses
pengisian air dalam tangki. Ketika level air mendekati level high-nya dengan
mata manusia sebagai sensor maka dengan tangannya manusia akan membuka valve
outlet sehingga level tangki tetap terjaga agar air tidak tumpah ke luar.&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span lang="EN-US"&gt;Kontrol Otomatis&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;"&gt;
&lt;span lang="EN-US" style="font-size: small;"&gt;Kontrol
otomatis adalah proses kontrol menggunakan mesin/alat pengontrol, hal ini dapat
ditunjukkan pada gambar di bawah ini :&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; margin-bottom: 0cm; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;img alt="" 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" /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; margin-bottom: 0cm; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span lang="EN-US" style="line-height: 150%;"&gt;Gambar&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang="EN-US" style="font-size: small; line-height: 150%;"&gt; Kontrol Level Otomatis cairan dalam tangki.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; margin-bottom: 0cm; text-align: justify;"&gt;
&lt;span lang="EN-US" style="font-size: small; line-height: 150%;"&gt;Sensor level
berfungsi untuk mengetahui level di dalam tangki, ketika sensor mengirim sinyal
bahwa level tangki high, maka kontroller memerintah actuator untuk membuka
valve sehingga level air dalam tangki tidak akan tumpah ke luar. Untuk tujuan
pemeliharaan, banyak alat ukur dilapangan (&lt;i&gt;field
instruments&lt;/i&gt;) juga dilengkapi dengan indikator lokal, yaitu harga yang
terukur ditunjukkan di lokal dan juga dikirim sebagai sinyal ke pusat kontrol.&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-size: small;"&gt;&lt;img alt="" 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NTU9PT0RYtS09LS0tLTU1PT0tLSFqUuSktfnJqamlRITU1bnJ6+cFHyNC0tLT0tLX3RokXpN25PXbQoNS09PX0xncHYuX3nsRdeQHv70WAYARiCYSEMgmEMDcBQKOmBwhAS6hscWr9m3d69e292x9+KmGCofw8mGOpnoLl547bm5sG3fwOjGOiBYBCE0SCAEQgNAQDQAIygWLCvH8BQy8Z1c+emTJk0yePxrF61auXKlctXrFi7Zs369Y0bm5qaNmxo2rBhY1PT+sb1zRubN2zYsLFpw4YNGzY0NrZs3Ni4oXHjxqb169c3NW1sampqamxs2rhx3fr1zRubNzQ2btiwYWNTU+OGDc0bmxvXr29uatrQ2NjU1NS0sWn9+sZNzc3J08YNGzYkdRobmzZsaGhoWLVy5cr7V65dvXpxxuIZM2ZmZWa89Pyxvv4+DEMwBAIwiiJQDwoDgMIAg0EIAWgIYBB8WiIS3vTtL25BTDDUvwcTDPVT8fvfv19dVQ31vBkMYgBBYBACAMOQ0ygMQSgGUAwB6Jmhs527O+lUGofF0mg0jWvWtLe2tu/u7NrVuqdr/6amJoPJbLVYzCaT0Wg0moxGs8VksZpMZrPZbDKZTCaTxWQyWq0Gk9FoNpvMFrPZbDabjWaLzmQ2WayWpKrRpDcnT80Wk9FkNBnMFr3VbDSZy8wWs8lkNJkNFkuycKPJ5HE6W3Z3PtC1v6OzfUfr1h1btjXcf39xSUnm4gy/v6Kvrx/FQigMBQGEoSgCQAgNoABGYABQLNzb19TSfOTw4Zvd/bccJhjq34MJhvqpaG9vcztd53/7X2gAQhAMAUEUhgAMYz0BONSLQkik78xzh7unT5uu1Wp2P9jZtm3Xtr37Wtvbmls2EgsLszIz5953H+4mYX764oyMzGqfd9fe3a2dXa07trS1tdYsrZ8xbVpddc25878BwTB6OgBCQQxBMIAgCEAgGEFBfwg9+UbAYDJ9J89lAhO7r/x70NDQkJyjvIkYHwy1oqHh8ccfj/T2wiCEoiiMABjFAECDAIIREA4jgwN9TkcZnULdtKV5+47NW9u3t+/YoVApMnLSU+bNmzt3bmpqKpVKpXwbdBrlOyIqlUL/rtYPgEqhUCkU2o0SqVQKjUqhUshUCjl5eqM0Kh6Pn5+SkpKSkpaWSmdyauuWtO3atmPbzj272xUyyYzpU/ft2d3bfyYIIBjBAEADIIiiCIKgCAxQNNTX2y+RSN54882bPQK3Fj788MOTJ0/e7Fb85+PNN98cm+P+v47oSPRfptSMA4b69NNPvV4/FICwIAYBCAAEAAwAEAQQiiLBIAr1nPL7fFqdqrNr3/atW3fu2FLbsKSkuDg1dRGFTNZoNCaTyWw0fAd6g8Fo0BsM+u/IjQa9Xv9d4Q/CaNAbk7p6vUGvN+h1Nw7031YzmE1GHoedl5t7zz33MBnMbZub23Zs27Fls7PcIxTwHnigq3+gD8A9cDCIwgBFYAhgKEBhAAb7+tra2h959NGbPQi3Ft57772dO3eevfUwNDR09uzZc+fO/YxbzgwNnflpd425PnTmzED/4NDQULLGf4kfKPwntLG1tfWdd95JJBLxeDwe+9/PzotF/yMYatOmTXa7MxIMgVAIBgDAAIBgEAmEsZMBEBwcGDhw4CEBi7ers31jR2vb1h3Na9YuSJlLIRN1er3RaNRqtZpbAAaD3mQ0CgSCKVOmlOmMO/d1btm59aE9e7zucpVKMTB4NhhMprBDCAwDCA6iEIZAcDCMQNCzv/xlNBa72eNwC+HChQuVlZUrbh4aGhoaGhpWNPyQfHnD8vplDQ3fu/avsKx+2fcLHC12xYoVDcsbvi38eYV/S7+hYWxpP9baysrKP/zhD4lEIhaNRUei/3Jc/i8wDhiqaUPT9h3b+86cgQJIMAyjKAIH4GQ6NoqFoB5IIZNXexwdO9q2bd2ydetWuUxGIBC0Wu0twk1jodVqRSJRVnqGy+fY1r5r646dm7du53J5jzzc1d/fB6EhBMBBEAijAQhGe4KRIASfQoKPPv5k9GeuV5jABP63EI/HR66NxKKxRDw+PBL93h/LeHTku4ms/xzRkWh0ZCQejyd3ifmXtScPbl2Gamlu3t2xOzJ4JojBKAJgJAgAiiAAgeHzA/2r1qy7+667t2/ftn37ju07duXl52csXmw2m29BekrCaDQKhcIF8+Y11Nfv2r6ro7XVYbMLBHwQxDAEIGgIQTAUgpBgEIEBCIeh029YzKbRdOQJ3OKIx+PRkVhizKuVdJF+zEuKxeLxWCwWjY1ViCff23giEY/HorEbwnhSHhu5rhyPJ+KxeDKak3zV49FY4l/5TcPDI8nqYvH48HA0Fo1GR0ZiN0JC139GYyPXRhLxRDyW5JHRZ0mM9cvi8Xg8FkvEf56B/1OIaWwVyYNbmqFa2zt6B84EERhAUBA9HcZOBpAwggZ/fWZQq9EqZbJt7e3btu/ctGFNanqqgM/X6XQ3m4j+GYxGY3p6ut3hbGvbvX3bjtVbtxYUFr7+6utoqA8gGAIDBEYCoXAYfhMBIABDm7ds/rHdaSdwczHKGqOn//j8avI1HonGvkVSP0Ic8RtIxL8l/JH6rv+ORaPx2Ldu+eeIfTX8xcXruwYPXxtJlh+LxUeGo4kkZYyhyJFrI4lEIvZP3Lp4Ismb8Xj8BwnxGzId0wnJG3/uatPxwFAtLa2t7ZFIHxYEKPImjCAQgmIAxkKRk6+dNDvtK9eubd26tXVXq6u8XCoSGfT6m01B/wI6vV4oEJLp9Oatm7dv3bZjx1aDWnPg4Qcj4TAMAIKgQQiGkuuJYQTqOf3QQw/83FXpE7gpiCcS0Wg8kUjEorFY9LqlEI/F4j/TyviJ+PvFS19/+tlf33v/d5Gzv8YGQydPQi8cfemVQ7/8xVNPd+7p2r71ke0de5Y2bKis2LSu3m+2LF+z+uyvf/NNa8dYdklb6Tvm3nUT6dsYu7wxkUjERqLXro1Eo//sAb9h6tg3JuFY0ywxajb++L23LkM1Nze3t7cNDPahKILCAEaCMBpEAdTbG+zuPrG2sbF1246WHVu379whk8sFAsEtbkBdh1pNptI2b9uyddvWbdtbWzY0dba19vVHEIACFA2BUzASRgFAAXKqB+rq6hoZGb7Z4zCB/wGiieGrsWuXr/39s79/+emli3/99O+ff/rZXz79658uXHj3o4/P/+7dvrfeCaOR11/vD/QMvH7y1Iuv9Jw4+upLJ44++dxLjz128KH9v9i25ZHVG7sa121fvWZnfV3Lyurm1RVrym0r7KXVWlElm1bGIfLzsgyEdHHxQlrqbGnWQmnGFC7pHlXBAmb2bC4jV0ZJ4xfMJjDyG2tWnHz+1JWvr363kfFELBYbGR6Jx2LRaCxJOvFYLB6NjQyPREeisZFY0tyLxeLJq7FoNDoSHR4eicXi3+AG2V0vNfYtrzBxYwovFo1Fh0dG5fGktfU9A2t8MFRHR/uZoT4AQQiCIigAAINhNBQeePLJJzxuz44d29vb2vz+ygULFmjU6ls2AvUdMClUr9+1s3V7646da9et2rtnd/9AL4pAGICCaAAKhjEIgoO9PQF4X9f+0YXvE/h34FoiEY0nhmPDV7668tXfv/zi8ldfXL786aVP/3bxLx9//LeP/vj//f4PH7739m+Hht4deuv9c0ODCAi+8WbwzR7kxIvQ66/Br/7q9PPHT79w4pXDTz//xFO//MUDT+98rHX9+l01q1a63MusWrdasELH95ZKao28SiHZw80zCqleRYmWlWPhs830AhktS0vPMsrp/LxcO7fYwCGWi3PsAma5jG3gU8z8Egs/38hJtXDybXyiVUx2C6hWKd0oKPZyaE4x1yCgLCsl1siYJlaxhU3V0GlleEaZgODl0SUCAj9/DnFhSoXBePyxp94/+83nGEa5IDYSjcdi8Xh8ZHgkafJER0aGrwyPeqPR4ejISDRxwx9M3ptknO9TT3RUJxnSuk5tsUQ8ER0eiUVjsVj8elwsFvt+tG48MFRLS3tb+0CkD4OgQKgXBQgAKIwG+86c7drTKmCyd3R1dba2eZ2u3Nwck9F4s5nnJ0Gv11MoFCadua9zz/bNW2rqaiprayJnzgMEBjAEBVAQDKIwjIWwnlNwV9e+CS9vFF99cfnalX9cuXTp6y++/PvFy5/95W8X//znz/928W8X/vrZn//86V///Oc/Xbjw8Uef/OkP77/1wXvhtwfQ4FkMG3wD7Xup51ePv4B2H33puSdffuaplx79RffDe59p7Tj0i/YnWzcd2tr8emfbY6tW71zq29FQsXt9ZVtNVZPX2eTR11vlS01Sp4ZrVzH9HFa5lG0W0CpUbJWcVKHg10mFOl6Rmpdbrqb4ZCUOHrFKL7EJii18qklKMLOYdnZhuYbtkZJcpYVWHtHDo5rFRTYW1cEjedUl5Vy8S0S36omVErKnlFytoNtNcrNaY1cKqoySCq6oQs6wq0vseoJXRrIpaG4lsVJT5JYWO1QiO7/ELqOUq1geA75cnGOVEm1ibqWW7OSQbVqGS01Ql+arRBSrgOyR5rjkbI+OZ2dl1KpY1UqulZ/LzJ1Czsjcunrl2+f+6x+Xvx7t4SQ9JeLxf3x9NclE0Wjs2nB0NIoUT5JRMugei0VHoiPXhuOxb4ecxmDk2vAoAY2NkScDdv88MjVeGKptoC+CBMMAgmCAoiiKwshg/5murk6OVL67o31HW4dEJM3JyTaOH4bic3mp2YvXbVzX0banwuszG81nz54FAEUBwDAECcAIgIMYcuo0vG9f18iEDZVIjHz5ZXvjBjmTutZZuspiaLBpVxolK6yKWr18ZRnPq+dWqiSVakqFnlYu5zrk7DI+w8PnlEtlTjnFxaWrhbkVguwafY6enudkZ/t4RVoRx8wtcMoJRinZLMiukORbhMV2fpGRl2Hg5zvlBLeUZJPhTcK8SlmhSVrkEOc7pIvsGoZFQFpZzlPz6FVGulMhtEt5NgmjwlHgNtCqZMwKPbNGx/VIuH6juEJDdoiKnFpOrZ7okXAqVLxqFcenYHn4Ip9E6FVy7RKuTcKxyUh2IcEkolTwaE4Z0S5lVxhZLi3FLWY75QyTimGTUF0SvkvMMglJfimhTM6zCbluNdOhZpuknDIF2SEvsLHITgHBLSyxs2k2Gc/Oz1WqCeVGukdN1coo5VyaX8VU4UucUoJJUGLh442CYgU9l5l5j4SWbeErH9rzwB//cP1TC9GRaCIej45ErwfRk/GpGz5ebCSaDLSNnf5LHgwPfze+Ho/F46N20+jMQCwej8f/efRqtMzkwa3LUC0tzW1tbZFIXxABEAgjKIqiAEbeDA+F9nTuEQtkbft27Ni+g8Jg5OTmmEymm00+Pwk6nU4mFuNwOIfbt3d3Z02l32Jznz8z2BOMQGgIQ3pgEEQgDPSGAz3Q3q4HhifiUInEf72FzL4dh8PhclJwpZT5TkGmTZFZqWB45RR3aZ5FRXQpyeWKdE9p8ZJStpVfaFeQ/FqKR8ZdqiavLqOZRcylhpJ6F1VDzXcrOSscvEq9tMIqvN/JqDFw6+xSn1FS6y+st/C9pUUuDX65UbBEx60pE9UY2ctLOQ6rvMomqNTluPVMl4bWYMqzKoor1HSPhOIQU3xmdoWJYTdSXXa6T4G3SYvtUnatnl+lzrFIM+1qTq2JVKWmOw1Mk4xhK83yKFhumcQuLXRr6SYhyyLle72lJj7bJ1eYJUSHUuATU+wyilrA9IloGj3NomCUCzWOUprdwHaLeVYF3c8j2uUMq5Bt4FPlEqZNXGRnsV0CiopapGMWe+SMKgaVJyD4hQy3WKigs6wiplnEEpJI9lKKjkVz0rOsnHynQGBj48s4xRJ89vy7pwhZ3BPPHvnb3z4b7fN4LB6Lxa9dG/nGRLqRAJH01MaGu+Px+MiYGcD4DQIauTYcj8ejw9FRJy46HI3H40mvMJ5IRKOxRDw+6jOOxThgqObmlo6O9jODEaznTTiIIeX4gJEAACAASURBVCCIBSAEDfadfWtv+26hSN65u21rWzuDTs/Jzh4vDKXX68ViEQ6H83u8u3fvqfBX2C2WoXPnEQAQGGABCA6GAIIAgPacDuzv2jvh5SUSifd/fdqtphSnLsDhcAvuvk1StMCrK/TrxZVGjs9A85ayKtQ8t4TmUhLsekaZmleuLKpR042cVF8pw2ci65SspUqKT6d1cGlVcsJSG9OtFdv0zAoT3qWi+bWcGj3XrWR61LQ6k6jKzKjU8SrkDJeJ4zdQl4qJfgXfo2eX20TlSoFDyqtXEawyilEjqJWTK0pp1TqK18C1KEhVapFPJfeXlrjFFLeG4ZYRq6SUcg3TJWBVymg+Cd8uZZcpaS4Zya0tqtaXVEooHj65xlDkKKU7BTR/CdkqIpeVUstFNCuNbC5lVinodiXbIC4oExSXSdluNd7DwRt5BS4BxcLINgnznHy8TVDokBPsIqKJXWwU5ZfJc4xsmkdIL6WTrFyqXUi0iNJ9YqKbRRTT8vxKVhmTbuUx3GJCuYijZhU4xNRKAd/BLRRTUjnEdKOIs315U9/pb7YMjicSyeB3dCQavWEKJXkqGSZPSpJxq6SJdO3aSDIzM5Gc2YzFkqlbsZFoMvdqNFMhHk9ER6KxpMn2PatqPDBUS0tH264z/REEwDCGQQANBgIAgIHBwX17O3liSeeutm27WmkM5jhiKJ1OJxYlGcqzp3Ovt8JfVmYdPPcWCgOAwCgCwVgIBQhAQU8PtL9r38RcXiKRePdtpMahWuo1m5S8lDlzcTgcNe0OG3NxpZJeYyR4TdQKA81vIPuMzCoVzayQ2MRZVQZSuYrlVDNt8iJ3aX6lnLdEXaLj01xKWq2OViFnO3W0aiPPp6Z5FNwqBbFSSXZJqD4F1W+m+bWMCiXNJ6d4SxkeEdWlovj11CUGXnUpy6KgLDfznGqWRy+uFRE9pVSfmlOtKinXU30ars/E9ZfSHSq2x8Byq2leBcsjJ/mU5Go5u7KUU1XKKFfgnXJahY6y3CqqUgi8YppVVuTg5mk4hAY+r0xJtSg47lJ6mYKgF+D9SrZTSbUrSBYBwSmkmaUkp4hoExHdIpZDnlMuLXZKSVYFoYxNNAsoNmGuWZrjkBCNHKpDVKQR4Z0ChkFSaJFRKgQ0v6RYKcgol9HN/FwjucAho5RrqVYJ2cbL9UmpNh7Fxi1wCYl6RjYl8x52fmZ1he/5Y698/tcb32GOJ0aGo8PXhmPRWDyeiH1v6m1sbtfw1ZHve4JJXrvOYqOB+Wj0OoX9UExqPDBUc0tbW9vgwACCoBDaC2AMgSAMQOcGe/d07hEL+Ht37ty+q5XGYueOHy9Pr9cnGcrn8z3YsdteW2d12M8ODSEomvzEDIoACA2FUDgAQXv375+IQyUSif/6NajQCus9xrWV2iXlzuKCrJm4yXNxOHbqvRZBkUdGdsoYXhXNJyr2i4usnMIyabFPRnVKRS5xQTWNWiYs8oqZLkGGRUxxcUnVnGKbhF+rYzglFLuCXS7mVcnIHmVhuYDnk+H9WpJXyfSWEsqkDJeMUammVkjp5WrSKm2+X0lzKPLuN3LL2IJlCn61IM+hoFpUvDptXmUprdoqrbCwXUq6X8asM5PLtcVuEbtSSvOWFrtUIp+O6ystcakKnaU0n4pSaSiqsvDLFVSTiusrpenlxfVsRrmC5ChlVMtyPHKygZVfKSXYJHSjmGZVC40SipVNd3AIVjHJquOVachOJadMyDCrShwyulEmLy+lO2RUs5CkkxRaecU6fZFdTNAoctVqvkPCtsmLjOxcn0Zol+XrhVkmId3KxZtF6U4pQyunGPjFVhHBqaSV8fLLRHijmEoquit94SwFh3b4qV/+9p3fjg7E8LXhb8JJ13O+kg7gt8brhp30TZQqkfz3vZTU6MhIbDg6frMNWnZ3tA0NRmAYhLAABqAAGkKQ0FCkt6trN0coaN334PadzTQ6LSd7PM3licXipJf30N5Ot9dZZrGcOzvUA8IwGgoip2AIAjAIAtBzumfv/v0TXl4ikXj/XajeKVrrttRVmtf5detq1Bpx8Z13zpwxCUe5faaUWOzU0s3yIhcPXybHu5SLzWKiU0GzKLIcpZRVaqGBk2OXsb08gVlJs8m5HjHPYSj26Yh+bYZRnOvW8l16plWBt6toTjWnTEO26SllMqpNzLRrqVYNxSnj2DUsdZncruea5JxyC8UtKa5WMo0mrkuvtGupHgvHqpb77EKHlu/WyfRSlkOeX65k+Urpdj3TomW5y5jlpWxnKV8r5zpVLKuc6hGSyiXFdnVJqY5mk9LVTGKVRWhQUw0qSo2aq+UVq3glDgmlTE60SylWMcNXSinl5jiEVJ+CWiZlWaREK4vuE7KspVkmDsPIYluVRKOYZOKRnQqyS15s4HJLCQQrnain5Vi4NBONqBLSyphkNxlvkPCtNLKFzJITsvTM4jJ2tolUpKeUaFhFZinLzSq0UUg2Xq6Bkc9NXSwiZAjzCpbZre+cf+vqjVh4kqGSx6MWUCwWG829TGZOJf27UfsoHotHr40kJ/GGh6Ox+PVE8/iPpJuPB4ZqaWlvbR2I9KJBFEBw8pNzGNIz2D+wd2+HmC9q6+rYtrOFxqDm5owrG0osxuFwXk95Z+eeigqf1VJ2/twQBmAUQVAYgbFeBA4AGOqBwL6uCRsqkUgkfv3r/pV1ZZVOvd+3ZInduqzcsLKqcpnTQCdn43C4u6dPLph3t5mS4ZVQXGKaU4GXyfEWGsnCJ1rUBCcbXybMMSmLncIcu4xj55F97CI1JdNvkFZZhEYm2cZn+ti5Fh7NJuA4hBSnFu/k08tkQqecUsYleMmLvVK8XVroKsmrENL9MqpfybOq6Et07AoZxSbnOEppdWLaEiW3WsisVrPLlTRbKcNvpHgUnEop263heRTMCjXXJ1X4lWybkOIsFfjVZKeM51WJK2VMYynFz8RbKWSfiKAX0E1iXo1K4ZMTNMzcKpPMwsd7JGQvB+8Q0TwCklvAtYtKPLxCD4tYLiZZFRQLJ9/GLbEISFZeXrmQ4CnFa/kUjzxbJaZY5FSXkqoW0tz8wkphiYxH9JQS9KISA59hZ2f6lEQ5O8fKyjMy6VZOkYWRY+EUWwV4O5fgUOZq2XgTI9fMy3BKiBohgVs8Q85lV/lr93Xs/uQPfxwdl+S6wlgs9k06wg1fL7kpQjLdKUlgiesJ99GR4ZGRaCwWjSUTpkYn+L4z6OOAoVqam1s7OnoHhgAAQRQOggCEYggC+geH9u/tkPJEre272nbsoLJY42gu7xsbyuvdt6/L43fa7fbz587CAQRDoCCAAIZi0OkwHAjAcFfXvuHhCRsq8c7boZVW2fpqt89hX1FV11BuXGKxL1N7NlR6lcriKVOm3o3DsadO15UU+wiZNdISvYBrZ+YZuDSXkGijM13KfIW6yC7I9CkJZaISS9EcLb/AoZSU8wR2BckoJpmpeL+gyCKjmAUFlXxChbjEIs4rV+Y6uEVyVomDQTbIF5arc8uFRJsup1JXXK0i1ukzy5iFVWK2S1zkF+cY2fQKldivzXZISV4RpUyY47BSvSKmW011aElmjahMIXTomCYdvUZN9NhplTqGTyeuUBH4fJ5bwlBqCCa9oFrJcOgpFSpZnUamFxZZpDIXnWJgF/C5bIuIqJWUWOU8hYRpEGc7tHSdkms2sexSYpmCa5LxtIJCt5xhFJMdMpJLyTYICSJGpl6epVPS7AyyRULWCor0zAKtuFhJz9ERsx2cfAMvV03Ba4hkEz/HwisuY+Xq8elKNtHEztcyiDoO3SzI1qvoGgG5TJwjFbLKyAW5KTgalXLyxKsXL346Ojojw9F4Ij5y7caf0tElhLFY7PoywFhypi+ZwTAyMjJybWR0HUw8Hh++OjxeGapjd3v/UD+MoAABMEBhEEQANnBmqGP3fjGfv2d3186d2xhU+jiLQ4nFOBzOXVHV8eDDPn+lzVo2eO7XKASjCICCvQBGIBBCEAwOnHqga+8EQyUSid+eP1ldoVq5onrl8roVPne9y7qyyu8x2ZZVaRuXeh0GRdriO3E43GwcjjRvroqTqWVS7FyKSVgkExfZhAQZL1elYPrERKmKoBNnOcXpCmmhUrjYIEjVMEuMKpJOwjTRCAY+QSekm/k5ek6BRMfUSktMXJJDQLUIaBpmkVXFNegYWmmxlZzrsDCMMpLezNQZKPZSermIVSbFV5aSbByKUcyyyOlGTo6BTXWXMpzSIm8puUrP9pRyyiRkrYDl5jJcRqpDSCyXkM2cIiuPXSlgqqVit5RZJs6ziNl6Ot7ASjPQCqsFdBuzyEwjuXkSv4RsU+Bt9CK3mFgmJhh5VBuXaacQjUKinUdz0vEmBt7EJXuFQruYbGYy5DyiOC/NyCwoZxCsTLpLINTIC91svIfNcvBLytkUH41ophaLiTlqNlnHwGvZRVZWsYxbYiDO1xcV2+kMI73AQMmyk4s09PwKRpqZQ9Mzix0CvqY4S5kz31GmWte07oN33x0do1EbKplPMEpA0Rub1V3PhBqOxm9kkMdvrAe8duUHHIVxwFDNzS0d7a0Dff0QGkRgGAAUIDBAkIHBwc7OvXyRbF/r7i1tW2l0Wm7OuJnL0+v1ErEIh8N5/BW79+z1VVRZbfYzZ9/GEBgFEEBRFIYggIEggAOn9nftHZ6IQyUSvz4PNTaY1q5wNK9YutrvWuo2r6n2LHHrltZavHbF/bX+FVUuCYty36wZOBwuc850VkmKhVag4qaXsjMNxHSNLMfCy67mFqlLOSpZsV2NN/CKVKKFFmaqklysEpWUcQs1gkI9K98pYhjkRSZevlXJtMppRgXeIShwSokWToFbQTQIcyysbENGhkVHs/IoRk2xTs51yJluaZFdgvcJKW4p1yWXGmVcl4Zi5rCtfLJTRnIJWG4x2yWmOcQldhGtjs/xauhWOadSSXHL6XYxvVZA0SgEFjG1QkWtlNLNHLKNX2jiUes1Sj0rx8DEO8Vkm5Bsk5VYOHgXj2LjEd18iltMcrDJCnaWhV1i49IdHJKZTbMoCQ4J3SUiKIVsvZRg4heWa7g2VrFTgNfJaF4J0SYiOyQkl6jYKSxRC4pktCwZm65nkw20IgOnkC8hqfgFHjFexaVq5QQTm2QS0GQiehknzS2jGXglemZWKblAQ8sy8HNIWbP4lJL6SseRZ5/5+A8XfnTwxpBPknK+N3MXj4+Z+xsjveUZqqW5ua2tYzDSj8AQAD1BGMIQCEOhwf7I/r3tPIm8s6Njc8cOBoM+HiPlPq93b0eHq6rGbrWcOfs2AgCGgCAMhYIBBAGhMOg5nczYnGCoxK8HkGaPrGXl0npf7Yol5auqnRUOz4q11oYGz9L6FTUW+0p35eZ19y8ttxfmpE3C4aZPncpfeLuBW+Bg5alzF8o5DKtocSU51UShuBlEv5CipOQY8dlmAtmEJ+q4dB0710xK1VOZflqWk5RvI5PKGQUefn6ZvMRahHeKF3pZ82r42SpKgZ68sCJvgYabV85YaOAUWxl4Ny/LR8AbpCVlPEKlprhWSa3iEH3SApeY6JQUOYQFbjHByxN6GAy7kuBU4p06gl8vsVk4S/WcOgvXoqBXcbPUBkaVlFdllfqMDAef6BHRTJoSl1xi01CNarpJTHEq+WWlbIuCb5OwlcxMs4BtF7IsaryWT7fyKQ4t18mnmWUcnSRXTSnwMvAcNtGuldrFFKWJq+FkGBX5ThnXrCHIpcU6Zq5ZmmOTMuSqXLOMJhMSpWK6XlKilxFksgKbuMBupImlRKWwQMmkSDhENjVLL8002hlqRZGMs0DFJ5QKsgzaRXoeUUdN1TLvyMq9QyRmPPnYo0892nmwq+2JZx89+Owjv3zm8aeffeyRX+zd1tT8wLbt3YcPffDRx9+mpeRGdvF4/Afm+BLjhaE6Otp7B86EglAQwACGMQDBKHamv69z7wN8Matj346Oza00Jm2cxaGu50O593Z2+v1+h8P69pl+GAsjaBAgAEFQGA0GARKAeia8vCR+905gaW11c33F0obl66v8db6aVdWWdeXWdV7/Gre11q6vdlqrzc5VdlelU+eQUWfPumMaDkdNv0PBSSljZmloWbr8hRZukUWBN/EyXeIiu4hdxsyotGbpRCSHuNAmJlpYJDefZRZn2C0lUlGxUbZYwitSSxguFcEj51sVAjU1S6PKEqmpVlZeqTtPyy60l9JVFpq6jGx2slRSusrFdTnFRjnLoZE5FRSzkm7VEvQqmlZYYDGUWAwik4Km0jP1cpZaKjDzCtV6gd1AN1py7Xq+WyAzSWl1ekq5ialQCC0iktet8lAZCinZrKFoZAy1kKCU0nU6mkqYbVCx9Cymis4wSRhqYomJm8sqKSrjcGw8vEHANrMLpYwCKSXbXZBppOXLhIs03IJyXp6Sz1ET6XJ8PodYaOORqmj5YvwCU0GJj1akKMmwFKbZqQWanHRj3iIphedi4Y3EbBe70MwhWmmFS6Qca0G+gJQtIvPUjBI+nWEkEXQF+fqczDJWiZ+82JKVgl84iz51CvuO2xgLcUX34Ipuw5VMxjHuxpWkTCmaN0lcNI9NJJQpTfALJy9e/OLGCuXrHPWD212NA4ZqbmnZ3d46NBAGMAyjYQRgMEARFO0bOre/o40vlnZ07t21ZSuDTsvOyR53NpTX49/T2VVZXl5mKRs8+xaKAhQFGAIBBMAoFkLhU4GJubzrONP36pbllTtWrV6xpnnDxiXNK6qWLvHX1/iWuH1LPFa/v3zpEkfjetfamsplPt/qSm+1wZCWm4PD4e6cPIWSeZeena4SF3JJqVoGWcTKlTFLxJxCCSdPTZ6n5hTrKDk6ZraZQdWyioXsLB0v28AqMtALzaQcHSnXQsy00fByHkVCzFIyis3sQgcb75bjyxVsnyLTzqHY6PkecoqGW2iV4Q1kklFI83IYLindJmE4RZI6Ed5PYfk5bJeIbOPjyxk0F1ts5zNUYma5iO5is80CQjWe5FQLdSW5dmaurShDWFxopRcYBQQ1s9BKzbQwMmzKIo+c7xIy3Xx6tZxrY5L8zKJqIb9SQHYJMyt0/CqD0Kku8plI9zt0foN8uZ1Z67bUcjlLJaTlDFIFl1EtYCpp2aqSTCUh01iYLchbzM2ah8+bz0hfwEvLJi9OpS1OoeYvLElbSMtfSM9cSM9dWHDv3UUpKYSsBcT0lMX3zipKm1246B428Z7sxXdT09Ioi1LyUlJZOelcBiEHv5iwcJGykJZLJhYzRSQ2lycQSoVko0xqVUj1YrHJ4bD4feXlvkp7WV3Nsod+8eSlTy8mRzYajY0Mj8Sjse8Hy8cBQ7UkVw4P9CEBCEUAiqEICgAMDwwMde7bLxIKO3ftat3VSqfTcsZltoGvbf/+Wn+Fy2Y6O3QGwVCAYlggAGMhAAM4FIZO9+zr2j/h5SUSibeGTm2td7fUr19fX93YUL9pWf0679JNy6s3VHrur3AuLbc2uD2rncKNS/xrfNVLykpXmG0rKyvYpJJJU6bMmHFHZtECH/FuMXWRjVFiEOWUmdKUBSUWRnopbZ6OVFLGzDML8vyiEiOPKOVml5IzzLScMn6RRV6gYZDKaJlOWaaKR/RI5upp80qlxVW5C7QKajWvsEKYoRYsVgnyK3g5El6qWpm9VFFiEGYbRASvleA3k2xKsYsnqFBTtcLFJgFVI8TbeUUOCd0ozddwSvQySrlRaNVmltJLbGqFvZSpchepuEIHLadMz66waB1mubqUqSqlW+R8r0npVIh9fGq1jr5CI6xVaCs4HD2FrZVyzUSSqihTkTdPULiocO6c3Nl3F8y9PS1l9qLb7ph/27Q03J3zZty+YPqsO3G4qTjcNBzuvknXv+d4551503HTcZNwuJmzJs2cNWnG9Omzbp9+2+1z580ryM/Oy19YSOSJ+fL0EgLdqBa5bVSRWWk1VVTVVtWuXLO0bk3Fxua69U07Wht3drVs2bm369mdXY8deOTQA48feurgC08+feTYiyd/9Svsuaeef+n5QHc3/Nzx1w4eO7J7V9eO9W3vv3P9U1exaHTk2kg8Ho+NRL+f9pk8uIUZqrm5taMzMjiEIBgEoygSwAAMUGTg7ND+9jauVLZvd8eWju00BiMne/wxlM/v69i3r7yqymxxnD93BkAQgmAwhoXQAIbAaAA5DSETu68kcRZ9fX2Df+Py6jX3V6xavnzNEtf6pZWra2vW1doal9lW11atXbZ05TJHg79mXd2y1avLa8vsa9z+xqUrtGWcufdNvxOHm3vnJG12pkSYYxTky3h5emqBgZlmoRPkTIKcQ5RQCSJ+ro5D0ghLRJIsOb9IQ0/XcBbr2HidEK+kZki5uXoRUcIs0HCKrNS5utJUtQLvIuVZGSUmeYGeSzWI+U4BTS7OUnPyZOxCHT1bwSzWUXL0fLxZiveWiit4xdUiqlMirRYSypm5+sIFkuxUekFKYcECfspdxWkLBNmL8QvvKk5fmJtyT8acaelz7ixekJs3756U6VPvnTR57hTcbTjcnTgcDoebjMNNvvHV2JQpk+bMve++qSnzZ89PmTN/dsbiQjyFWMwpLmLSmVK52uoyV7uNfq/D0eBfVrlkVUPj6vu3bNzR1L5x7aaHH3h4/wMHnnzs2MFDh5569vnDh149fPzlE6+ceulXwdeef/1w98vdz7x65OmXDz9+7OmtXU/t+sUjmx56ZFP7noaNO2tWrqyvX1m+tLa8psbnXurw1Tkr7CZrlUZtURjULKGCzZayhXwak0EikYmkwuziwoWpubMXZKTMWzxn5qKZ08GrryeSy4Z/fOPj8cFQ7R0d/QNnYDSIwhAKYAQDCAwPDvR17e0UiEQdHXu37txEo1PHE0PpdEmG8vgrOrv2evyVZovj3LmzKAJgJIQCFEVggMAohgZ6Al37uiZsqEQi8TbycsvKqpY1y9ZtWLN+Tf2GZZVNS5asWeJdV+NY7nc0LK1eXeNZvaJ8eaW3oa5uzZrqJS7Lcrujbolxlb+s3qQmF6bjpuCmT52Rt/BOOTFFzSNq+HgFJ8vEyZex89W0TD0lR8Mu1rIL9YwCJSdXwyu2k9JU1HQVE28TFpYZCGpBsYPPcHGZJnyBnlpo488XU4vt+CJhdhq3cIEke7GwYCE+M526+N6S7HuzsxeWLE4pmHNP7tx7i2fflXHfrMx7ZmfPvD0rZfaClPSiOSnF89LxczMy75mXNnvhvDkFJXkZs+dnsnJZDCKDyxBwJWohi87ii3TqqrLycmtFpdNe569Y7q6oWbuqpWlb29Zdj+7Ze6Cj68C+A0cf7nzi4FOHn37imSf3P/3Eg08/8cQzzx58/sVHjh/a+9jRh088+3D30w8efnb/swd2P7q/9aEH9z/6SNuDj+zq3Ll+66blGzY1rGioWl7vXba8yl9ltbs1dqtUa5GrDFwli0imFpQUZxcWLEjPmZ+ePWP2wmm3zZk6aw5uxjQcbsp/9yvck3C4WdNw99016eQLLyYSiWSS1PVo1Ljcwa65ZXf7rqGBXhgGQRRCEQRGwxCCDUT69u/fL+IL9u5q29a6icqk5ObkmkzjIw6l0+mS2QblXu++tlZvZbXVWvbW2UGAQhgSwAIIhGAIBMPhyOmJvQ1u4O2BwNaGmg1NK1auaVi3rGHN0mWNNctbljesr/Su8VatrFuywuXctsS0tqa2obpyTaOz1uOtt3iqq21Lvc56b3XTKruUXzj/7uk4HG7ubTOK772tlJQjoWZJ8lP1RfeIc++VZc3V5N/LTr9PPG8eb+E9pLS7ufPvY913Hy19EXNhFjcnS5CXpswv1uUVse+9K3fO/MLiksW33Zm3MJNeQCItziWRKXl0KoVBK5WKeVyxQKRQGnR6lanSu2HZ0rpVTeubVu/a0rxze2vXpm0PPfHY0Uef/NW+x9449GLgmZdPPXH45IkXeo6+0vv6E9hrx3tOHHv9xDNvnnzhV0cf+uXJY6dOnHjz2C+PHux6+plfPPFU16N72vY/3nng8c6DXdvaWhu37Vq7vclXVWfz1Ff4y7hSBYstKcbzsxaQ58/Jnz4tY/r0OTOn3DFl0tQpk6bgcJNwuEk3aGLSP6ORn4TpY0hnGg43+du0NeWGZGxFk3G423GT7po2ac6sSb86+mLixpeHYz+yAd44YKiWluZdbZ2DA70AgSEIRSEYRVEUQfojA/vad7Pl8s49u3ftaKMx2TnZ4y9S7vH5dz30cE2512mznB0aghAERgGCBjGAQFhvKADBPaf3de2f2B8qkUi80//GtjrXxvUr129cvXKFd31VxcZV65tXVbbU2RuX1N7vLttYX7X+/vtXr1y3rra6aWP5surahqqadY2r6mqWrnKWrd66eqnbvt5dRS8o0EmZ06dPmzdjFpvM1/A4ZBaVyVNwmRK2UMAWikXSUpZYJFCZXZ5q3/KGmpo1tooda+/fUt/QsnzrU1vauvZ0PfrEQwefPnLq2cOvvPYK6H7xzRdeC5w9d27Pll219etP/gpGAmdeORU53dN7+iR6+tXAG2+iLx969fUnn3+y65Gndj74wNpt7VXrNjvsm+VWn1xdzuVrmEwRgc7FU+hF+JLigoKMLHLqooz0jKzZ81Jnz100e849M++6e8rM26dMnY7DTcHhpv4rIwWHw02/QRj34qbci8PdhcPdcSMINQ2Hm4HDzcThpo3RH2WQKTeEMyZNGj2eisNNHaM5Oanw7XsnjXE8R3VGf06+QWozcJOm4XApM3Hg5Otjxzcei8ei39sA79ZnqOSXFCIDQ0E4ABAIQwIIBmAkOBiJ7O/q5PN5nW1trVs30xmMnJzccePlfbO3gb9rz16/12+3W88NnQFoEAIhgAE4AKFIAEHRQADq6uqa2Kc8kUi8O/D6rnrPpqbm5pbGxjrfhvUNm9evba73ra1xNy2tW3f/knXLlqyru85erQAAIABJREFUq9y6fs3G+qWbm1ZU+csbK2qXVNir3dXLrf6NazZV262rq5daHfXrVtRVmxRz595l0Hq6f/nac8fRX7169s0XABTof+PN0KtvYi93v3T86VdOHX7++V88c3DPw3u2tj2++5Htq7etWbFx/ZLGltpVFc7KNW5/jcPrVumtGoNVotBS2IycAnxqUcniPGJ6dva8hXkpcxfedWfKtBlzbpt2x6Qp02+8t5P/x/bLWCKYekMyFYebOnXKjCmTp+NwU6dNvXPS5OmTJ8+YNOWeqZPumTRp1nRcytRJk6fgpuAmTcfhpuJwM3G4qTjcrEmTptwocAoONx03aQoON33KpMmTrktGa5wx6ZtWJw+nfrsl38GPPWNSPm0q7o1fvZ5IfGsp3/e/kz4eGKqlpaO9dWBgEEAwggGAAAjthdHgmYG+Pfv2CUXizs79rVu2UBmMnNxxxVDJuTyvZ8/e9kqvv8xmHTp7DiAIQGCAIhCCAYAEQ/Dp04Guff9R+0NFo9HYT0M0Gh377aO3++Fdq5Zsb9rY1LJ208plmxpXNt6/Zt3y2nV1S5uWrVy9omFd/dK1q5dsWrF6XV3N2jUNNdX3/z/23ju+iTPPH/88ZWbU5d4pCZCEUNyAlM1uSEhIjCGQZJPbliUhNIdug23ciyRLsiT3XsAQShJKKhjbmiq5F0iy5Xbvbsvd/ja32ZK7lE2CQd8/ZBvT2f3ercP39Xu/hBl5Rs9onpnn7U//pKWkpG58Yevmzelrt+wp2LbzxbVbXtr0w7Vrt2/cULTlhaV3z7wz9N7lCcseu/+hJ+97ZOm8+KULFj8wN27xzDvmhkXM1IdEaQ0hmNVcpar8X2KyhjUhm6jQGAHgay17PK40Td5LxjnCv4vBiGLEARgwZhHSEMRhrFchgwarMNKxTAAAUSEGYxUaE6B0CDGXfzE/eXHokiTlPxEz+SC41enA41dHLhfBAAAD0/5ep2+8ud7tbCnPybGYrb3dvWIXL3lkQZKlLl6W3d1D5xylzgeXPuq0OYqL8hcvWnx7dVIYY6gXX7CWlax9aeP3nn66/9xPRbco8rxbVBRecCvdkld2n+koc7q+aZbympqajRs3pqSkbP5bsGnTpueff/7pp59+5mZ47rnvPvvss08//fT3v//9n4+nff3zsNuy64WCHXklmXuKUtNy92Rkbt+ze9f29C0pe1Iyd2duS8tM25WyO39n2t60bXs2rd/8wuYd27ft3LZp+8Z1r2zcVrgnN+Xlf9q0eVvKj9Zu3ZyS9srax5YnzVAx11tdNwb7P8RYdJLKdk1uugL+Y7hx6cavsqkRUgMgjPyMoEeEBawmhCEkjJBgBFqEGESNDGICECKIQcCOf3DydYyNOf4rCkBYBJq/51JZhDAAO+mK0BUSGWXcnW6fz3fh/Oj5r0fHqtrdnpby7BKbtW9gwMO73ZJHEARJ4CXR3T8w4LQ7Hn54aUmp1VJUsGTx4tmzb0OGWvtihb30R+te+Kfnvjs0dFaSZUFSRFESeVEQJFGU3V3+fnnfLIZ64oknMjIyjhw5cvCWceDAgYMHD546dYq/BThs9rffepfneUmSPvnkE/9Jfz5wyr57c152VlZebnFGSsb2V9K3bMnesTVj18a0bVsz0rbu3r05dfu23NRdWWmvZKW9suflzbm7tm9N/fGW9Zt3r0/JTU3dsmFTenrqxhfXpm56KePH30tavSo8RBWIqJ6gS0sU3ciKfGMFDV2uCsH4EkUA+KpBJ9Q9AkAAuOsYbuBa26pxXiPjb8dohQNCx96qCQBBOoY1ckwQQ3WAg1mE1chIQIMAAahuJgipwK/y3fioa8/DhOiExueBXH4VLMadp874fL7R82MNqUbPn78ts16yc7JtFnN/T48oS7LIC6IiSB6JFwb7ektLS7+17HGnzVFcbFq0ZMms29BS/uMfr3U6nS+s+/6z3/uns0MDgiiLkiCKbtHt5nlJEfhOP0N9k+xQFy9efO655wYGBv73TvGTD3/+6X9fWbL6J552187NJYUWc2bu3tSte3fuyNqZWpK6JWt7ata23bu3vbx7+8t7t23MzcrK3L0tP3VHRvr27LQd6albc1JT927fnZ6XlpbyUk7qzq1bd+zevnPPcz9MXpM8PUwXTomBogmyQBjdYOWqx43H11uZeNyrNQFyHcc8Hdd96OXG76slqevZxSmACiEGAGPABKk0k3gWAFhgWQhg2DAtOycI3YFxpJrVBdDpmAYRrOWQmqIwhFYxaDVBzzL4OQ5/n0Pb1LhIjVxaXMDib1GsnriwvwvXJFn/eGpGLXZJPp/v/PkLfl/e+Wv1Yb8dGCo7x241D/d7RbcoyF5elGWxS5LE3oHhsjLbsm89VGG25JuKlyxedJtVsFu6FAB+9NLa0lL7iy++/Mz3fjAyNOQWPV2iIimSx81L7jMdisfd2VVe/s3Ky/MzlCzL/5snGb1a4D/b023ekFKel2/ek1qUnVWwO6M4Nd2Ul5+9My1/S8aejdsyNm/KePGFzE07sndnW4p3ZW7YkbkzLW/3trzU3bt2pGelp+1Y9+OitIyNTz2+/ccvvPjU99asejZGTzXjyxAAmJtJDOiqt+iqt8xVK/OKY669khEgijABDQIOXclKLIAGgQ5DCEYxAAYAAFARdahKG0BAi8GIYbpe/RhHtnFkp4rkqMl+PX5Dh09q0KAR90wjGwJoAosZFhk4rMYsQ1AChRINbtPgvxjJvxvIH4PYP+vRZ0bsC8XHo7m0QFKrIyHjIuHfx1EqhNirCNcPNVWJnaLP5/O3vPJ3fLktZaic7GyL1d7dPyzxblk8Iwlil6QIotjX21dmtz247DGHzV5UVHSbanlrX1hb4XD86OV1z3/3uf7hDyRJlEXe3SXKkigKkqAo7o6ub1rWyz+Aofp6pC+//OsVvxzwuk2pKa68nILC/IK9qeb0NEt2XmlGmil1Y0Fabs6e9MzMXYW7S9JTMtNT99rzczO2Z+Ts3GrP3VKYVZS9bYvFlLF34/b8rWmbN+/ZvX1n5g9f3Pnyj4wcBN+C9ed6uKY+ODYaiwBfko+uPowDpAMUDRACoEKAEQAGwiA9ASOLQI/+ieIaFSpX4ZoQfCwAv6fGp7R4xIiPB3MvabmVKspSGsjQEAJGHQojaiNDnwkkH0cTXzjz31Hsp2HcF1EqXzgdCcTrA2ldEHlIRw06YsRg5FgdoPtV9LPpONWI6430bBBtC8TVBsZhVKUGo+1qctaIC3Vo8kX9HSSFriM/AoCOcJ4OwefzXTg/Ojp64fz50dFr2ctvD4Yqsdp6B4eUzg5ZckuSwEsenhf6+vrKnKUPP7zUWmopyS9cvGTJrNtKhnr00UcB4Ps/eqHU4Vy7bv1z33126OywP6HHXwhLkgVe8nZ08c6y8m+UL+8fwFAj537y5VdfXflLj+zI2mPPzndZCwtyMix7Uktzs/P37jFnZBdvT83O2JGbttWyY5c1q6AoM7sof2fmrsyc3dsshXsLc3Myt29xFWSkbdyckbZr26a0nMx00yupm196wahCqr994V0TE+KSGkDFYqomfisMi9F0indyqIzDVg5XqvARAz5uYAQtGQhgXg8ia1nyJIPAH6NESDDLBWEMDHqKoj8a8flA7IvEviDkMyBfEP6XYLrOwLwbQNdpGIqRgUIoQuE6GsayIUCA4A06dFRL6gNoRSibFaVJNZKXOXIqjOmPRKyKhBuYoEAayFId0DUq7AslvTOwjqAIirQECMZAKAVQAvDnYez31H8bdV8dfEAuNz9NTBQAcHqV6BZ9Pp+/hfpErburHzb/xjeXobKzsy1W68BAn1uQRUkWebcoKjwvDfT0OZyuby993GYrNRUWLUpMvL2iDR761kPTp03bk55utdp+vPalZ599+uzwEO8WeUGQJYGXZI/QJXqUjk6+/Btph/pf1vKugQFFLMnaZc4utuzea8tIL96zpyzDXLR7tyknvbiwJm97mil1e3GBpTDTlLvzFVPhnvTUMltWRlrKury0/OLUQpfDlr41P2fb7syUrXk7szN+9PyPfrAuUPt3y0/XWJ9+WUmDEAfAEsB6BAiiCFToiEWNvjSgj/T4P3T4jzr8ZQT53ID/HE22RLF1WiaWpZQQNUFqjIIA1CyiWgQAL+qQGEje1pHXQrg9GlWeHv2QQZIWDU2nBhVRMdSg4sIJDmdVUVo024DUBLEIWIyBMlqqDsMEOLI5gv4xjKuPZlkdzIwkAUZqxKADSGXhrwFUDJ0wWwEDgADuYNFgEPlATx5RXTY5+PoC0cQMTMhZCIC9wmmA0OThjCquW+QnP1Sj1zJl3AYMlZOdbbVZe/oGRUWRurp4QREEURbdQ/29jlL7/d9ZWm4pMVtszz33/F23FUPdf9+S+x56yOl0mU3mDS+99NJLa4cHBwReFgRR5AVB8kiiJCliV2dX2TesX95UMdTZgTNlBRkVppIKa7GrIMuSnWnNyS7JSLNlpebk5OSnp+empxbk5hRlFZpycqx5e3Mzs515xUV7tmXv3JGxo6ilunLP9tTsjOyijL15W3ZsX/f9lB89r8UwEYV0U9w0E80/lBqABWAxaFUIEMzG8EsNKg5U7w3j3jGSIwa2VkNcMbRIg36gwYcCyC8DUQBDMCEYEENJACXBhHAcQgABGMII1mOiogQQBYDHVOhiEG4Op4hBagA9pUEcDiBsECVhRggiEMbQCEKCA2gkS2M0hOPYqlD0n0ZqMjLTNDgklIQZaCBHdAgKtPTzUC5HzQBGHGIIZTElQNEKDf4oCH8wi8yfHFKBxkKl4PrTxYw7CtC19LvJMWUUIIBVS27Jf2f9TfT8z9bVD5t/45vLUNk5OVaLubenV1RkWeBFUeoSJFl0D/Z3l1fVrkhKspktlhLbCy+/HBUZtXLlypUrV041/9wcK1euTIyPe3xFsqW01JyXvzM7z+F09Hk9itAl8YIkCrzkFgTJI7u7utzOb1h9qKliqBGlo6ZwT0VFRYmzsrwgx1KUay0uKN2705S6MzcjzZK/Ny1v057UXSV5hUVFWWnmnIxXdruyd1uLs3Iz8jO2pzSWZO/dW1Bmyc/O3GbKyUnftnPDj5/X0Esu/5uyzy263QkgHWCCQAsIAJYQ9HEQcy46cIZWO05jY/Haj3LoT4H4DT1hGMSwoNIiFuMgymkYUCEg49/JH1hECDAI8nX40zCyy0AAkAGRSA5iKI7U4WgNhHFskIGdpuLu5fDMKG4mh6MDsIGgU3r8X1FMpgbPMZBpgWxIEBfIYgOCI0b63xHc/RQAIQ1wKo5jWBaryG4DHQ3BfXPU4eobZ9f8zZgsUxmCVR5Z8N/Z0dELfjP5bZs5bLMMD3gFURDcoihKoigJgix3Dx5qO7hz1678Mpcpr9BSULAwfuGDDzzw1FNPTTX/3ByrVq2aPWtWxp49RcVF5pzs3a+8Yiqxdff087wgi27FK8mdnTLPC27+DC86/38tz+fz+XxDHYIjfXdVuaPMnutKzylNzS7Yk2bJzs7JKsjPMJnTM7N3bLXvybXnF1nSd1syszO3bzVnbrbl59oyMwu2pljzi/NSt+bsWpezfas5taAwZdvWrRvCGRJ4ufYxsZbo5W+NfhnmFhAGKBhhAmOJI+so+iSQvq5DKgBAgFRYi9QYECBo0+FRA94XQYOCqJqF8EhKggnFSB+EGYqAIAYjNUFqLWUQQhgCOSyGMH+I0TyrJgCgp6AyqKhWHRUIAVqiC2UDAkm0DkVEMhojY4zCxkiyIIAMROLPIsgPgtWztGzgHDbAgDgOaQH6QsivI1Rz1AAqpB5X4rQAJzTYN4PURrDwNyYYXzfyHgGgsb8EEwdEBQZ90Dvg83dSuHBx4nX1w+bf+OYyVE52tqXE1j0wzIuy3NUlCJIgeURR8HpEsbNr7Ysv7dqSYiouLrWXJievmDN79urVq6eaf26C1U899cD998+ZN6+goKCoqCjbZvnOdx5ubW719AyIgiAJvMhLIi9KHlnqEoSOM5WVld+oiM2pYqgPR/qr8stfrSxtdBTV2C0uU2FVaVaV01VmLikzW+yWQkthvsvmqHTaiwvyXJZ8Z1FRQX5BQeauUnNRcYG1vKwsa/26ypJyR16xJb8kP2Xb7pcf03EMg2+pjgi6ZZcfRYD1CAUhwIAQNBrJXwJIhkENABxFFAHBCDAKR2ggnJyPwjtCMWZZjsHBWqwj5A4OxTBIyyANy2gIUak0gZTVYUwA4tX4P2fr/j1C9QBGOkCBFAWruemYCWWxnjARQEI4iOHYODUz20DCCBgI3htGvwpGQzNUC6J0kZiGqtjZKowxrNeiC9MYKYCqxjLsxqgjHOMP9PiLGNUGNQW4klZuDOaGUzSRP+iHPkyvSB6fzzd6ftTn841eq42C77ZgqOycHGuJpb+3V1JENy+JvFuWJFFSJFEYGT6Xsjnl/gcfMJmKzUVFqdu26w3GxMTEVatWTTULXRd+PTQkOHjFk0klJlOxybz5lR2PPPKwLPGyLLv9OXk8LwqCIgmSLHd0uIuKir9RmcNTJkN5xJLs4tbGprqq8gq7tdZuq3I56yrNlaUlDktRmcVUVmyymKrKLXaHrcRc6Mjdm5eekW3OzXM5KkrN5rYaiy3dWmez7c3cmZVVUJZlzsl6WoOvHQrwd8OfYaeniFUjDYJAACGAfhJE1wUziAMtAR1FGkwJwLMM+jIIfTWDPq3FesSqWDZIzbKAQwkJpIjBoMeYwaDlaCCDAwkgFj2tRp9PY0cCmbsoE0BIGIIwFbrDQKZzbCQDMZSqVURrYGO0lMWYZTGowBWOfDMZ1zy9WsPO1OLZwSRKTQGgLJJ8PIvZG0wTtbCGRWtVeKcOF6vRSxRl6dHAXVys7hpsc4WUdBm1I0DXnEc0lqQz+bMqjMLCgwd6+33jHdVHz4+Ofj16da3y24ChcrJzSktL+wYHZHeX5BFlUeDdoizzoiTJvCh0tT+wODG7uLigyFyYn6836LQabXJy8jdW11uzZs1YJNS6FywlVrvd+vCyb5eaiwZGhnlBlEVeFAW3u6tbPiOLvMwLZzq7Vq9Z88UXn0/1fbiEKZOhvN2WfFNjmavGld7qqm50VdvsxVWuikqz02EuMFlzyoucTUU51aaiWmeJpcBsK7A5C+w2u6murLjVUl9flWPes6mtrsWcubc6O7c4O3tzwTMGBP9T0QYTUAHSA+gICtLjBA79Ogx/Gkm+rSUIgRZAjTADHKtDqSr0VRjXHaaayTIqilUMYbWgiyRhLBPAAkKgAghFiCIUSWkAA6CBvSrkC8evBpEADukphGI2kFXHhOEZOlUAg8Mxa8RokQ4vU+HdGmRSo60qtCwI/X8Pa6xzCBhQaABzRwjBGMI41BlN1wUhlxZ9EYM/DcSfB+LPw8gnIeTLcLJdRxboSSAD5IbMfbW3jl6V9ONnJUaHNOylqA4KYCAk3Bg+0DPs8/m+Pn9h9OvR0a+u0c7Td1sw1M6dO/ekZ/b1DXbIfYrolkSBFxRBFARJEgWp2yu9vG7dj178sb3Eaioo2LR16513zrpz9uxvpsl89erVy5Yt0+l0yx9bll9YaCouysnOWRA3r66hZaCvT+RFWRR4ycMrPZIguHlJEGW+sz03O+urq4KDphBTxVA/9cq12ekHqqrrGkuq7cVVpVanxVTltFWZssvNlWWl5hpzSa3FWlFors4vNNmKTXk55Y7C6mqLy1bSUGKrqisvzM1qtLpyCrPtRfmWXa+kZazScgRPWlQ3dahPHHaDxcsipCFYQ4CwkKQl/xVJPplO7zJwQMil0Vk4GIB9IbQ+hALGWoLUlBBMtMFkupoNAVAB6CjVE6pjiRGwGoAAPMCAEIb3hnBawgZSomeYEMKFYByoRfEsytUjJZr8MhT/NoD4orAvmvgCcL4Br5ilemCOerpOtUDPzAhQaTXMfBXO06KlGP8iiv1dCB0OIF1BmjN6cjyY7g3DDUa8XYspIfhyy9utJDZfERKFx38y/ghWdGn2wgzBw95Bn883esHf4POiv5Td1Q+bf+Oby1A8z2/Ztl0UJMHjVXjeLcqCKMhCl8R3CZLc3+fdt79t/t33ZuxMLSkoMjtdu3ZsZ1Wqe+fOfeaZZ74h6t7KlStXrVq1Zs2apKQkvV6fsHiJtcRaWFxUZrYmJz354P0PSori8YgCLyp8lyiIoiJI7i5REHi32NXFt7W1jV64RsrSVGGqGOqDwe56V8W+hsp9LfllTld9VVVDrau52tpY7qirKC+32cospTWVdfVl5VXF1bWldnuJtcplLyu1VlVUVNhLbKUuu9N1qKVqj7lw797cgvSsrOzVLGAO/s7yBteDGhCHKEGgxnQPi34XRCtCuVUcfZSi1RSeIWgjh36kobuCaYcRm9QIYRRkJBwLFDCleCaBaA4Fq4kRgYFBBhZFUQimmMUIAO7VkfsCSTBlp7NMCIEADNM4HEjR0zos3Ul/PZ3tC2A6g3BHCH4nCNkCmVwjrQhHEdGau4PZWUZmbiRnoOpvMdQ3E1UHM3ep2GfVNIHgIEalBaAAu1X462mq9EAEQFhE0OV2qJuqwxxcYzav9jAwADPCIt8f+cDn8128eMmRd3XQ5m3AUD6fb8v2Hbwod0sdgiC7JaVLlCWhUxbcnZ5eryKeOX1q+ROPLV32qLXYVGw2WeyFP/j+DwMCAhLi45944ok1a9Y8PaXwE+Xjjz/+8MMPG3S68OjonNxsW4HJbrJs37XrgUeWHT16YrhX5EVZ4GVekCSRl3i+S1Tciuf9/v601J3FxcXXq54zJZgqhjrn6a8psLRU1VeVFDeXVrRV19a56u1mu83mqC5xlO9NL88rqrJVVdudtZa8yqoSl6m2qthktpbYzdVVhRaruagx39paanVkZFjyTK69ZmvRSxwghP+HfeoMAvWYfQu/qKHPqNARI/kPLfqlBv+rkfwxgHyiRZ8Fk4oZxiUG3WyCCIPUGswQrCWIapBOS6iOqFisMyCVlqEqRkMJhxFl0Lc5dFzP3KtlgONYI2g5ZAhQBbNEE4EIoAiM7g5D0XocFYjD9FijgZk68p9R3KkZDAqHiGg2Wm+MMGhIAGyLRl9GETmIA8CTZZ4QhPqN9D/CmKVaRDBwV12aDtD16PwGYWX+rEP/ERMcNz006mcjH/ofJ7/0dLUjz3dbMNSFCxe3b91ms1h7zw7LXWckgZdkURJ5gRfdvCQJPC95hvv6M/bsueuuO3PTs62lDpPJ9MqWrUsefFCn10dFRsbExETHxMRER8dER8fEREfHxMRMvI2Ojr5se3yv/yMx0RO7Ljv+0mjXGGfigOiYmOiYmOnTYkJCQrQ63axZs55+5tk9O3ZZzUVmp+vBb3976UMPnTxxoruvV+ziBVHyiF2CLPOSIrkFQRS7Fbfc3fvggw+1t7dP9U24DFNmh+rtbbRZjjTt299U1Vpp39/Y0lRbXe8qrTZZmiurassdDWWOBoezwlFSXZ5T4SivcZaWl2TXljrLnGXVjpJX21qrnNYqe3F25g5HVoFtZ1ru3uc0AIjcki9vbHndgj/PAKCigDgIBNjE0XhG5QnmvpjFfDYNv68nb4aqT04PfkGPszgkReBHNYhQCKZITWgEQZwaBVCqY0kQQnqMOIJZTHUMRQDfwvBJGBkJotM0mCJiwFivoiEMjWBQBItD9UiLAFTAqiGMIh1FAGBS0y+iVHYjE63Hd4ZyCzU4Qo1VLMoLRr8KIWYt5hACllAgGgAWYBFC/6rDPw3E01msZhDD/A0uhJscOp4ThMcPvnPGzH/5+S8mP1QXL9yeWS8+ny8/P//x5U8ODA0JkiwIIi9IkiCIAi8JbokX3XJ3T09v++lT9869e+69d+3YlZZfmOu02bL27n344aXR02dEREREhoWFREeHRUWFRURGhkeEh4eHRkeHRkWFRUVHh4WFRkaFRUWFREVHRkZGhYeHR0RGhEdEhoeHRUSGRUVNvEKjosIioiLDIyLCwkOiosOioiLCIy99NiwsNCoqPDo6Miw8PDwiODomKjIiMiw8ODo6Ijp6UWLi+nXryisrTSVWs8WU/NQqnU5vtTtHhs/KkluUJbGLFyRJECVRkGXBLfOdXm/Pe++9d9/99w0PD0/1HbgMUxax2e9pqaw+1HLgYGvTwbr6fY0trXV1tZWmqlJnjbO80uGqstr3VZQ3lFeUmYrKTLYqR2ldWUmj3VRWWlpdZmmostaXuJqdLqulsMbqqsjNzc5bxQIYCL2iWMqEOHAldV3ueCeXl0CagBpAiwkgfAeDfxXJvh2iXczSBTq8QINmATJgrFFzK1Toj3r0yT1srJ4wFBkIMBgitIijNAIxBgAVAi2ADhFWhVUAQKDEgH0R5IgWMxjrENZjpMM4GJEQDY1CNIJlYwjVUxquRtEqrDYCJnAmhPk6gkkzsDEhTEQomq1iwtQYEzgcwvxxpjZdjyhCDCYUUY4AJvh5NfosgunR0XAtCTRif5wYvn75l2v69SYqapJJ5a788LtNEQIKcM9d837729/77+yF8xeuKUD5bheG6unpmTt3rvu9t8XeQUGSRXeXxAuS2y12eyS3W/JIvJv3eHvfevfUilVPqbS6HVu2FDldJkuJ3WQ2220Om6XE5iy22UqcpU6b3Wa1ldgcxTar1eW022wOe6nJZjeX2kpcLmdJSYnD6bSarPZSq73UZjWbHM5Sm63YbispddrtpZZSs9VucdqtZofTbnOWlBaarXZLqd1S4XSZzJbSUqvNZSstspWaLU6XvcTmtFtMDpfDYrNabSabvbigMNdsWvSth+bMnlNf39TT3S2JvOiVpa4uQfQIXbykiIIsiW5RED193r6Vq5JTU3dN9fRfialiqD5vd4Ml/3Bz2+H6mn1V1TVVzfsrm5saLY01DdVllRUOc0WJtdJhqy+vqLLYy0vqqx1lzXWOV10HKuyVlWXg3h7nAAAgAElEQVSOA62V9UU11Q5HYWFWmaO5schWuHtFIID6csnoVsQGf0Ks6qpaK2Ofx6DnKACsZtD5AHIuSnUHc9l+ADimRr4QdiRCq8dYRSGcA0pwiFqtYkmAjtUhUANoEAQgQnUEMBjV5Kd3qi7OUDWrMcagRkARsBhUKmxkuVCtOogwHCXBAdx0I5oWSiiBGYB6o8lXM/ATQdhAUYwa5mg1YaEqhkHtIczX07hdGqwDpKGIIBRINYSS3Vrku5M2GFgaQHTcJTv39ebE35HhCoa6ApPt63R80gBgQVz8R3/4001v+u3BUH/9619fevHFNSuTh4YGBEkWeFEUJF7yim6BlxS3JHv5TkEUPD0Dfb09lVU1O7dsW5CYmBAftzgxPi4xcXFCXELiorhFixITExcvWhSfGJ+YuCh20aLFCQmJCXHxixMSEuPjFiXeF58Qtyg2PjEhMT42MWFR/KLEhMXxifHxiXGxixISEhJiExbFJcbFJSbEL05MTIxPSIyLT0yIWxQfn5CQkLBk8eK4+MT4hMSFsQmL4hIXJSQsXpyYEBe/KHFJfHxiXHx8YsKiRfdFhYfHJySkp6a98+57IyNDir9KnSCLiiyIoiBJitAhi0KXoHR3e9944+gdM2cODQ1N9fRfialiqJ/0DTeXO48017y2v/5AQ/X+2up9dZWtdQ0Njsq6irJyZ3G109VcUVZWYa0qdTRWuCqrHa01jlpHqbWoyJKZva++uaLYVldZ5ijOdJqrCzMLLdlr1IC0gPGkUrXXq2c0ecndOIgRI2AIRggO6PBoMH53LquhWIUxxpeorV2DLwTSEjVVY1bPgZqCiuBQjFktROrYYC2r4xDFSMNSQjCDIVFFPp3B/CEEP6/CSIX0FGtYTk8ZHUUBHBfKMYEqGoiIjoMwDZnBUo7FD7CoO4z5+A52ebjKGIrCtXQ6i8M1eDmDf8rhr2bgR0IwBkIxBgwYCAC8Hki+imE3qAiM1xe+MeikYyaSefxgJ/n1JszteLwCFwG4Z849//6rf/f5fBdGRy9cGGvqeVv68vw4efKkVqN9/cihnv5BXpRFQXRLssy7eVF0i7JHccuiW+jiPYrSPzB0plPI3L17yZIl8+cvjIuLXbgwLj5u4cKFcXGxsQtj42JjY+Ni/b+Mi42Nj4uLi42Nj42Ni4+PX+j/uTA+LjYuLnZh7MK4uLjYBQvi4+NiYxfGLVwYFxcbF7swLj5u4YIF8XFxsbEL42LjYuPiYmMXxMYnJMTGxsXHx8YtjItbGBcfv3DhgrGPx8XFxsXGLpi/YPnjyx2l9rODI909Xll0C7zEi7LEC6Isu0VJEXhZEmWRl9zuD3/64fZt255+es1UT/w1MGUM1e1uLa86sK/lUGvra831Rxrr22orGmoqapyV+2prauscNeXl9Y6Gqmp7bUVZtausqaak1pVXU2EttpksBWlVJQ1mu62+0lplcjRU7CvNz8jc82QgQMAEJWEMCN1ijt6NQRAEIiQZyWfBuCYEqzDSEcphRBECgHsw/EyH/xyAv0URUKLWgkGFgxg8i8EqQoKJVs8wYTqsB6ynhGEwEPiujv6HHr8fRmayCDAQBjQcZ0AojEMRLKclOACPtcNTUzYII2AgSYN+Ek2PBOJIljUGMuEsjeYwYnGWEfmiSf90PJ2D6RhHUjyboHkEhWF0JJT+OVr1bQYBQRy+zCg+IUldce2XKbmT9t0gvtwf3bFgQdxHv//z5Ifqmjf9tmEon8+3es3qp59+pruvX1K6FcGtiB1dklcSeVnku+Ret6DwXbwkiaIkKqLUP3TO3dXV0d5++nTnmY6OU6c6OzvPtLd3dHScOdPe0X66o6uj/Uz7mdPtHR3vnTpz+kz76fb29s729jOnOvn2jq6OMx1dZ9rPnOk8faqrq7P91Hvuro7TnWfaT5/u7Ohof+89N9956nSn+0x7R/uZzvaOzs5Tp07x4pnT7ac63KfPdHacOSN0vvfuacHddeqd9/jO9tPujvaOM+2S7O3r6xf5sVgnjyJ5ZUEUFcntlhVR5IVOuZuX5KHePnOJ6dFHH/3Vr3491bN+DfwDGGqsMdHlptPhvpH9ja2HDx44WF95pHH/kaam1rrK5urquqr6tuqKmvLyhsra5qpKp8XuKnVWV1bXldprLCXlNlN5bamzvLLOZrGVl+6rdzU4HM3N+wsL8q2pTxCMDAj5QxMRQv7GAjcloAlD1cSineyVZwEQgsUU/96I/xCAn6UEAWgJEAoMRgDwiAp+G4Q9RhKFkJqAlgXWwARhOpdSdTBrVLMqFkI4HKRS6xFhECAV7OLwH/T4vRCipSgK0AwADkBHULQKT9dhFUYGjGdgmI7QbIznE7hHhV7UYt9MtcmIEcPdodVG6VXhBjpNrWmJwCN3kVUENWjwT/T4J1HMPxvpvwWRnwahLA3uMNK7GIQAVATIZOUXXXbtV0wFur6t6gpqIwgoAgZg4fz4jz76s/9mnx+98PXX1wiG8t1eDPXFF1/ExsZuXL/h3Lnhbo/kFmW35BEFSXK7RV6QpS5e8ghutyC6FY8g8rzXq/T0yB5F6e5WuiVJ6enp8ciKt0f29HR7JLmnr1cWvbKiePs8Hq9XliWl2ytLiuz1ypKn2yv19HoVubtb8ciK0tPn8Xg8Hq/U3edVPHzPULcsej2ebq9X8fR4PJ4+j1voHvBKHtnT6/UoXk+37OnzKt09siz0DnokRZEVqbtXlj0SL7oVjyTxosSLoqAIXby7s0PxKCIviqLEC2cHh14/chQAtm/fPtVTfm38Yxjq4sWLF30XRy+R1MXhfrm1pvFoY0VzlfNwffOh2tqDzfWtdU0NZZVNVZX76+oO1NY3VzkrHS5XSWldeVVNWW2zs6zZVVddVV1vtrc2NFe5HE0lJRV78lotraVZu217VyIgATDBUH9b/stkm/rk9gc6AECQxKI/BOJ/1uP5BI3Zh/2fwfgVvfqvgahZjwAhLUODCegxCUD4bgKMCgKNKFhLgwnWs6pg6u/ygPay+DMDtgbjRA59EEl+GYw3s5hirCWYYljEoHYN6TWSkRBmSM98GKH5TRBt1eJXY7h1USTGwM4OIqE6ZFTRuwPI3jBcpEMfzqDnZ9DPAvBnYcxnM9lPo4hvFu4MIfdRYqAYCFGziL0ieXrc7nZN3CAKwV/cHQH4cxJZQAAQO2/hH37/sc/n+/LLry9c8DfLu3C7xkP5cfHixffee2/p0ke2bNve39vXLUuiKMpClygKvCALsijKssBLoijxssJLiigIMu/mJUUWhE6lV+Y7BVkSBUkSBUGSFDffJXkkXlIUt8CLQpcoyLLIi4KodAmyKAqSKAiiLEqSJPCyRxAEXnALgugRREUQZVHgBVGWRVGQZL9pTJZFWeIFSRR5SRJ5XpZk3q2IouAWeEkWBFEWeUGURFkWRbG3p+fxxx6Pjo6KiY5at3bt0NkRQZR4UTw72FNbU33fgw/l5uR8/PHHUz3l18Y/TMu7MHph9PxEwfKL5wbc9RXVr+9rPtDadKC28mhzw6GW2lebahtdZftcZQ0N1S2Nzc2V9S0V9n31zc0Vjmp7UU2trdluK3OWV1pLD9U319c2VpaV2m3WGkdrZcGeopzH1IgY0HhLpusw1N9UABcB+HNxX+HQlwZ8SosRQCBC0zCZQ/H9BGZh/KKOfh1ECgMwcKChWEuBAgQhmI0xq8ERRhLEYpUKQgiaxoBRxSDCxQARglG+Dm1U40+DyZcxuD2cqgERipez+CcG7DOSTyKYj2Zo/hRK/m2a5l+CmffDyIpAEqlFswLUEUFMqEEbxeBoI4lRk61aJj2K2WWk69ToWQ1eocVPcCTJwDxI/NoZwgQxl0eUT0hJV08FM8Fcl++bcIZyEw2HMRA0Zp9acO+C3//+Dz6f77y/UPnoBd9F31VpebcVQ/nx8ccfJyQkPL48aWR4aLC/W3ALkiwJoiy5RbmL5yXZI/Gi4KcKSRAVQVR4ySPwsihLoiiKkkfgBaGLl7s6pW5ZFASFf1cWOxXRLXbxXZ5ehXe7JUV0ix63W5AUQZAERfEIXRLPSzyvyLwgSt1Sp+AWpC7eLXtlkZdFXpQVXlBEUVSkLlFURMHtdoteqVMWu7pERZRlSeYlkRdFpcvbq3Txg/09c++5y38jk5JXnRsc6PHKZ3/yC6vNQSnb0XFmqqf5RviHMdTkoosXfRe6+9xVzQ2vHTnUun//q/sPHNnfeLi5uaWhtqWhtq2irKG+uqGmwlVSWltZc6C+sbmpMiMjq7Lc2exwOK2uWpvlaG1trammLj/HbMqvcrSUl+YXpT9MMcQA0P+51GGMQIMRAFTp0B8DyWaO2Dks68jZQPphJP2vcPzLIPISwYORdFPgGANwlOEMmAVQMwxD2WgdFxEEKgRaNQTFUMIQA0sQQBzL3k2Zpzj4LID8dwRep8YIQwillcFMSyDNCCCZWrrMyD2lRQ/q8L0U38uRKA0K1qBINRMYFBxs0IQDVQOlAICuneQ7Gbdey8EvPd1yUNkY5s+d/9HvPvLf3AujF0YvXLg6bdh3OzKUz+fr6e5OTFy0evUal9M5NDgyMPLhUK/c39vnlWVeEGVBEhVF5LtEURQFUZBESezyyJ2iWxIESZIkQVLcoizyoiSKvKzwbkmUJFGRla4zgiTxoizzXbLkFkVJFNyKcMbNy5IkCaLIC6I/EkuS3JIoCIIsCJ2S4BZEkZc7BVEWBFEUREXuFASRFxWZ57vkblEQJEEQJVngFUHodMtuRRRlb3dhYeGO7Tu379jZUNvwk3/5t2NvvJ6bXxQbn5CSkjLVE3wT/OMY6vJqHP1yx77qstfbDjTVVBze13K4ueVgbePh1kNNlQ0tNTX7K2v21zW11jtaGirqnRV1dY02e2l1eVlrzaFmV1VDaWllVUO12VnnKDYV29paTriK0827F7GAmFszPN0iiSEAFlAEQi4jyQ1hTqrJeQP+yoC+DERfhuLRKOyLoL8IIluD8WI91vjtMmoaYCA6DQ6kiFAUpsYGBggDRhZFqBANwjoCGgaAEAAchOGHKrxcjRkABgMF0BOECLpGDywOqQCpGFBxmNMwGGMMNAgRisYa6hF0qYj4NStkofHCBBMa3DXboE+2lN8Kr2EAimHJksS//GXMUn5N/W7iYfNv3E4M5fP5/vKXP1ut1o0bN21JSUla9VRRXn5Obu7rx44NnzvXP9DTOzAyPDwwODAwODDQN3RueKBnZFjq7xvsHx4eGhjsH+jvGRwYGBrq7+8fGBoe7O/vGxzpHTo7PNDXOzQyMDDQ39s/PDg4ODjQPzQ82N8/MNA/MDA80D/Q3z/QPzjYN3huoLd/eGigf3B4cGhwsHegv6+vb9gz2N8/MNg/NDAwONTbPzQ81N8/3NvbN9w/1N870D84MNA/MDQ80OvtHxgYGuwdOHuup2+g1G63OxzpaWnf+/GLO3buyszM+Mc7yP4OTFnWS39na3nV4X01B/bXHmpuamto3tfQ3Fzd3FRZeaCyel9FfWN946EDr7bW1la6qtoaa6pdFU3VNRUOZ12ls6K6tK62srm25WBNU62jfH/r25bdaUW75iKMbiVw+no9765YeBPNO6chtFSF7YG4PQTVqVBlgNpiZMyhbH4Y3RiEdhvRTAQAoAUgACwFLcWskejwpfBICsABaBEw+FKUI4Gx5NsJapiwhakIQgAqfxU6BAxFLELBAAxGAYTRYNAAcED8dfg4BCylDME3uPQJs9rk3JerPXSTLVNXNG2/ejR/d3WMgCGwKCH2T3+4ZMcYNzxeedNvV4by4/z588XFxXGxC2fNnj0tJubZZ56xWa1ZBYUFWdkFObm5eQU5+QWFeVlZOfn5Wbk5OfklJUXmgtyiwrzi4tz83Pxck6W4MK+oILe4KM9UlFuUn19UVFBUkGsy5RXlFxQUFOUWmwsL8k2mfFNubmF+fmFhQUlRTmF+YZ6ppCi/oKDIVFhYlJdfWFSQZynMzysy5xWYcgtNBXmFprxsc3FxfrE5NycnOzevMDurMC83q6CoIDs7LyensCDbXFSYtit1xowZUVGRd99zT1LSk99Yq9PVmCKG+nqgn2+ta37t8IG2IwdfbW3b33DoSOPB+ip7Y0PTq7VV+2rsLXWNB2rbGsqrK+2ugxW1dS57nb260umodZa47MVtTvP+8uqGsuLqYltT5b6yrLTcjQ8E/j0tdS9hso18QuhQIYQBEAIdAo4CRQCYAMKALiuhRMaXrl+Oo+MLGPydzQEBAAcIJhmAyEQVcAwUgXqcMggFSoFFwPiPwYQiVstxOgoUQKUBCEIqFUcQ6CnBDEIahDl8k+oqtwYdQtrx7UsOzXGZU0UQRy7VNlD5+ykgQAgW3HXXb/7t1xNP1IWL496Rqx42/8ZtyVAT+NnPfnbu/fePHTtWVlZWVlZedjXKy+12e1JS8qaN6zZu2LR+/eZXNr/88sspmzZu2LBh06aNGzZvXL9uXUrKpvUvv7w5ZfPLG9Zv2rAhZcOmlJQNG1JSNqxbl7Jp08ZNGzeuX79506aN69alpGxe799ev37z+vWbU1LWr3spZdOmjevXb9q0aWNKyuZn1jyfnr6nvPxaX6asrKysrK6ubnh4uL+//3e/+91Uz9/fhiliqK96zxyvNJccrm9qra9pq953uLH1YNP+w/v2Ha5paKpwNlVVHaxtOFhnb22orilrOFxWWVFmdpTWtpS2NricDottn7Pi1abqVmt+bUVVY1lrTZ1tb+Z9RIMJd3MTyo2X8tUhVNcecVy6uBViuNqpjye1Jr7Cp4ZZwARhjBElBIDVqIBlMIZwhPwqlRYBS4HBEMwSyiEgiGGBpVee4qbbV4Pzi4HjrZjRJOYFAEyAGa8EjxAQAAYhBkADMHNG9E9//lOfzzd6fvTChYujX4+e/+r8+a+vbIz+/whD+Xy+ioqKvXv3FhQUFBYUFBQUFhYWTEZhYWF2dpbZUvLBufeHz74/NHJuZHhkaOTc8MjI0MjZYf/r7LnhkbPDw++fGx4cGRkZHjk3MnJ2eOjs4PC5D0YGhkdGhodHzo4MD4+c/WBkcGDo/XMjQ8PDI+dGhs6NDA8MnftgZGBo+Oy5keHh4XM//+d/ramp3bhpU3FxccHEd/L/G/9i+fn5e/bsEQRhqmfub8YUMdR5r/RGg73kjZba1w62HmysP/HawUP7m463tR1prm9qLm9pObivvq6truZgY02zq6GtumZfS0VjVbklJ6exvLTFnO+wlBxpaWupqG+qcTVVH3EWF+a9ci9WcywdV3au48gjN6tve1n2GRqjD39QNTu+l46Pj8b1piu6hE8+OQbw90GesJFhAO34aBMqJxlTEpEWgGORkSC9AavViCAMDGYZCMRYx1I9QBCBIA6pAUJUaoyxCrAaEEUw0QEeTToXuvy8N8ZE8h0zfhkEjZXfo5MIC48fSccV2FmzY376kwmGujD69fnzX5+/LTsp3Apef/11hrl5lZ9dqWnDI+ckt1vi3aJHkfkuXva4RUXiRV5QPJ0dvCQpkt+E7hYEUVIkwS12yt2K6BYk2S3JisS7JcUjdYmSoIhuXlRkiZckoVPyKmIXL8mCJHlE/sP3R/bmFtz0+wDAAw888I2qrHIrmCKG+kSQK12WutdbWpvqq17df+B408FDLtcbr756qPnAgbK8/fWNLc6mimJXm6OkpaS2vqHe5UrbV11dVVyyv7a80VbSWF7dXN5cazE7KhsqKuoLC7MsLzwYxXJGhNUAY20OJi2nG+AKKsPjBqDJ65YDQCqENGNKD3vtj97kLJPNOhyMlQPFGFgVwmhsTASgBcQABFJMdZTVAmUIYMxxEEOxPoDqQ1BIGNZqWKxDYYyKQZT6i6nfmgHu/wYIgEOT6HucyjmAeTOm//rn/3zFc/X/ppb3xhtvzJk9O7+g6PU3Trxx9NVXD792/LW2g4deP3rk8OtHXz10+LXXj7566Mixtv0tSUlPvvX2m339g5LiVWR/9RZ/8xhRkgSRF8Sx0i6iIIii4BZFSZAVURSlzi5eUkRJEgVREASP1OUWFZHnZd7Nyx5eUnhB5mWFF2VJ8fT39ff3du/anWaz2t84/ubRQ4cPHXn98OGjRw4fPXzktaOHDh86+saRQ0eOHD76xom3X1r74pNPPvn559+gIr83xRQx1Oc9yhvV9ormmqqDra0Hm17f39y0v7l5f1VtW33jobr6/Y31h1va2urqa+01NWVVddWVZqerqqLiUP2+g3W1DeXN+xrbqirt1WV7W1rr97ce2me3Z25/ggXQwpj5BiYFRt9g8dLrRydeWcab+H37l8ak44ddd+hJ+5hx39kl89NErSUy5obTADAUGAwqRAI1DIepBoGOEKTBGopDEdKoIJDD+gAUyCAtwWpAFBABYIGygCfKM0yWldSXFyq4AejEf5cb8y6JhBjoeIGESbtJUJAqLnbmz3/2c5+/18v1/0jfTgz11VdffTYJn3766RdffP75518YjcZtW7d8+OFPe7q9ff3dvd3dvYN93d6e3r7evv7e3h5vX19Pd//QQH/3wtjYb337OwcOHX7vTOdAT5+3d8Dr8Xb39nkUr8ALvOLhRVmWBMEtCYIsi25ZFNyS4u1qF0S3P+5KEERR4CWJF928qEge3q14vd6e3j5Z6R0+NzI01OnmayqrX177Qmx8fGf7mf6z7/fKnu7+/u6+/t6e3u6+/l7F6xka7vV29/T0Do6cPXP6TFBgYEFh4V//+tdPP/30s8vw6eeffzHVs34NTFnP4cH3au2F+yot+xsbXm052NZSc2h//fF9bUdbW/bXVLQ1NB2sb2praa2vbmp0Ne2vq3TWVdTVVjU3OvdXVx6oO3is6WC1095cXddcX3Xw0Kt15XVbdiygGDPj3ajwJNVmYkUx18/nuCYwxgzDoMulhsvDABCDLrVR8S9oNEliwuN6EBo/u/+nFkAHoJukghEEKsJoEdIjUCE2HBgDZQMxoRSrCDYyyECxliFqig2AAljMssgICBPEAqgxyyHir8xLJ+liAKDzB4hhIBPJLgQQc1mCy0TjFhaATC5xcHm4AUGgwShYqw7SakIQitCpo4zGIE3QvBmGJxPv/tUvfuHz+S6MXvj6/Ojo7R5t8NFHH61YkRQXFz+BRYsS5s+PvXfe3GeeeUaSPZ7uXlnpkRWv2N3rEWSxu09WehTJK3f3eERPd5/XI8qSp3v95i1JSUkPf+fbRbk5R19tO3HyrTdOnDz17tvditTbLciKR1J6vYrsVQRFlkTZK8gekZf47j5JkmVJ9siCqHglT49XUrzdXsWjnH7nrRPHjx86/maNy9lU70xesXzhwgXLly9/++23erw9Sk+vVxB7ZEHxeBXF41FkxePxyJLXI3d7RK9X6u4dbNt/4J6777rnnnsWL16SkBAXHx8fF5eQkBAXF5ewKDH+6NHXrhFpO6WYKob6+D//tdFZ5ErdWe6qbWysa66tbHVVtTS07KtrqLMV1dY3NjVVtNY5WmudLXVNB8ptrgpHuaW8xrG3qbGmvtTZ5HSVlJU1NpTbCoqqSupcNlfK6mmUgpGgiRT8STxyDba6GlfYjxBASFDQ/DlzOIToJOPL5GMogBaNSULcpFZ9HELspJpT7LinH00anBkLQUBqQHQspoklFKiKsCqWxaDTMBqOhnCE5bA2AN+pJiqOBmjVLAKdAVE1YTCj1rOYAWQErALCEkonxJ1Jk0AAGS5jVRWDQEVUwSzVYg2HtDpOoyVGDqlYTqMnAeoAfZA2LIwLm6mLjlLNjWbCZmjvnGWYP88w/56Q+Jlhc+8Omjcn7P6EyO/Mu2PJPTELEiJXfWf+b/7lVxcv+r4+P+q76Dv/9fkLt28FO5/Pl5eXtzXllYam5uqqGv+rsaHle997/sH7Fp/uFN499e7xk2+ePHbsrbePnzx+7OSxY++8/cbbbx57862Tb5488eabR04eO378zXffeeet9tPvdpxpr6yoBABKSXRUZGhI0GOPPtJ+uv34m+8cP/nOiWMn3nzzjQ63W/H2KEq3x+PpkQRFkb1eyeuRur3KqVOnT5x4+8SJk++8+frJN08kr0wOCwszBgb67+Uzz31v38Ejpzs63zl1+vixkyePnTj25tvH33z7xJtvHz9+8s0Tx0+89c6J4yfePPbGyTdPnnjr7beOn+hyi7t2py+cN6+mvqmysq66qqamprqysrahrs5iKU1ISOjv75vq6b8M/zCGunhV4er/+vz3LVXO/KysA+VtB1zVrQ0tLa6q1oqq/dUNjc7SA+W1R+tr2+obKqwl1TZXo6Nsn915tPngkdqaGpOtoax2X2VZa35OY0N1c83BltL8jO9HA0PVDNAJi/H169JNJpoJqxO6fGFfZjKf5Hq7YpxLPr0r6A2N5QYiQH7eUIPf8IwwAgYBBeQviuKPE/ALU5QQoARTrMYEUwoUIyBsAGL0QBA2BrAsB5RhAwjRYqQmLAsUADSIshg4AAZhjBHGQFg9pUaCQYUZA9YYQ9lZRv1MnWpaBBs7PXxOQMD0sBkPz4icG2GMuXvmd2bds3Bm4KLQoBVz594/LXrZXdHfunfmA7PuXXbn3IfuCnzgjqDl8+Y8fs+dj867Kyl+7pr7709ePC8pMWFVwsLnExKeW5r4/SWL1j/1nb/8+ZPJD9XtWmPzt//+2+KiwpISc+fpjqHhgd7evr7e3rNnzzY3t65amfT4ssfWrHkq6cnkFcnJK1cmrUhKXpmc9MQTK59a9WTyihUrklYmJ69IXpH01Monnkx6akXyipUrVqxMXrF69VOLFz8QH79w3r3zFyyYvzhxcXLyUytXJSclrVy5MnnFkysfX7788eXLH3/0O8seW7ps6SPLlj2y7NFHH3102fInlic/sfzpZ9c88cTKlclPrkhKvv++JQvmz5t3b+ziRXEJ8YuSklesefq7SUkrV8sL5DcAACAASURBVK5KfvLJlcnJK55Ieio5ecWK5OSkFStXJq94IumpVSufTHoyecWK5OTk5BVJK1avTFqetPqxR5cuX/6YqPT2Dwz19fb29fb29fUNDw1VVlRs37GruaVlqu/DJfwD8/JGry69+Kc//abtyL46p/3V5tp9tZUHDrQ0NNS2VlfU1dY2VdcdqG06WN9UU1ZVYzXXV5e6bI7KCvOhxrpGU/n+8urW6vI3ahoOVpa11TRXldW+uHoGR5BahSi6TFRRYbg6jJMi4MaphUxiIgIA6DJZ6ZoN+MgkUqOXK0MYiBowQVjtr3/AAkIALGUxUQMwOgQcYhAYx2pLIQoAFBhyKW9OxYCOQhiGECbIoOOMQRBt1EwPDpmv42ZFGKcHkZho7azZMWFhYXMCAu69c+YdEUHxEeGzAoLvComaGxV4b+S0uGlRsTNCF90Vs3j69Lg7IhbOnJE4986H7p334NzZjyTOWLFg/rcXz0964M7vxt67PD72kcSEFXOnLY2ddl/MHQ/PmH7fnTMT74pZfE/Ed+bdef9ddy++M3LetLCEmXMSoiKWTAtdGBV594yoe+4InREaERNgmBGsjQoxzg4OP33mnQs+34XzN2kR8k1nqN/85tdz5szZnb63b2hEEGRRdIuSIIlib2+P1eE69ta7gwN9iqwossf/8siKInu9iizLXkVW/g977x0lV3Gti9fJ+XSf0DlO6p6ZnqicE0FZIgcJEEmAwmiCRlkjzfRMT07KAhEEIikabCRN6pM6zEiahIwDIAyO+GLja1/b2IDC74+RBLa59n3r9+5Db92311mrq/rsU6eq9+mva+/e9dXVajzeF1OjsbPxWFyP9cZi8d6Ybpw5P3g22Xtm8NzZc8m+ftXoOxNXVa3vTK+uqGfbW5qKVq1YsWJ10aoVTzy5Zk3RUytWFK1YWVRUVPTKy6+d6TsXj129aV+y7+yZc+fOnO3r6z975lwinrx233jciMWN+DXNWDwWN65V47FYfEQtFjeMeG8i0Zvsu/nm2d89fSoRjyk9mh6PaVFV74319vafOnX61ltn9vf3f9vWuCrflpf3lVz64vXnm/Y3N7yw58CLLVuf3tv09J49B3bue3ZH8962/c/tPnCgtXV/3Y79OxsaG+pb66qeaW05EKlsqmt/bteB19pb9u7d83T788+0Nz822YoB4L62RPbrHtZXwPRfIHIjr0WXRzS/cRnN14PgCACA/fpUCiZRGEFhaiQV8+q7KAmhHAAoBgEMYABhCYzBcROHwCxD0rxAQILEBF2iz4040/GAx+SX6dz0lIyAI8vDjc0Ljs3NmjpuTG6ee3SmPD4vc+LUnPw83yiXdcbYvEmZ9jE+dnJeaGrhxNl5obF5mTPyJ95cMOqWiQWzR42/Y+K0KePGzhpXcM+4GQum5d8/KnjnqMxZOd7xmdbJfq/P4RnNCxk0ZcFJM02YAQDgG/Zc+OdCMKaTHV2XL1/562eff/lPQeqGRqgLFy48/vjy5Y8/dvZcvxLrNbSoouqKHtM1/UxvvKWl+fXXDseSZ3XV0OIxVTcUNabHjKgaiyc0RYnphmHEdEXRDV2NGkldGWEqMDQjpsXihqLEDE3TDd0wdFUzVM1IGJqia0YsqsbOnj07NDw8ODQ8NDzU3//2+fNDQ4PDg4NDb789GE8k1S5F641ruqErihqLq7F4XOmJxnvjhnqVXUHTlHgyrkaVWDKuRhUtpmjxWEIzNFVX1Wiiz1AVTddVI65rWjTe26v0qLHk7AWLTr/xHcPQu42opqp6TFGVmKYoA+fOPbNvXyiU884773zbNrly5UZAqCtXfvvJb48cfGFnbePB1l17W5oO1NW9uGP3K7t2H2xseK6t/dn6pmdadu7f075/x85n2p7Z2VS/o6mhvSH89P7aQ7ua9+3ac3DP/gO7G5bPtUIAcNDVcM91T+3r8tVkB/pPY+bIP0MxCAAAUBRAKIRjAEcQDCUpGCVIGkY5AhA4SlOkiEM0BdIJymbnUuyOFKuY4eEEExfwihYrH5L5HIc1w+vK9dnG+n2hDPfktLRRGd5pORk35wVmjQ5NmZZ1U2HOrNHjb56YO7dw9PycgtunFo7L9d81c9LYUDA/lHpXTt7ctNQ8f2BaRmqu25ntsoz3WMan+1Idlhyn02djAk4p1S347CYbgTpJ0sJgDAaZEJiEryZh/cu/C66mRKGo3e+X7V6r3e/3ZeUUjM+fNnPKjLkF+bmU03TnvEX3z7lryR0P3nnLgiX3z//zxYuXL1/+4vMv/jOS8is3MkJ99NGHS5bcXx2uGe7v1w0jqsdjPVElkdR0RVd7+voSLS0tR197JZ7s1VVN1XRV1bWo1q3HVd3o0Xt1VVM0XdEMRVVVVdU0Qzd0Q4mqiqaN8KVoRry7W9VjqhbXFVVXVU1TVU1XDUPpUaJ6LKrHdFXvMZJaVI1rUV3VVE01DCWq6KoeVzVd0QxVi6mqrmq6qhpGTNVUTdM1XVc1TY8aSV3Vokbc6OmJGnFFNXRNU42Y0q0osZii64puRPWYqmpRLaarhq4bc+fPP/Xmm4ahRrXThq7osajRo2i6oqnqmUTfqlWrH3vk4V99/Otv2zI3BEJduXLl33/3u8MHdrTV1TW3tO5pbj7YvvtAa/Oz7Xue3bVnb2vrjrrmnbW1e9qaWpva2+qbWmub29t2HHi2vb0u0r7r6QMHXn1u/85HZjkRAFPI9f+p/g5X/uFLiELwtf0/MQJGMIiAEBTHCQKjEATjYQJBOBzFKcRB4U5OlE2oU2RcguC22bx2S4rdnZJhD6b5J6R7cj0ZuW7XhFxTts+T60u9Kc1TmJMxy+meMW7C1MKCGQWj506YPC4/f/GElKnBwoVjCmeODtwaGjsl0zstFJyWljU5JTg21TMuI3VSZvr0TN/4guD4FM90Z+qUYFqhzR2ShWyX2c/x6RQewFE7gthGWKv+pUAQgFGA4xhJ0BRNWaxWX4Y/kGtzsILZnJM7YcKMWTfPXjB3wf2zb1l4x+IH7py/9L575z90530Pzb/79jlzls2+446Z84ueWvXIvStvu3nxAwvuWn7P40/c9/hjSx58YN4cjiRuCoXmF4ydP3bcuIyMqRPH/urTP1x9or4pAnX11I2JULquz5479/jx7yaTAzHdSMQUQzNULRaPq7phKEayr7e3qW3HkWMnes+eixtxPXE2Fk/EdSNmJIxEX0JTjL4z8VgsoWmJvrhhxBOapiX7YolkPKbH4kYskUzGDEPT9XgyYeixZDzW2xtX9GQy1mtoMV3vTei9CTVu6L0JQzMSSV034r1avNeIJ414X0LXE3E9qavxRFKPxRNGLN4bS+rRmJFQE2eSMS0eS2jxvt6EETOMvqSaNLSEFovFE3qit1fXE6qqJ8/EEr0JIxaPJ3o1Ve3rTxjG/Llzv9fRkUwmE4qhxhKGpqmxpKrHNSOhJvuGz505+dYbTyxf/oc//OHbtc4NglBXrlz5/b9/vKuxuWpjVVN9eG9L++6W1l1NO3a3Nra27WhvbN/b1Ly7oWXf3rqW6khLuL599wvPNTe21DU373qupb3twI5dy0Z5IRhwyMgcCoIBwGGIRhECQkgEokiMRhkKR3mKsJCUQMJZsjXf7fHKnMUmZvsduXZxTGqmy8IHfWJBpj871Z8r+/N83plO582BtFuys6fn2Ke6PJPyMqal50wOZkzLDszIzJ2ZnTEzN3TrqOxbcwIzMgMzgum35ufPy82ekpU7MTtUEMgpcDkn2u2FKfZxVs80ijTztJ+lzARKYaiIIRQKMwhCw9jX8wO+GVUhgEFXHVaL2y/abCZOdnj9nkBmILMgK70gKzQ6J3v8tFnTb5q5+L57n7h70cNr128sWVv7eNG28rKS9cUVG0q211e37gjvWTJ7osVsWvXI6qeWLi9Zet/DS5c9suCu28bf+sSogsWTQqPTvPk2h1+W3Ra7xSTyNCPQLIshNAKxI5xQMKABTQDEBAALAwsLYADSc/J+/m+/HbHj5ctXM8v/cTJ1IyLU+++/v3Tpktb2HUODfcmEETc0I5aI67G+vm5DM+KxWDweO9N7rq2t/dArr6pKVOl5q6vzVGdHl9JxqrOzU+k6darjVEdnV0eX0tXV3Xmqo7Oju7OjQ+16q6u7q/NkZ1dX9+meaMfpk9FoZ1dHZ3fXyc6uztOd0ejJU6d6tK6OzmjHyY7uaEd3T9fpztPdavfpzmjH6c6uro7OqNJ5Otp9+vTJzs6u7pPdSs/p06e7lZPdHdGTb3Wd7OiIKp2dXae6lc6unlM9arSjo7unq+vk6dPdSnf36WjXWz1dJzs6ujq6la7TndGu09HOk52dnd3R7s7THV0dHXNmzzl98q0RTNTjCcNQE6ram9BisbhhJOLJ3jO9Z59+/uCjDz/8/oUL36KB/s8h1H8hy+KzP3765pHnI1vW7Wpu2VlVtbthw86Gxt0t7Tvra/Y1NrRua3quddf+hm3tNTWHdje0tVTt2Va7Z0fL0889s3//jvsKXD6nbBdNNpxxmRin15ppEwJuW36afbTHleXzpaf4pgRTRqVmpWb6Jtr8M7JC+YWZk3NyZ44dNWVq/uzgqCmjp+Rlj1qQM3phduHYVPdtk0dPTXPMyAhODgTH2N2T7K5Rdp/f68uy2l2yJU+WrSwvUpSDIp00zgBEAvBIDIsZySr6p14UgmIwTiAkgeI0JlK81W93e21uITc3bXzB+LHjZ44qKLxt4cMP3Lly/RPl9967dPGi21bevXpeIORzsA2VzY/e+cjShY+teejxJbfft3TB7Q/fMv+u2YvvmjL9wakzZhVOunXs5PHBUTcXjp2QPzboSk9xuFwut9MsWlnGQTMShgMARBhAAHA0oDmAAMAAQApABIBDYQdnD7os+R6/3ySOxKRIAEgCmBngwIAdhwQMJ2BgJlAviTo5kgMgO7/g559cZV/5xmzy66dGCjcEQn322WdtbW2paekFo0bfdfvtixcuWLBw0fyFixYtXLB44YIFC+YvWjh/4cKFCxcuvO2228dPnCRIsiSKsixIoiCKkiSKkiRKkiiKkiBKoiSLsiQJgiiKgijJsihJgiQIoiQLkiwKgiyLkiSJkiyJoiSKoigJkiyJgiQKoiSLkiyJXzsrSaIky6Iw0r4oiIIki6IkSrIgCdd0ZGmkka8pX31/REcSRVEUZVkSxatNXeuAKEo8z8+fO3/hgkULFixYsPi2RfMXzl9028KFCxYtnLtw/vxFixcuWrDg7nvuNZtMU6dO/eCDD74tM/2f5Nj8RpAaeaC//PLiSC7C53/944njLzVWlO9vqN3dUL+zrnpHfUP9lo1tzeHw9qrKSNuOyPb6cO2LO3e3t4bbKup2tLbuP/Bya3N4RpY8pTBrVDB9Wk7GzKz8m0aHbs4JzcidMLswb0ooOC4lY3Jh6rTs9NGu9IAnNSi5sp3udKc1aHNlm61eN5PC0k6OEniTTFEyjJMIEHncBAD+D4tgvtmjIiiSMNGsTJhlp8sTCkyZc8ttk8bPnT5z4d13PfTAg0+m+zIEwTF7xqJbp8x7/N5lG1ZsL3liQ8mKDY/ft2LZ4gfWl2596I7bFxVOWTr91ttvmnPXzHkL8gvuunnRnVMWLM6ZMi2Yn5kenJ6bPdoniywccjkyrU6XJKcJvIjDDHY1H50EgEMJ1iK5edLB8iPBJvxaWI0EAEYBgwAMAAyBSRgwMOBJhKAhEsBWEiNwJMiyhR7LNF/KWE/qaG9KocORz1q9HEmjEI7DHIk5UWDjMJaEUABwFLg51GaBOBgUjhnz69/8DUJd33z472w9UrghEGpwcBAAgCAIjhMwDEMQDF0XGIIgGP7aGwiCYiiKINeOkVcERRAEQVB05BVBUPR6dUTtutJVjWvla5egVy9Cv3b2emsjZ9BrOtcaRf728q83e13zq67+bfWrywmCuD5CGLo+3pGRf/VBkCQJACgt/db20fvWvbzLly9funTpy8+//PLzLy598eWVK1f++uffv7B3b92mypaqcGM4srdpb9368s0t68J14daqzS31NU1V9fu27auN1FdV79zf3Lr7xac31NXfVZA1KjMnaJIm2NILbP4CnzfPKgY4k4NlTCRKAcBjOPG/QM+CAIAgBA0TGAAAJzmKNdkcIac1J5g9ddbMWVMnTpw1+8Gld6+4/+GSxx4ub244ULvr1V3tR8KVe3aFW9rK2l5pfW7Ppj1td61reKCoZkPrnIkFGWZ+dmjaoszCW7KChRl5N/mzZnnT8+xSock00y67CdyHUXYYAwAIAKSQzPUFKwwEAArMADA0RNDAAgMrACwNxjA4hQKZQ9ws6YQRlxlbOD5vQnrB9ALP3eMKC72ZKC/yEOQEkBWGOAQwNOoxExgM0RBCY7CNgBgMggjISRFBgQIAmpBiHZsrjksVsyTL6DQ5yynm+dLzfGaKIXEWsQEgo5CJBDyE4AAxESBVxmkCQgEYN270b3//++vWvE6/8o+2Hil8+wjV1dWVmZlJ0XRhYX52Vm5eXnZ2dm5OKJQTCoVCObm52VlZubm52aFQTignJycUys7OzcvNDmXn5uaEsrNzc3JycnNCoVBubk4oKzsvLzcUCuWMVEOh3Lzc7BGdUChnRDMrOy8vN3ukOqKZlxsKZefm5oays/NyckK5OaFQKOdvW7uqnJcbysrOG1HIyQnl5ISyr+nk5FzV/Kq1rNzc3ND1W2dnX71RzletZWdn517vfCgnJ/vaoK52O5STe00nKyu3ID8vNTUFALB69epvxVLfOkKN9OHK5ctXrly5+OXFP/7HHz//7PNPfvWTZ3c1byoqr6+sbqtvaNtQ3VhdVbetdmdzU3N1deu28K5tDS0N9ZG6ytb2Pbt37WusLM2wcP/Ur4IBQGCUwk0myum3e4KOtAJv2pjJo2dOv2Xxbfc9OX/63UvufPzhu4vXPLlt+fLS4qL6shWbih8pXvvkHSYEmjhhctFDZcUPFJc8VrL+ibVrH3z4sfmLn1y2ZuX9yx6YP+/2OYvvnjpr9uRJcyePnZyZfVNGmks0B0ncSdM2jDAhqBmjzBjgAaAxgIGrG0PhADYDwAIg4BCGA9FEZlntPoszXbK4WacIKA6DJYI046gHI3xm1EIifpGiOUSAyXSe4yjUCmBBhj020oSRDkHO8jvGe2w5PipDsGaJ/ny3K+CX7Bwu0YBFgYBgAgPzBGxHRoJ0IJ2BCRqiGcjMIzIBWTk02yqlOqkUK5XmNIfcottuDkmCReYCdt7LQCYMImGIA4CFIRqBrDTi53AWQSgITJow4def/vnKCMHmpUtXrlz58vMbm9ugoqJi3rz5FRUV2yq2h2uqK7dVhavDVeHqqqrqcGVVuKq6KlITrq4Oh6vC4XBVVThcWRWuqQ5XVoarw+HKqnA4XFVdHa6qCleHq7ZXhmvC4aqqcGXVyNmqmurw9srw1SvD4epweHtluKb6arWqKlxVFa4JX9XfXhm+fpvqcHj79qua15VrwlXbK8PVIwo14XBN5fZwuKa6KhwOX9MK11RXVlaHq6tHhjHSclU4XLltRLO6KlxdNXJBdXXl9upwOFxVVV0drgxXVVWGq6vDlVXhcE14e1VVOFwVrglXVoXDI6OtCVdu3LixuLj48UcfufRt8CLcCAh15cqVixcv/scf/vyHX/3uJx98+P3vf/+D9356Lt7VEi6rXL+lqbK6cfO2mq2RtqpIU6SxoaKidXO4vqJ6586aXQ0797c0v/7c0ZZwGcNCNqvbnxKYOHnOHXcsnXjLAggCGb6M5cueeODuJ5c9sfnhe55Y+cCqLevDG7fWhUvqK8rrthY31q/evrVoY9kT5csfLA4/+uSDs+5atfj+ZbfMvmnazNnjxo5zOMd7bTICETiwkowZJwT4KifB14UmSYE3OSiaIekRt3Bk+S0HATMGBAy3AeAgMTsGuSywhSZkDDdTvMSJDhTmIUTAkFC6Z3pmcHJ6cHSafZzLHXT78kwWiUXthMmFMj6SsJKsicZsEgGjsIzSKSaGYQgHivEmTGAwC0tmSaLA0AHBmeexZIu8h6KDApXrMqfwmF2knTRlAjhBoCgKRhj5MIJ0MTDNwAQF8wwqoZBgQbJp2GE286zooBEfJ3kEU65MuWVzrl220TiHAx4HHAAUDJEw4CBgJWG3nWQBGDt63Ce/+9PfGPTzvyeHunJDIVRlZWVba8uHF378/HPPNTVFIjW1jZGa2vrG2rrGuppIfaSuprm1PlJXX19bV1tXXdccaWiqjdRGGhrra2sjDU2RuoaaSFOkvrG5oTHS3FofidTWNUbqm+pr6yINDTXVDTUNzXV1dbV1jXV19fWRukhjUyTSUFPfVF9XV1vXGGloaohEIg3NV1urra+ONNU2NNTX1tY31NXW1Da1tDW1ttVGauvq6xsitdUNLfW1dZH6xvra+rra+khDY31tpDYSaWyoiUQaamvqGyK1NQ3NDZFITVNzXaQuUlNXXx9pbKiprYk0RmoiDU2Rxsbauoa6SG19pK66oWXPzraGhtaG+khdXX1dTV2ksak+Uhtpaq6P1NbWNUQam0b6XFdd07JjZyzRe6Z/aN++/Zcu/ouU3P8OuUEQ6i+f/eUXP/vV7z75j5/+9GcDZ8/F9LPR7mR3x8mX9rXVrdteVbqhbktVc+3mdVvX1oXr6ioqNm7b3hSprNy+fefOxjdfP10VXjV7nvjQgkdL7l5R+mBJyVMld8+bb4Jhu8V627Tpk71ZuXbPtIxgls/ttjpckmiXTBLHCBTNQRB6Lcj0d8Gm68RyHAwREEABEFCOhlAUBQiJMgCiACBwMlVOmTsud7Qvb7w5ONORVpiaZ5N4K0TZACwjpExgThL3YIgDRUQYEgjESUMeEhIhiKaIFBgjEcyG4plO71gpPceSVpjG5VqsXkkKSdYUO2Pj0QyS9UuwjcG8BJYh4zwBeznEwyNuGBUhOMPEsxCcapHcPMdjUDqJp0tcgVXMFpmQwAQ5c4ihbAzvgxEBhjgc5hCcBBAFUJLCnBQQcZRmaBZFbDQhma3ZMOK2sXYBy5bYFBcqsEiBVQrxnJ/mbAxH8ZDZjqfCuIcyYQgsc3DQiwo0ysNgyrgxn/77tWyD/ysi5VVVleFI3Zlz50aNGrP8iVVry4pWriwpKlozchQXr17xVElJ8erVq4uLitYUrV6zamVxSenqVSuLi4uvahYXry4tKbvttkUPPvBIWVlx0eo1q1cVF68pWr2quKR09cqn1pSVlm7etGXz5s1bt27esL6iomLTpo1bt2zZvHnTlk0bt1ZUbNq4YUtJ8ZqVK0rWFBWtWVO0elXxmjVFK1aUbN5YPn36tMmTpq4v37BmTdHKFcUlJatXr1pTvKZo9ao1RavXlJSVFq9cuaq4dM3qolXFpauLS0qLV65aWVxSvHrFytLi4tVrioqKVhetWbNmxaqSkW4XrV6zpmjN6tVr1pYVPfXkClmWFy+aU1a6vmj1mpKS1StXFK1fX7Z+XUXF1k1bNm/ZsKGiYuumstL1mzetLSwsbGlt600a7e1t37jY8r9bbhCEunz58hd//eK373/44x+9+/bgcF/8rNGlGF3Gmej3jr9at7W8rL6iomFjRfWWzdu2bKzbVltZHqlfX7alfGNLVe3rz75eV1H20MPjzAQloDh6LXechr5Kj/46ax10lfIJZmEoyyKPdqTk+FNzzRYaxVAEonDAIhAGAQtG8BjhZygKgSgEscCkkwA2GBJRYKUhAgCJBbl2rlA0T3IGZvm9AcGU5/RN8/hvDqZJnInFcBtGWXBcJoAIA9kE8xDEE7joREkOt3GYnUacFPBIuJdms2xMqoNPtwjZssdp5jLsgtWE5TpNFpo240Qqj/ISGrLiKRIkULAMoyYTTLJoCgXTBIwhwCUQJhlnzFA6RWRYnA5aTjVhfjMqkYydoUQKwSEgMAxFEAyFuAUUgwCLwxKHCgxsIVEChzkIcrGcx4oIAmYVcS/DeCxmWUT8VsxuklJYs2zCBYZgcdJC4w4cwwEwYcBGA4HAeQxMnzzxd3/861VTXrq6KO/ijcyxWVVVFampSSYS8+cvSPb2Dgy9c36of3hwYGhwcGBwuH9g+J3hs+cGhoeHBoaGBocGB88P9Z8dOH9+qH9gYPj80LmhwaH+geEf/vAHe3fvjSWSH330iwsXPvzRu+8PDr49ODjcP/D2+fPvRLXYjvYdzS1tza072pubmlp3tra0Nre0tbS0tra0NLbs2Ltr19lz594eGBgaGhoaHhweGBwaHhroH7jwk48qtm7dtHnrhQ8+Ghh8e3Do7f6BtweH3h4ceLt/6Pzg0NvDA8Mj/Jvnh84NDA32Dw4PDA73D749NDg4ODQyiOGBoeGBgeHhocFzA2+fH+ofHhoYHBwcHhp4e/ids2cShaNH79677+OPP3n/wk/ee/+973//hydPfndX2849e3fv3r17V/vOPXt3f+fYiZ/94pfLlz/R1FiXMOIt7bsuXfqfO4e6cuXKxYsX//Tp7z/5+OMfnT/ff3ZAi6rRTqXjVM/pU0da67eGt65v2LRtR7iypWJDS01d5dqScNmKneHmqu0Ve3c/3VSx9sF5o0dIwmWCMkOYCYFoGCJhwHCQBQF2BGFhiEBgDoUgAGRG9lnsntTAFF/GDKs/xZc2SpbHZrrNgsnEsBYaAhzAAEyiCO9CcAwQEMxBuIySZhSyIDgDMEDBspnymgifxZ5qEtOtDrvN5pItAbs5JBEuN2nmcJtIMxQpk7jPgvAEEABkEmiHQIgkYkMIM4aKGGwRGNnM2hmUwYGDhzMtJr8Dt7FoGoGlCoyTpVkEDZoI1oQxJGzmAEdDHoSxcQSPIaksRgHAUcDBsDYWF1jgZUg3y9hQymnmAiLh4UkPxzhZ3ASAm8TNBCxSgCJhEgIyClkxyGfCJB6SMEhCUYaBc1nUy2Opoujhc/uiKAAAIABJREFUmEyZFlGQZhdsdmuW0ySRlBtjnDhmwWAbjJoQQOMQjyMpAikj8E1Tp/zhr19eubY+fCRS/o+/uDcWQtVVhxPx+Lw5s7tPnVT1uKGruq6qUVVTVVXX42q3ouqGPrLJlBrToqqh67qqaHo8Fh0p9CX7muobZ94ye97s2bPnzFtZtCbaE9Xiybja0zd4vraugaLItNRUn8+b6vd7vV6/3+/3ef1+v9/v8/l8vIk/evxoMh43DNWIKUpUNQxdU7Qzw++Ur11bWlY2MDhkqEq3kUwo3apuXCXAU1U1qqrxuKpohqpo+khmuaZohqEqiqrrqqJqelSPG2pUVxVF1WKGouuKqmiGpmjxvu6uzjFjx6xft+mOu++9dc68h5ctS57pf2r5E38XvLj77rsvfPCLZQ8ta2pqiMcTLe27Lv4PRKi/9QYufnnxr3/6489++tHA4DvJRH8y3tvT1f3dEx2vHHrhtX1bq8o3ta4ta99SXbGhrHVz+fa1Fc1bm5tqa3c/83zz9ifvn5FtJoFVRJ0UY4UAh0EcAtEwIGnAAciGoBwKCQRmAoDBsXRLWqbdZvfbRvmlHLfd7fOk262hdHvAY5VEMwQDToB4FFAEZLPBOAbRAGYAIpEMBsEijHMwZOYgp4nicMJil3yyYOF4l0v0mjivhcqmMAeP21mKoRCWR2SBcAkkA6M8DAEzLOOIk0TcFtJMojSBmc2czBNeFLWShM1Duuysg8GtAuY3o+lWKd1BkzAUYnGfjbRSjM9MMSSwkMBPkxIKpWKQBQUMBcwU4WIYDye4KcohkV6B8IqEnyf9PJMp4VYCtkLACyCBQlw8wwGEBJDLjHkp3E0jFhNpQxArS/Juew5PZ5iYoBnJktmgk5VpkOXyp6TIBR7MROIsSdkRzEohIgOROBAoyMei6TQkoGDm5Gm//+zLK1euXL488r/HN9Mb3FgIVVNTl0z2zZ07p6PjtJFMaIqi6IZmGDElGlMUXVV6jISmG2pPVNUNRTd69HhMVaJ6TFENTTNUTe3tG2hubb3+lc7JzdWiPWeSyVjvmeH+ofpIzU0339TW3l5fW1dRF2msq6upjtTU19dGItWRSFtz86QpU1597ejZwf5YPGEY8WQiZiT6+jTj3PA7a8vXlpatHTzbrymKouuxaLehRqNGPK5FNVXr0pLxnmi3FtdGuDoVJW70qKqmRRVFN3RFMZRoXO/WdK071pdUuqJGokePa5quq4puJDq61AkTJq5etXKk21aLbGjRkuI1f4dQDy69/8JHP1227KGmxgYjkdzR3vY/LQ71DT+zly//5bO//tuvP/nwnR+eHzrfNzyU0Hs7vnfq9VePvPbK8aotj2x6ck54XXH1hqq1Kx4OV1bUFle11VfsOrB7w9qSdfMzMAAxECYiFA5gHAARgkwo5gQwh7MojFloSGRZAIBNIFNxKp1kXDY0YBNHc5ZcP59iceSaTZn+FIeTIDDMyiNOBPYABBcQHAcSBMkUcGGQjJEyDUw0cNGMm6TTTEwqjuVJJq8TC7B4gBPTTXwmay4UrKmUjQcQRyIkCWx2RmJYAUAQgSMAQwAk4LyE0ChBeGRKZFE7BaWbcZfAuE2Mxcx4ZDrbRgbsfIrNJNL0GDPpkGEThthZzAIBF4q6aNzBQCksKtI4hgE7jzkZk8jT2ZKULss2r63A5UlzyCl2S46bkQBiAZCLop0U6iYRToApCAgWON2E0yIC21GWgk0cbLUSGTwSchN+D5HuseZkiFlOLt9FZGaIZoa1CoDiYJOEemlI4iCWgOwi5HUAs4MUBDBhyrRf/+Ev1804ktp2g3t5lTWRSDzZN3/enO6uDk1P6ro6cqiqoUcVI6ZpPVFDUwxd01XF0KOKosf0qB7t0XXN0DRDV5N95+qa2mbNmDp50rRxY8cue/CBk999s6Oj4/T3vhfTtO3bt+eGch94YMl9d929+P777rvzrnvvvveuu++9655777n33vvvviczK+vFF56PKj2nT7516q2Tpzo6Tp98q/vUd/p6+9eVl5eWlQ0MDmua3mMkNFUxDEXVNEPtMXS1R49riqLrelQzVFUfOXqMpK6qUT2uKrqmaYauKJoeVY2YFlVUQ9M0Q1EMTTFiiZ7OzrFjx6wr37R40eLp06YvWfJQX2/vypVFJInTNEPTNMPQEAQtWbL0wgc/XbZsWVNjQ29Cb29v+8+YCf9b5cbx8q5cDbJe+f2n//7Ldz/68P0L7/z4B2eMs9Eu9Y3jbx05/N0DB5ufqd/QuHlt7dqabcWlzVtL64o2VW+LPLdj3851Ty4Za+UJiKMxnoEIAuEwCIMAieAmDmEojEUQMwHRECAoxMbQbpLPIDkXAWc6rWNt9pRse7pJnJjqSLU5011mJ0qwMEziqMBiJAFjCIQjEMJCLIO6bbgIIywMc6LJLks+mUlhaY/HkuahcljEa5G9ZmGMbPU5XQHZ7seBFcOsJJRj5xlAijCQvSzPYQIJOSiM5VAzQfhExi3jTjNkoUiXRXbZGK9btLsxj8fitvMmCXfI5qBgEhEqQBEZMmkioHQKT0MRMwW8PMbyGIEACwWsJtZlxTw4ZrWZHDYpjWKz7HLA5Ul3oiwM0SbcbsEdDC5SECtDOIAECk93ck4TLgCQwuImHLHycJ6VTzPjDjPldtq96ZaQRxrvF60oIQHg4TE/h/oY2EuQHh6hIWCyYHY7I8mEBwUzp9705y9HLHgVhr4xWH5jIVR1pD7We27e3NndnadjmqEpmqrFNUVXtFi3kTRURYsqhhZN6FFN1Qw9qiqqqmpR1eiJJzXN0LvVZLK3pbmpp/v0smWPmEwms9lsNglmQTCbzYIosCwLvrar18gOOV9f0Q5BkMlsNptFs9lsNgsmsygIgiCYdrW3haurSsvWDg4O6ZrWbfQaihLV4pqiaYYRM1Q9qugxTdOUWHe3asRUIxZTezRDM1SlR0/oiqZGdVWLq4auKz3xuKIpUV1Tdc1QFcPoO9MZVfLy85ta6gcHhmNGrC+h9vefX758WaQukkycVRWtNxmz2x233X7HhY9+8dCyZfVNLbFYX3tb+//wONSVK1c+/+LilStX/vzHzz799A8fvf/h988MqNFYx1udp052H3n1zeefOfxCe0NLeM2W8q2Na8p2bd68Y0VTdWX1gbbn9zbULLnHxbgB6UYhEocJhEBHlrHBgEMAipAYJqAQDgEGR2WZ9IiCheZoL5ZitwQ97rRJQY/N7nVwDivvdtusOIHBpAmGZYpm7JBow1JNmA0DnBmlENZMMAJMuhBUZDE3S1scNjuNyDAporiPoVxWU1BkUlIzg6LHgaIcAmw45KRYH2tiUMguAisJUQySRhIii1EA9pCChSZtBC8LZonnbBSRJ3KZdiabYXJ5yYphMsqNpihJ5EfRZDqNMhzsJaFME2nFkBAEOTkMxRASR9PtvI3H/ALqtxIZdlMGyWZahXFON0tAqQRIF0iPGc00c16RIjGEBUBG4AwcT2EoCwTlOvl0hsYIkC4QKRYsK0DPyBAn5rBpLPDSKA4DOw58FiKVIXwM5HBhThQTcMTqgL0W1MoCOwLm3nTTl3+b/XTxy0sX/4GJ5YZCqKramureeHz+3Fs7O08bmhE1Ej1qT0LpNnTVMHpUXdOiiqIZUS2maYaqG3q0R4nFY0pU01RVUXRFOXMm3tjY3NOt3Xbbon+WjPe/KJXhuupwdWnZ2rOD53U1qipKLKbpSjSudWmaGtXiUT2e0Lo1TY3qMS0aVRVNUXU1qqqxuNbTE9OjMaNL61E0VY/Gk2pU06Oqosc0I6b39BiG0dXZOaowv6mpLtqjvHb4+BvfO9n/9jsrHn+scPT42xYvmj9//oIFiyiKvu/ee37xk3cfevChhobmvnhsx/+bQ12TSxcvfvbvv/30k08++uDnv/rgZ+8MD5862dV1Wnn91ROvvnxq39P7WpvrtpWtaNu2ZWXJ1vUbN+7bdyRSUjo7N5vGCZHAbAxnkjAMhqwQ4BDURjIkAREwJKFAwFEbyaY4iBQz7sbJfILI9bgLBMnLOfLSUqalSBlOcYw3hSMBg2AOnJYxLJWkHBhiIkAaxk7gJbeESgRCAJBBwiEb4yCYEIlKNiTFK09w+TIlZ7bNXWDnsjMkB4WFBD7EUxJBWwjaLQh2Ei4UnSk8y3CELJBBEyeYoHSXOUU0ZzmodB+TbkF8flOWwI+xSdkptN9Np9BYrsVkl82pObSfQVOchB2DUmTM7WBIFuVlyu0lUh0Ei2FmicwKES4RT2cln9mUmUKmW0iZIs0o7HQR6Zm8V8acIuoQMImGGQAYCkmRcJ8bD9mxfCs5y4KZPYiIAhQCNgIICGxCUCABt4gyHs5hozOcaJqbkVMdksiImSTHwxIFyzySakYoEcyaPfPyxS/+pWVvLISqqalJxuPz5s093d0V0/WontRVRdM1Q9dimqIqqmZoihrTFEXVo5qqq6qqKZoWi6lRLarHemK9Z5JGS1PD9051btq4ZdrUqdOnTZ0yZfr0aVMnT55+88035efn/3MkgmFk3NhJs2ZOmzpl+pQp02dMnzxt6rQpM2a9ePDgtoptJaVlQwP9elSJ6mrMUBRNV9SYoSq62tOtqbqmq6qmK0pUjyt6zIiqUT3eoxmGoqqaoWmKpuiqrmsxXevu0TVN19Vo1DC0nng83t3VNW78hKeeWjlp0oxHH13+8CPLolGluLj077q39IEHLvz0F8uWPdzU2BRPJtrb2y7+D842+Lpcvnz58peX/vynz373uz9++uuPf/ajd2Nd8c7uaGdn15Ejrxx87vBz+/btrV9du/KBomUP76vdcnDfC9UbSm8rdNkExGklWIDQGGLDgAwhPIyJPC4wDMPgEgFYGBI5KuBinTydaZOcMpXtEcb7HamSWJCZNsFrTXWZ3BYrR2MmGMgM4xQorwnmYIjBYBPOWDHcKiI2BjEziIDgFonwmEgfT1k9hNslOkMej1POtIpTHaJVJCkcdgu4iJNOmfE6aDNJCDBwWGmvmfMJbEaa3e3mZBamWSwkCek2zi8zLifv8PB5ftu4VDkgMjiJOkQ61cWOtZk5FvXhWJaLkhmQZee9dpqnYBdFWm24g0PdHJAIgJPAgQCr2WRlCJGCWACsBOSRSC/P5rjMqSKaxsMuE2IywSgADEo5OMIrwtl2U46HdNI4hwCO9qe6snCGGhdKnzUmOG3ajCmBwqdKVjlY0SshXh71M7iNZSQnDTAgk5TfxKZZaBcBzZ9z018u/X3I6YbO2KyqqqquqY0n+ubMnXeqU0kaalQdYZhTNSWqa9rIN32EDErXunVN61F0XVF7jJFplKLqRjzZ19LSfPjIkTP9gwP9/YP9/ecGhgb7+8/2D73//oVdu/f+y+lSd5fyi599+O57F95974P33n/v3fd/cuG99z/86Ydry9eVlJYNDZzTFD2hqLqhanrU0KKqGlNVParoekyPqoauKFEtoeqGEe1RDE1R1bjSraiqoSmapim6EdcVRdM0TdE1JRo1dK07lkx0dXaNnzDx0cefdLm8t9xyy+zZt/Z0nl79jwi1dMlPPvxo2bKHGpsaY7HEjh3/D6G+Wv5y5cqVy19e+vwvX/z5P/7yq5/99uyZc31n+uPxs6e6Ow4+c/C73zl14vgLreHSuk2bmzdseHn/oV0NmxdNMksQJCAQjwIKASIEMQRiQgmehQkUIylaJCAGBgRL+kyM08JmuawWkc0zm0PuFLvLXJBqGZ3lSXPbOBozUQgHQzaKtHEoI0I0CmQYmHhAoDBnQmUOtvAQQGDRjGXIgodnvH7MazV7UqQUvy3Xa8thOJiEHRbMSaIcyooikWbDORiiUcgTwJ0s6iIpt9VidfFuFhdgILOYwGMugfI6TTY7ku6WBIzAAfBRpNfBW0Qkm0ZcApZBYhKKSCSQJUIgUQlHCmg+SxQFGDcBwk0gKAAUQkIQCgPAANREszID+2nYw5A5rJBKUx6c8DOoVYQFGPaZUCuFuRg06JHcZnLGlNxb595UV3Pv/Lzxi5ZMrVn50Jb7JpUsW57ldR19YXoaz9sowsXwqRRmZSEHjZIYZjEhXhFyWwknDu5aOPu/sh7ihkKoykgkkuztmztnblfHKSMeM7QeVTeiUV3VdDUeG/GSdF1T9ISmaEZUUfSEphlqt6roMUNXYz3ReO+5+uYdJ46+HjPiqhHTY4Ya1RQ9HtOiybPnnjv4wozpU2fOmDlz5sxpU6fPmjVr+vQZM2bMnDlz+ozp06ZMnbVg3pyXXn2lcltV1faKcLiyurqyqqoqvH1ze1tLSWlJWfm6/qFhQ4tq0aiua6qqKVFV1WO6rke1WKK7W9N0VU/oqqoqmh6NGnFVVVRVj6ndmq5qqqFrSlTX1Xg0qqpajxaP6ZqqxtTk2WjXqXFjx1ZsWHvznDn5BYV33HZHb9+Z1atW/yNC/fzDdx9+6MHGxqYzZ/r37N33bRnrnnvu0XX927r71+XLL768dPGrDdcufXnx0pcX/+2Xv/xR7w/fff/dRO9A4sy57xx96+ihIx2GUVvdtDm8ZF97+4vPH29Yt2HGGNzEUxKEuglIICEWJkgEJjCcxVEapxmClllYwBGUZvwc67BZ/YLNxpNBv5jldfEOOoXnC1jJa0I5M2rzcjRpTjV5rTTtIGgzCewm1IWhQZZwMLgHQQOi4IYxHkLSrbZ8GxtIEdNESxYtjAt4A07RhSASgqRKJoEn/TTlxIhUGPLJqBlD7QRpY3EvbrKxuOwUMmx0wIZ6YHokioohCIRAMIKmMXCABkEMdwsoJxIeGPITmIugnFZUomAngEI2LMtBFHJkml1McZvG+Zk01hKYnLf03uUBT8ETpWsfL5+zYXv+44+515fneXk0327JknGfGfNwiI2AeRh4sji/zeYk8Cw/yZBg5f23N7Y1DynrH5szQzCzKx+7Y81i2S0CVoBffjrok1GzAxN4RoBgL4d57RJugt0i6rVgHp9F4sGdixb8V+x7QyFUVaS6JhFPzluwMNkbG+ofGBoeGB44d+7c0ODQwPDwuYG+syNbkw8MDA4ODAwODPQPDAwOnHt7sP/M0PmB/sHBc/0/+NEP9u7adfp0x/nB4aHB/uGhc4Nn+wcHzg4O9A8PnT0/PPTue+9fuPDBBxc++PF7Fz784MK7739w4ccX3r9w4b0LF95///1f//rf6hoaZFn+Oi4wDBsKhZY/9ujWzZvf+eE7Z84kkn19vb19vYnevt4zyWS8NxmP9Q+dTehnkvHevr7evmRfbzKR6Iv3nksmkokz584m4329ffG+c8l4MtnX25dM9Cb7+nqTZ/riyURvf3+/qhqjRo3a0dby4c9//s47Pzw/NPyjH3+wctWKv0OoJUuX/uoXHz/22PLG+rpnn3t+2bJlR44cOfb/W06cOHHw4MGnn376wIEDz/wrOXDgwP79+0ePHt3b2/stPi2XL/9NYtTXHYTLly//9c9/+vgnH/ziVx8P/+Dt828P9cb6Tn234/Tx7x15/Y2GSMvu5rUvHzhQU719UYEkw7CEAysFWByxkEBCAYcjLISxEGZBUDeL8DgGA2DnyBy/LdPq9Jj4bCedmcJLApsumjJZkoSBB0dCNsoiECk0axUphxk3c8BmQWUac+GoTGOMmRQF1olhHIEDkpQB6vTwIm1KYXCrmSZ43MWyfjfnJoWQU85IsbgILBUl3CacwoAZxwWBtJkwu8zKAssjwMMQAo6lWNFsv8dnt5lkp8Qws6dMLJiWMz4nODbFL7nJTJ7kUMRnpkQTipCQ10xJLMGIiMdE8hgyZ/rYrjdWzZld+Oxz9S9U3DnR720OP/K91+9pbQwVlwUj4bkWlhR41GWBrSzKoYiZhk0IZGFwJwzJHLAwEAth901wTMq1nDixfNKoUCjoWTW7IHxb9sTsfMGML1maniVCQRvpttAuC5thIQQcwCTwUViqCSr0YDwAdy6Y95X5Ln3zRi9XbjSEqqmJnOs7O3nSlNWryrZUVVds3bp5e/WmzVs3bd66pbKmcvOWrZXhLZs3bVy3oWr71m3btpRt3laxcUPV9o3bKio2bdiwZdPGbVs33XH7XY8vX7F209ay8vXlZeXlpWVla8uLN2wpL1tbtm5D+dr1a9etL16/qaysvGz9xtJ1G9atLS8r31C6buPaDRsrtmy9ec7cRx951OfzX8eF2bNvffTRR265dfbyxx8/euKNFw69eujFl1555eChFw+++tJzLx168eBLh15+5cUXXzj40osvvfbyvhdffOmlQy8feunFg4dePfTisy8dfP6Vgy+89NKhgy+/eujgwVdefPGFV14/9OKhV1585oVDr7x06OXXDr387LPPZmUF1pRtOnHsyKEXDx18+bUTR48tX7nK709NTU1JSUkZKTz04EOnT3XfcccdDY3NJes2jhlVeP/99y/53yEbN248cODA008/vf+/IPv27Wtvb//Nb37zbT0qI1lR/2TFz6XLlz/++S//8Ls///LCT3/UP5yM9ynd2kvPHzzyyptHj725Z0/dicPHdlQ3jiu08jBkESGJRU0M6rJSZhq2cbQJxSUKp8w8wIDMECwGAAl4iZQYShbNKX7a7hNkXjTxHIUgPIl47IjdipAkYGGCI8gUHsdowDIQgwCGRHkez/azkgjsJki0kDiNIQjEAwgGEI5jCApMFHBwNOVBc02cm+FlgeBozE6RVgjnIdhCIAwKMwImQ0iqmRuVFcAAFshjalZnvHFwZ/Ejd5U++fC0fO+KpTcf/s6Tzy4fM8bE2zg8xPMChNkQyEGRFIP7aNjLY1YTZIEhLwBTRwfeiT36bOvE5+omHiyemu601pdzJ156orVm7orHcjfeOzpdwkMS4+MJv8B6zIRgARyCZKN4yEykiXS6xAcsYoqdtUnc9BR/msueG+AKZTGDZjJEutBvzqDZHDudZaWzzViWhExwk7Mn5ebk+6ePzbp32vT5Y8bOmzZ5z+uvf92g/8TWI4UbAqHqqsNn+85OmTalpGS1z+sTRZHjuKlTp06aNInneavVynPc1KnTJk2ezLCs1+tdsGDBuHHjMgIBmqanT58+ZszY++5bcv+SB5564tGS0g1lpWVry0pLSsrL15YUF5WtW19eXrq2pKy8tLRsbWlZeXlZ8ZrysrLS0pK1I5pritaVlZVuWL/5lZdfttls1xFq/vwFDz60zCwIdrs9lJ0VDAYDmVkZgcxgIBjICAYys4LBzEAgmBkIBDKz04M5wUAwGAhkZgWDgYysYDCQmR0IBDODgUAwMzMYyMwMZmZkBDKzAsHMzGBGMBgIBrOCGRk0Rbk97sys7EAgmBnIyAgE8nJzCkeNGztm9JgxY0aNHjd2zOic3PzsrKAkik/v3z14tm/fvv3fttFuXPnsz59f/PLSnz759IPv//id999758I7nW/1vPnmd197/fW2htbjL+/bsvrBCW6ChwAHQzIEWxHcI/A0DtEIsGGIk2Y4FOFE1kVjXoKyc7gFhXEU0DCwEqgJARgEcAByABApyCXTKTRjtsEyCiQIOOyoCYNcOOKz+j2MOduKp0pEgEacADhFOteP33OTxOBYTk7WxGzf7XPn3rFwZsBlnpHvWj2dl1E0yFABikyjYRHF7DDioFEbjNgREobg/MLQB5/89umnX97+SG7rU87qzd4Nj495/uni2xalr1g69Uj3o7ueGjeaYx0iyOPpVLfdR6EZAk6gSJAlM32yNUU0ERa3g5g+hn9ikW3arMIpk7g7C7JTJFOuGxQEPflZWfmp6UEryHSyWVn2CRneiQEpGLBZOdRjQrN8bMDFFWSIuT4pZGVnZFgKM11Bmk3x2tJSrRmp1syAM8XjnDhq1s3z7rj97iUVddUvHTjw2osvHz76nV9+/OsfvPvj/oHhjz/+t5/+6jd/+OxvWA3+r0GomupIbzy2cMGiRLz3lltuycvLy8zMLCtdW7ymJCsra9y48ZmZWeVry9esKQ4EAjfNuqmxsempJ59atGhxelr6+nUbnnziiddff/nZ5w6ePN11/vvvDA/2Dw/2Dw4M9fcPnxs6Pzg4NNg/NDg4NDg4NDzYPzA8PNR/bnBocGhgYHBocHB4cOjcucHhobffPt/VrTA0cx2hJk+ZMjw4tOKplU8+sbyr49SRo8e/e+K11w5/58Txw0eOHj9x7PCJY0deO/ydN0+8duzYsePHjh07fvzosePHXj965MR3jh0/duzw0SPHvnP06IljR44fOXbi2OGjh4+/cezw0WNHjx85euLokeMn3vju4ddfyQ7lbNla8dZbHceOHnvjxOuHj5x44/jrrx15443jh48fO3r46Ik3jh8+fOR4tOvkXXff29LUFI8n29vbv5WVw/9XyMUvLl66dOni5xd/85NfXXjvg49+9sEZLa52a4cOHWssLznyfGVNw7JZPrONBSwFO2XeSZMOEmJhgAPYjmNWBnbSpEPE7HbeTFMsADIAduzqjicCztCclJcfvHnMRIHiAyI5SmZEM22j8VTSZHegMgpkHHXbBD+Gp/O4xACbbNtQuWVUUBqXA7Wtf2jpkrElxXduvu+W+xZPfOyeqfNmjXm2duZoCc0nKAtFWAh4DAKcBMzAwM/RkkjKPELAIDcv+9zpzqJHlpXeYZriA/csNq1YmLdi4eJ7brZMKEBuv9dZcvv8ceket4PKMrFpmWy6RbDTOIJCYzPkDEGwugJptJDp4kIin4YCEgAMAiIE+yTUzaDZDkuB3zFrXObtN+csXTD3sSXzVz5w1xMPLV5TUrZjz65tpas2byzbsL60tnpj1faKHe0NB/Y+/fqBZ9/s7I71nu0fem9w6MfvfvjBL3/+m08//dMfP/v8T599/r/FjjcYQtVEkonEgnnzuk+fmjFzZk4oJ5Dx/7H33XFNZfnb7DgKgogCKdjozUYAdZQiOgJKtc6MBRVIo3dIQhWD4QlzAAAgAElEQVSSIPZCka5TFESQlpCElNty0yuodHVmpzenOUVR3z+Czuzv3Xd3dnV/u/Ouz+fmcs83z/mec7/nfB5yz73nHo/UlFQqNcnT09Pf39/DwzMtNZ1KTXJzdQvZGFJeXpEQnxAREeni7JKRnhl/OL6lubGmuqajq0sKSyEQACDQdLsNhGEAACEJIIFQCASlgAiSgpBQNLM0CwTAkAQUiiAEhBGUP8BZsnSp9Xyb+dbzrefbbA0PvzM5QafR8/PyhoZvyGRSFQrCcqUclUpRmVyOKGSIVCpVohAKIzK5FJWiCCqTyVBEKpMqFEoEQmQKKSpDZSgqkylhCFSo5agUlclQmUyOSmUaDSgWEfz8jp08N2w0yFGpXCZFUVQpR6RSVC6XymRSGJUpUAiVozeHhxISEo8fPwaj8jNnz71UqL+Bx48eP37y5Idvfvri06+/u3dPJ9fo1DpEwi9MIzZeOF5Sfnibw0LXhXMdzGe72th6O1g42bwy99VX5pnPwlq+smD+bHvz2UuwsxY5WNtazdkcFL3Ww9XmlT/FH96b+taurQSvVYEhG8NCs6rOb1qBWb3A2st6zqsLZ2NszJ3NF+JsXp0/61W8hcVi6z8tmD9r6YJXzM3Mdr0Z9+TJk9TkSH+C2a4oX+7lpEtnoxl7CPuiw/fs2hy8yrH23NbdUTaLzSws55th7Ge7Wy/AmFvMNZ/lgbV1tLPwWDLfDWvnbG+xGj/XbcG8EK/5i+wWYOdYYS3nzJtttsBiPsbCDGNvtmyuhav9HEfMghBX/CIny03L8Fu3vLbcC79lw5KwjYTAoNdiN6wKiw3cHR2x/0BcatzBxFQyPekgPTuv4khJTXVNU31z2+WL/f3tfK5YJABBCQQIJSisACGZEtUMKYdVCq0M0Q8ZxvWqoffvfPrRh5Mf/fmL+999//C7H3/+4ce/2gjP24j/YQpVicoVUVGRAj4/OHijt5eXi4tLakoqlUp1c3Uj+BBcXV3TUtOoFKqTk1NQYFBFRUX84fit27YtW7osIz3j0KHDzQ31dTXnuzrbUSkMSACR2DTxDYQAMSCZWcxODCEiWAaBYhCExaAUgGFAIpGIATGIiCEUhGBYJOTyBjgDXE5fP4fH5fdz9QZ9fl5udna2XqcVQ6hEgiAwiIAzs1hAAJKgKDwoEiNyMSCVSGAAAEExAAFiGJKYbkYCEggCAQgCQACUiMQgBIEQZJrEJ0WlPIHQz2f1saqjGq0ahgAEkIAACMCIRAKDMGRaPksEIhIQ0RmNh+MTjh+rQlDlmbPn/y3z8v5Y+OXB9E/3Hz745psxo1yjHh6SaxIOJJ49XVFzIT5gFc7BbJbjK+a4V+cuxc62wczBz51lg7FYNnsObo6NtbXl0sWvzHvVwuYVi1Ty9pBgb5s5lnUtmS0VWUmvh5PSEuZjHUinT4TvtlhsPnu59fxF7jbLrM2xZmZeS2xtzOcsmG1mbTYLM99y8UJzK/PZ8THbW46wogI8Y1+3DlmLORy6NXF/WPTqxT5Ozl5udosWzPJYZhu5zsrfxtbdAeuDt/KcZ2NraT7HzGzNIuul881WOi9Y42i/wnY+AWcR7G7rYGnpvHAewd1uzapFfm5LfYMJkZHbdu6JjT8URSHtzs/POXHsREnFqRMNp/g80bXOniudXZfaOzraOq/19gpEksFBiM8XAkIJDMnEQimvnwcCsBxVI5CczxWJIBW/m8fvH+D29/f19Pdc6+7vH2h/99rAtV4Bn8/nAVIYEYmEACCUCCUoKB8yDo/eGP508v1vvv700fTjRw8fmiL/N1bB+/34D1OoykoZikZHx0hRxd639m4JDQsJCSktLSsqKtkUsikyKiZkY0hZaXlRYXFw8MY33nyr+nx1fj4t/nB8YGBw+ZGKvNz8zs7u1tZmLpd/44ZRp9UY1GqdwajR6PVDep1Go9fq9DqNWm/Q6A1arUZv1Ok0Gr1WY9BrdFqtRm/QazQ6vUGrM9wYHroxPDQ8PHxzyGgwGCcmbheXlBQV0u9OjWv0Bp1er1dp9Dq9XqfWaTQ6ncFoUGvUOp1er9UZdAa9Vq/TK9V6o0Gn0Wo0Oo3eqNXp9RqNWm9QG4b0Wq1WpdFpdSr9kEZrGDYa5XKFv59/dW312Mi4Xqs16LVavU6n1Wi0Bp1Br9NpDSql1mDU6fSTk3fIlKQTVZVSFD1z9ty/ZdbLHwiPHz82/ZJ6+NMvn46P3/ng07Hx8Ys11fXnGZUn3lhha2lvM2fhvDlLrc0dZ1vOnz17wSyzReZzsJZzcOYWS+b8CTPbzH62ue3sBTt3eG0OcrV5FVNT9+ZZxoFgZ8+De3ZvCFy1N58SHGWFmztnBc5mKc7Kxc5mkY21i521pZnZ0vmzFy+0W47H+jkucbOf52k1B29mtmThn1a5WbnZzcbYzF4yxwJvNct1sZX70sVemIVLnTDuzks3rXV5fUtgULDftk1bDsbtj9oc8tb24Ld2xBzavy8+4Y2Ew3tzMqglxbnFxSVVVcyTp043XGhqbmzp6bjGud7fe617oA8Y6BUhEhQB5CishESQgCuCRMAARyARgYM8QMDhCfhC4aCI283r7+sfHBTwe/m9Pd2wWDTIF/A4/bxeDige5Pb28np6ef2cvt7+vq5+AZ/f393d380Z5HMEAwOcbi6fLxYOCgQckUyqUus1wzeGx24ZPv749v2v7v/004Off3rwePqvLIvw/2ikP844FJvJ0sjla/z9MlOS0pKopJR0KjU5NS0jNS0jmUwhpWYmk8kpaRmpqekUajIlNT0rJSUpPSs1KZmUnJaWlp6WlJyTk71jZywpPiGrgJ6WlZeVmZmZm5ebkZ6VlZGXmZyZnZ+WlZeVk5WXm56ZkZmfm56VlZ2dnZmdnZ2TmZWdm5qVmZqZk5+bkZGZnZ+eXZCTlZGbnZGZkVlaQgvZtCk4KJjBKMrKyc5NT0vPo2VnZmdl52bk5WXk5OWmZ6Tn0bIzMzOyc3OzM3Jz0rMzMjJz83IyM7MyM7MyM3KyM/Kz07Kzs3Kz0zNy87IzM7OysrOyc7OysrMKGJnJKQvtMbERkcWFebnZ6RkZ2Rm5+dkZmWm5BXnZ6TOWnPzczIxiWoGvr/+ZM6fkMuTs6X/PG+z+YHj85MmTJ48fP/n23o/ffffd1NQNlVRxuaOqvDLSfbHtUutX8bZ/ws/702KLORgLs7lzzewWzHaeN3vBnFnuCywdF5gttrJYOn9e7GvYsLUO8y2sKG/Y7N2wINZrRcASV4cFc10WWK92tlu9COuxYL7TEqtVSxesdl3iuRS7zMZ8NdbWzdFxw4rFa1wcAr2XBb62PGC962a/5aFrffdui46P3UZ6c+de4r7S7NxjR9gXTlVVME+cOXG6u6f/ak9/R/v1AS4sGkS5XRwppBGKUd6ABAAhSCHv7+PX1tRz+nj9fQOARCYSIAKuWMId5AwIOT3dsFjG6xVwenr5XKGAIxIJRPwePr+7V8wRcPp5nF5Bb/d1AZcHiQAhHxzkC0UDg2IOj88dEAskYoFQOCgCxKBQIOzr7ert7OEP8EQDooHrPB6Xw+nu4/TzRCKJgCPgcwX8fiEkBri9/aI+oXBwEEJkMIgMq3WfjI99+tEXY6MffPPVNw9/efjob654/rta7z9LodgsnV578sSpHHpRYT6tpJhGpzHotAI6jZ5PKy4tzs/PL6bRaLQCOoPBKCqk5eQWFTEK8vMLi4toBTR6fkEhnZZXUFBUyMjPzqEX5OfTCvLycgtoBfnZ2QwGPTcvr4CWn5efV5CbQ2PQc3OyGfn5+Xl5tPz8goKC/Lxsej6NQcvNzaYXFeTlF+Tm5RbQ83PzsxnFBdnZxcUlJcXFubn5BQX52dkMOj0vN5dWUJCfl0vLy6XR6XnZWXRTsqAgPz8/PyebTivIz82h0el5uTl0Uyl5uQU0en52Fp1GyzclCwoKcrJodEZ+SXF5YSEjO5uWl0ej0fNyc2g02q/MnBw6jZafm0uj0XMKGSX9A3xAIjpz+ty/ZV7eHxGPHz/55ZcfH0/f/+Tju7dvTk7eBk9V73dZZLncxsoPa+PpMN9psf0iW3NLMzO8tZmnnb3rIuyqxbbLFy3wc3DwWrDAfbHNyhX2q12WrLFfuGSJjeMKbNjala6rHSI2e631X/Na6PLAfQGkfbsO7t2Sm16YxWAdrT2TmZFHJpODAoNOHTvVcKG+tfW95ovvXL16vbuP03Gtt7ezn8sV8TlCKSAf5EggSM7rG+Rd50slcn7/QH8fV6pQca73X377ikyrFPEHuT19/F6uhC9suXDR13dNR0cXl8Phcgf6egV93RwxXyQQcDm9vQNcPo8r4vUPgICY1yMQ8Xm8/l4BlyvuF4ACCSSWigTQwKBkQCDhC2AxIIYghbBfDAhFMgk8wOVwent5XBGPKxFwJJzOvsF+kZAv4vfzRYJBoYDP5wyKhYM93d29ndcH+TyRkCfmC7m9XARG9EaDUi4zaA23Rm5/dPuDT0cnvvzi859+evgiGu4/SaGYFSyVUqVUafR6rVat1Ws0Oq1epTXqNFqdTq/VaA06jVar02oNOq1Gq9bpdDqtRmfUqbUarU6rNyXVOqNBq9Lo9DqNVq/VqfTDOrXWYNSqdQadVqfT6TVavVajUxuGdGq1Tq/VmR4A1esMapVGZ9Do9HqtRqfV6XUanVan1ek0Wr1Wo9ZrtTqdTqvTarS6Yb1SqTEYdGqNRmfQqQ06jVJjGNYrNVq9QafRaPUarW5Ir1Rr9EM6lVJjMOrUep1Gq9XqdRrVU6ZOq9XrNNoZb0ajXq3R6o06lV6nUWsMRr1ardEP65VqrV6n0w7pVWqN3qDVaDRavV6HSFHBoOjM2XOPXirU78b09PSjR9OPHz354PbdLz7+TKNpX4o3X2Jh5ufsGrzcdd1qz4jwyIDNgTt3RGQR47Mo1LKCYlpeaVlhaWlRDq0o7wTreBX77PGKow21FxqaLrx79XJt/Zmuga6r7dda3m7p6O/g9vB6Ort7uvsF/WKxSCrkw01N77755v6ezr6BXu4gV8zt6uF09XB7uUIuXzAgkPAGBf39fE5/3/UegVjS19E90Mvp7+3ncYRd1/t6Ojv7r3O6rnbxhMKua919vRx+P1/EFdWdbfDxIVy92tPR0TfIGQTFiHAQEPGE/D4eb2BggDPI6eH0d3PEQnCghyeWCAGhiM/hiYVCKYwgEpDPGUAhVMIXSkFYJkVhEB7s44tFQkAI8fm8Qb5AIhCBYgQCUYlAAqOIVCZXQDKdXKdSqRWQVI3IVEqDUqc3GofGb438eez2rdGRjz/9/N69b77+7LMf7n3/048Pfv7554c//Pxo+tH0wxfQOf+zFIpVXq6SK0EIhEAJBIghCQBCsASSQhKxVCISAYgUloAQBAEAAIIiUCoDBsUAhCCAGIAgAEQAMQAiAAjDCAhIYFACAwAIQDAISSCxSAIjEAhCECwBEQkAgQgEiCQQJIEhMQQBMAQAYkACS0EQhCAIBCEQBMQSBAAhSAKAEACLRZBYAsIQCAKIFJAAAAxLJBAEQwAMARIJKIVFAAhBkAQAQAAAYEgCAqZReBAGJSAEAhAEA2IxCKOwCABBAABBCAAhEAbFYgBCIAkAQBAoASFQAiMIIJIAIIqIAACEIECKiCViAJGIxRIQhBAIhEXCwdMvR8p/N34z0vH423vf3vvs3vfffHrs9ImqylPNFy+0trzd2vxeb5/gWldvD2dQIpTAgEQGayERIuJJeH3gYL+wv7efzxHxegX9fTwhDxTxRO2XO4SghNfTy+dwe672tr3T9t7b71691tF/vbuzrZPbxzl/8vz2mJh3L10c6Onr7ejmdPVzeq73d/cJeAKRgM/r5QwO8LgcLqefIxYD/V0cTg+HPyAQiIGu69e7ejoBEcLv4wrFYG9P3yBvkM/hCTmCppqWNWvWXm3rutZ2HRJBCIAIBwHBAF/CGwQGQUG/QMITAiIhIIKAQbFCqpaKYRhExBIQACAYQsQCsQyAZQiiksr0SrUSlasQhUqr0KhUI3rjLePQzeEbU+NTU5MfTE3e/eLrz77++st7X9377uv797785t4X3/zw3Y8//vDgx19+nJ5+Ab+P/qGG+09QqCMV7Eq51ggDAABCCCKTyxRKOapQyRFYKkVRGQxLFSpUrlShMqlMBcmUCgiSK5QypRaRqaQKDSRXIYhcCklhlVEjF6tRKQqLlQpUoZBLUZVSgUpRBYKiSoVchqKIDFHAqEypRFEpDKJSCJZr1QoEgeRqFQzAMgUoVaikMIIqEFShlMGwVI6icrkMlaIoAstRhUyGwoBEAkFSKSJXQBAkU8CwVCqVyiAYhaQQqpDBsEypkMtlECKHQRiVInKlXIqqFEolhEghGEGliFShkqmUcgRBZQoZIkcUcrlCIZeiagWKKDRyCIGlCgSRyWFULlfJpTJIrkYhqRSCBKLB8+dOv7zK+5149OjRs9ekPX78+MGP333x8defjkx+9uHtu3embg6PyBDpAGeA03m9s+1KX29f+9X3WurrrrZ1c3oE711qb7/S0Xb57c7eHj6f03+9p6+vb3CA1/HOVSF34L2Wd662Xe+81v9O67tXLrV1Xuvt7uzp6+m93nmtoakxNmb7pdZLgm5+d1ffIH9AwOnr7rzO6e4f5IsGBRCfK+J0D3D6OJAC4feL+7t5Qr74+vVrXe3XBAODgwJh7/U+Ho/X38vldHMhoUQsGGxtaiIQfK++287t5gwKeIIBnnBQAohgQCxCZdCggC8Wi3VaLShFNTCi14EK1fAN49idiT+Pjd013picuDX+4YefffzJF5999vnnH3z6zWff/fDV/Z9+/OX+vZ9++e7B9M+Pnk3DfvjLX2rQP3Jf7vGTJw8fPHzye4bJ/66r/ySFKi+vqFQpFCCCSMTQmdOnjlYerTp+klZYcqmluaW19VxNTSWbfazqeFEhvaqS3dLYWF1dw2SySkvKqk6eYbMrGxubLrbUXbnaWcauOHW8vJJd8XbLxXLWUTa78vjxE8cqqypZrHcvNpWVM4+fPj/A4x9jM5lHq5oaW5qbmq+0t1Uyj5w8daapqbWxqbG5ufnye+9VV59tbW6pa2ptuVDX2nrxxKlTJ06ear10samuzjSHTTgIXO/uampubLxQV9/c2tLSWn3+9HvvXWlubm1obGluaj158jSTzbp65T1OX0/LxUss9tETlUfZ7Ir2K239vb0XLzaz2OwTxyqPHTvOYleVs45eutTKZjGPHT1WUnqEyWTVVZ9par3Y3NJy5uTx4tKyStaRszV1jY31XV1dQjF09ty/5w12fyD83y/0ePz4yfSD6YcPp3+49/2Hdz749M/jd8duKFQ6JSoT8fgDPbzuy9c5Pbz29ivXLrf19Pb0dnP7Ovu62jr7enr6BzgDvAFud39/Vz+vn8vtFUgGRVdaWnuudV9r7+jruN7X1TXAEXR3dPdev97b011T27hn5+53W9sGOAIuh9vXyxEPCkUDA4P9PG7fgBSAIBEo4kokQhhWyCUiMY/DA8QQjycaGBAqFUpEKBZxuWIxIAakPK4QEiEaufK9d9rXrVk3KJTcHL6pUWl1Wv3E+OjUrffHR26+/8mfpybf/+Sjz+7d++bLz7+898VXX37+wQ/f3//5/i9PHj16/ODRkydPnjx6MQ8B/J2wP3ky/WB6+uH08/8H/c9SKGY5U6bQSCFIDKPBGzd6L1/h6+s718KCSk0ikcgREZHLvZcT/NfOnv3q6tWrExOJUdHRLs7OdrZ2a/z83d3dDx48lBh/mFVR4ebuSiD4e7i5JyenOjk5eXl7+vv5+vn5ent5JaVnLVqydMP6oI4rl1etWunt5RWXQEpIJJWUljk5uwYEhySSKPsPJ5LJRAYt//UtEcRE6uH9+/btPZSSnBocFBwUGJiWmnLo0L59b8XFxRNFg8Jzp44nJMQdPrT/4L59yUnUbVu35tMK48nUg4cOJ1CoGzYEOjq6lJcWtV5spVAobh5eq318nZ1dy8vLm5svEklUNw8vAsHHz9/fw9PL1cUlOTnF3cPLf+1aO3uMi7NzVFQEhZhATDgcEBBga7vQxcUpOnLroQN7j588jaKys2fP/VtWUvgD4dGjR9MP/uf1yMOfHzyafjQ9/eDHnz///tNPp25NGLVGjUwJiqWCfpGwh8Pp5/MGwMFBoUwk6bvWCwhhiUA2KBEDEgAWigCxFIIVsBAU8gbVGvhae4dgQMgfEPL6+X3Xe+QoJOob4HQPQBLRpZaWN954s7eXA4ogsVAkFAhFQiEMSOSwBIURBIA1Uo1CJjfo1Gq9WidXj98aG9IaNCqD1micmvxgfHTqztSdqbsffPz5vU8+/vyDu5998+236uFboa9v+eijTx/+8vCX+z//8tODx0+ePDbpwO9Tnt/1BMALwt8t62+slPc/PPxHKNQR1lG51oBKxKBEvDEo0Nvb299/jYWFBZWaRCSSIyOjV6xc6e9DePXVV1csX5mYmBgZGeHo6Ghvb7927VpPL6+DBw8mHIpnVlS4uLr6rPbx8vJKSUl2dnJyd/ciEHx9fAju7p5p1KTFDouCAtdfbW9fuXK1u7tHQlwc6XB8WUmpk5NT4IaAxPiEuP0HEuKJBQUFEdu2JCWRDx9OiD+8L4lK3bA+YP36DRRy0ltvxR8+vC/+YJxQKDp55lzcYeLetw7FJySQSJTQ0NBCWh4xPv7g/rjEwwmBARucnR3LSksutrZQUlLcXVx8fVe7uLhUVBxpbW1OSia7u7quWuVLIPh5uHu4uLgkJye5u7ut8fO3s7NzdHTcti2SSCIlJCa+9tr6BQsWODq6bIuIOrD/wImTp0BU/e96C/AfAn/7EZvph9PTjx7fv/fDj99++9VXd28OG28YNcNyjVomB+UoCogVEIKCgF6hkCKQ2qgdvjGk0RnlUgSWAEqtQaXXqqQ6WCLTqvVSEEFRlRJVq4ZuwhKFYXxSjuqVMDx269b1ju59e/dKUcWI/sbYzVtTk5/cnrg7OXl38uNPxm6Mf3j7z99+/d2Xn3527/Mvv//mh3uf3fvp/s+/3P/5wYMHv/z888NfHjx8+FfO4f27d7du3frNN/f+6YD8ToX6q2tDvXD8qlB/hBU9y5kV5SqFAkBQWCLeGLJp1aqVfn7+lpaWSUnJZDI5Kipq5YpVa9eumTPH3MfHh0gkRkdHu7q6Yuwxa9es9fT0PHz4MJFIZrPZ7u7ufn5+np6eqalpLi4u3t6ea9b4+/v7e3t7Z2ZkLFu6NCAgqP1qx+pVq729l5MSE8kUatmRchcXl40bQyhkyuHD8RQKlUFnhIVtI5OSDh48eGD/oZSU1I3BG4ODglNTUw8dOrB/38HD8YkioejM6dPxhw8dPhR3MO5QUlLStm0RdDqdTCLGxydQKJTAwGBnZ9eysiOtrReTqVRPT08Cwc/N1a38SEVzUyuFnOzl5eXn67tmjb+3t7ebm1tKSqq3t/e6deswGKyri0tkVDSJTEkkEgMDA+3s7FxdnaOjouLi4k6dPCWFkfNnT/9b3mD3h8D/uMv5Vy73Hj2a/vnBD9/+8OP9H7648/GHo1PjI3fGbtwauzl6Y2j4pnHo1vCNqRu3bg2NfHDn7icffXb3/U8//uDDP0/d/eSTD7/+6qsPRt4fH5n4/JPPP3z/o08++/zLLz/7+KNPv/jss+9+uP/j19/+8P39B7880Gq0mZlZX331xePHDx/+NP3g55lF7B89efJPX/7cvn07PDz866+//mcD84/gf+vH1vTD6T/G21eYTKZKpUakCCCBQ0I2rVy50t9/zV8o1MpVa9aumTPHfPXq1SRiYkx0tIuLKwaDWbt2nZeX1+HD8WRiYiWL5ebu4efn5+XllZqa6uLi4u3t5e/v7+fn7+3tnZGesXTp0sDA4ParnatXr/L29k5MJJLJlCNHjri4uG7cuJFCpsQfjieRqTQGIzx8K4WcdOjQobi4QykpqcHBwUFBQakpqQcPHjxw4GB8fIJIKD595uzhw/GHDh48dPBwEvU3CnU4nkKmBAYGOTu7lpWWXmppplKTvLy8fH193VzdysuZLc2tVEqyp6enr6+vv7+/t5e3m5tbSmqql5f3urXPFCqKRCYnJhIDAgLt7OxcXFyioqLjDsadPnlcDkPnz575XxhT+P8Vpl9SP//08/ff3f/mwy8+Hr99d2xqYur27YmpqZFbEyMjtycmP5yYen906qMPPvzko88//PiLzz/7+pMPv/3iyy/uffH9h3c++eT99z/9+OvPP/3y3lfffvP1999+9s33333/4/2ff/r2l59++Pnx9BO1Spubk/PNvW9mSnwRjfW/qlD/W/gbkfkPUqiqqqoTx6tuDg9pdTq1SrPl9ddXr/Z57bXXrKysMjIyU1NSd+zY4eNDeG3da+bm5gQCITkpecf2HW5ublgsdsP6DSuWryCTiElU6onjJzw9PdesWbNixYqs7Bw3N7fly1esW7duzZq1y5evyMnJXbZsWUhISF8vh0DwW758BYVCTUlOrTpa6ebmtmnT5pTkFCKRlJKceqSsNDoqMj0tnUQik4iJmZlZm0I2bdwYkpmZlRBPJBLjySSyQia9UFdHJpMTEkhkMiU9LT0qMqqkrDwpJZWUSEpOTgkJCXF3c2NVHrvS1p6dmebttXzNujUeHp7Hqo5duXwlIyPd28vb33/tunWvLV++wtPDPTsra7n38vXr1+NwODdXt+2x21OSUqhJKcHBwfb29m5ubtu370iMTzhXU2806uvrG//djfbHxrPLi0ePph8/evT40fQj0zZtOng0/ejR9PRD0/Zwenp6enr60eOZx6oePX748MHD6UcPHzycfjg9PT39aPrR9PT0I1O2R4+ePH5iMBjycvO+++67p+W9gDr/f6lQfwMvXqGuXbsW+AxBvx5u3rw5NHSLCcHBwYH/FxYtWrtn4/MAACAASURBVOTk6LjG38+P4Evw85tnZTXHfI75HHMzMzMcDofFYm1s5s+ePWfu3LlmZmbm5uZYLMbGxubVV181MzN75ZVXzMzMrK2t51nbYLE4MzOzOXPmvPrqq3g8/pVXZs2ZM8vCwsLCwmL27NmLFi165ZVXLObO81qx0nz27NlzZuNwODwe7+joOGvWq+bm5jY2NvPnW9va2S5dunSe1XwMBm9na7twIQaPd5g3z8rKysphER6LtV24EIPFYgkEgrOzi709Bou1tbW1w+PxNgsWOODxNtbz5tvMX7hwwdy5Vq+8Mmupk7OH13IcFjd79uw5FhazXn112TJHD3dPDAY/e/ZsCwvzuRbms2fPnjVrFh7vYGZm9qc/mRbHMjM3t7CxsZm/YMGsWbOeWuZYWVo5LF6yfMXKxYsXB8zE+NdAm5JBfxn+Z8agoKB33333RbX1S/xtGI3GvLy877///gX6fKlQzwWVSrVqtc+G9RtCNm0KCApa/1rAhsDADRsCgjeGODk72y60w+MwdnYYHx/foKCggA0Bpm3DhoDg4OB1a9csXrwEj1+0aJGDA36xm5uLi4ubq6urh7uHk6OTs7Ojk5Oru7uri4urh4eHq6uro6Ozq6uTi4vbipUrNoVsjoiMDA0L27IldEtoaHjYNh+f1c7OLo6OTu7ubq6u7u5uLi7Obm5ubo6Ojm7u7m6uLosclri7u7q6ujk5OTk6Oi1duszV1TlgQ0B4eHh42NbAgA3LHJc5u7g6Ozk6uzi5uDg7Ojq5OLu6uro4LnMyvfPSyclp8WKHpUuWOTk6Ozs7OTq6ODk5Oi5zWk3wCd+6bcuWsC1bXvf08nZ3c3VctnTJkiWOjk5ubm4uzm4e7q5LlzouWbLEycnJ1c3dzcXFxc3dzdXV1c3dydFx86ZN2yIioyK2bo2I2Bb++pbQ0NDQ0K3hWyMio7ZujQgP3xoWGrp50+aNwcGvb94UGLBh3YaNgQHrNwQEbtgQELAh4LUNwUEbXnttQ1Dghg2vBQRvCAgI3LB+Q2Dw5k0h6wNDXnttXXBw0Ff/Nf3734uXCvX8eMEKtX79+kOHD929+8E7F1tkctlNo0av1w8NGXQa1fadO1cTfAk+q1at8unp7hq5eUujM2qMN/RavWboxuTIGINOX+7t7evj6+tL8PUh+PkRCD4EX4KvL4HgSyD4+hIIq/18fQkzSYKvieOz2ofgs/rdK9dGRkb1et2wQT06OtLZcYVA8CEQCASCr68vgeDj5+dHIKwm+D01+BEIPj5+fgQfXx/fmSJ8CCtXrjh7vmZybGJ06m59Q6O3t5efr58fgeDnR/D18yMQfAmmD8HXj+BD8PXzJcxU1dfHVD2Cny9hxfKV5ETi1MTE6E2jRCRasXKVz6pVfr4EE3wJBMJqP9+ZUyM8OzMfXz9fAoHg6+ft5dVxtevmrds6g2HYYJwYuz1258PJ23fvjE9OvP/RnYmJ9ycnJ+7+eWrqztTU3ak7d+5Mjt+5O3V7cuLu7ck7tyfv3J68e3fq9uTk6OgNnUZtNOoMes2QXqdUKVubm2BEdmvIGB0Te/LUqf/NW87/tXipUM+PF6lQly5dsluwgMvhXe28vnnzJq5AjAAgAALDN27kZudsj409WllJSkjMykyXy2UgjIAQgCAAIAGlCDwoGPQlrN6zb39p5dHiwiJa2ZFSOoNWdqSwuLCwuKSwpLSksKignF7CKGSUlBYWHyksLqSVHSktLMqjFXh7eV2+8o5cJgclIAwBCo2++lxtWHg4s7y8mFFUWFRIL6OV0gtpR8ppxcUlNAajtIhWVlzGoBeUldNLGMVFeYySsiIm89DBgydOn5YrNXqthkGnbwoJKas8Si8sZDAYJQxGEaOwqLiYXlpWXFRcUFZeyKDTCwtLaDR6WRmjtKyUwaCVVxSXHSEmJkRExWg0GgWCvHe1E4fBktPTC0tKGXR6YVFxQVFhQWl+CY1RUFKaX1xSyGAUFRbS6LTS4iI6nc5mMgMDArKyspUKJSRX9nR10hnF2Tl5mZlZmRkZWVk5WVnZM/vszMzs7Izs7OyszMyMjKys7OzMzKzs7IzsnKyszPTs/LdbWxSGIUQkAgAYVqivtrVv3Bh09XrvsGH4SNmRoOCg52/ul/i7eKlQz48XplCffPKJh7vH8aoqwaBwqZNzamoaotSAICRDpVevtq3y8dm0MWRPdOyWqOhzZ08rFQoAhiEQQEAxKAZUMuk7777ntGRpaGh4zM6dMZFRUbHbYyMiomJ3REdHRUfHRMfExERGRe2Iio2MjI6JiY7eHh0dFRW7fXtU1JbQLRs2bFDIZTMLaoIIIpWRKGkbNmzYERMbGxUdEx0dHRsZGxEZtX1HdGxsbGR0dEx0dGzMjP/Y6JiobdExsdt37fIlrCouPaLV6tRqXUlJmYe7+8433oiJiYmOidkeHR0bHRMbHR0ZE7s9Kipqx87I7dsjY7dvj4yKjImNjIndGREZsX1nzM7ogID10VExGq0OQVXtHVcdFi8ikykFRcV5efl5efk5dHpefnZOXkFePi23oCCPlp2fm5eTk0MroOXk55WWlAQEBkZGRqAoIpcrL1++Ymdnu3jxIk9PT9OzCF5eXq6urt5eXh4eHh4eHp4eHm5ubiu8vd3d3Dw9PT093D093Jd7ey9ZsnTLlte7urpQKQwCCCgBjQZ9SmpqUkqqViUX8PmHDhy8dOnSc3eel/g7eKlQz48XplANDQ1mZmZqtZaYGB+yMUSv1YMgjEBiuUpDpFCevfPb1tZWJIZQKQyACAhCMAiIAUQhV7a8c+lvrLL5t+Hi4iJXqyAIBESAFEYAUGxjY/PPucrLzBq6YdSqNRVHSv/p+oRtCtNoh+RqRVfHNbOnY96/H3t274FlSikEITLZiuUr9+/bd+b06eNVVVVHjx47VlV19OjxqqpjT7eqo0ePHz9ewWYfO3r06PETR4+fOHHs+Olz5/x8fV1dXdUaNQKJIQBSKhXFRcW+q1YqVHK93lCYVxC8ceNzd56X+Dt4qVDPjxejUKOjoytWrMjLzZXJFFERERfq6uVyFQQAsBSEQLCtvf348ZPHjx07eeL4+fM1AABDYolUqTYa9MNatdY4PKzTy1XKpsam+sbG+sbGxob6C80tzfW1dQ3NDQ2NDU3NDY1NTY31dfUtTQ0X6huaGpqa6hsbLzS2tNTX1jc2X7ncPmzUGww6o0Fn1Om0xqF33r7Y2NBY39hS39Tc1HDhQkNLU/2F+qamhsbGhguNDU1N9c0tDRcaGxqbGxqbGpsaGhoa6xuaGpubBIPioZu39EO3QEDS1NhQ39DY2NDQaKpVfUNjQ0NDc/OZ06ePnThVefR4RkZ6WlpmRmZqRkZqclpWVnpaSlpmRkb6yRMnUVQuk4EczsCbu96I3REbE709NiYmNjY2Jnr7jh3RkRE7duyI3b59R0zM9tjY7TFRsdt3bo+J2h6zPTY6KqaCyYZQOQwBSpn00KFDri4uG0NCNgQEBIVsXB8UvHHTpvVBwQEbNwZt3BgcGBC8ceP6jRs3bNwYFBgYFBgUGBS8MXD9ltdfd3H3NDMzYzGr1Go1AEEIhPR0d3svX3n2zNkhw1BX13UnV9dLb7/9IrrQS/w/8VKhnh8vQKG+/fZbAoHgv2atSiGPjY6MOxinV6khEAQgKQjAUlSu0WiGh24OD98cvnXLoDUgIIgq1PX1DelpSVmZyalJKanJKWnZOQxaAY3BoBcW0gsYRUUFNBqNRqfTGAw6vZBBpxUUFhfRaDQGnZFPozEKC4qKCgqLi/LzCwpLCvLyk9Ky0tNSMtKT09OSUlLT8wsL6TQavYBRRMsvKsynMRgMGq2ggFHAKKLTGDRGUUFhSWF+QX5haWERjVFSyKDRaAX0wgJaRm5+WnIKNT07PSuXxihi0Bg0RmEJPS+fUcygMRh0RgGjuLe7e3h0EgEkQRuD/f38/des9V+zdo2fv//adf7+a3x9fcnJaQqVFpaIJbBMrVDKNDqFSqdRqbQqpUqp1qnlMqVeq1ZqVCqVWq1Ua1UKlVKnUylVKo1WrVChqAKEIBCQIJC0u6c3Kipmx85de3bt3Ln7jd27du3Y9ebuXTt379q1a9fuXTt37dy5a9eu3bt27d61a9fu3Tt37961a/fuHbG7du7ZEx0VfayqSqXSQpAEgcQ6rerk2ZqIiDCRWDykNx47dTo4OOT+/fsvqCO9xF/BS4V6frwAhRKLxcuXrxDyeV3X+8zNLWrqLig0OjEIKxCxgC9oam1paGxubGhsaGppvNBY39AkEPTdNGhT0jLmmFtYWVlhsDgcDofF4nE4HA6Hw+LwOBwWi8XjcVgsbsaIw+HwOCwG54DHYbFPeVgsDo/DYrE43G+YWBwe/2t2k7enRpPnv/CGweLwOCwOi8NjcXg8HovF4vB4HA6Dxf0GWCxuxj0Wh8Phzp6rfv/OuEaj6e/rvtrexhvoEwn5/AGeWMwfFPAEggEAhBUoAkoRiUDYeOmd1vr6hsbW5uaWxpaLTS3NrS2NzU3NDS2XmlpaGhvqmxubWhobmxqbWxobmltbm5qauzo7QUQqkYASkQRSqfU6fV9PT9u1zqttHe3XOjout1251tne3tHW3tHWfq3jctvlzu6rl9va26++29F95XJnW1vH9c52JYoYtXqZUikGIVACAgCIoihPIHJxcTp39oxSoVHJ0T17dsEw8oI60kv8FbxUqOfH8yqUwWBYs2bN+bPVMAJvCt2WkpKkVsolAARCoFQuEw1yD+w/tH//gQMHDuzfHxd3YO8bb+x/9+1LqFwllgCgBLjW3p6UmkWlkBLIqVQKiUymJpKTqRRSIjk5mZKYSE4mkylkMpVMpiZRSAnk1CQKiUSmmizPOCY+mUyhUkhEchJ1hkkkkalEchKVQibOMFMoZDKJTDUxn3KSKGQKiUwlkZOSk4jERGoSlUROJJOpVDKFSiZRyFQqOZFCTqaSSRRTMomalJKalpqa1t7WoVRrz5w+nZ2ZlZmTk5mRlZWTk5WVk5GRceXKFY1czuUMvLk/7o2du956Y9cbu3fv2v3Gnj17du568603du7c9eaePW/s2b179649b72xc8eOt97cs2vXrjff3LOLXclGYBhBQLEIQEBYodFn5+Qd3L//YNz+vfsOHjq4d+++QwcOzIT0YNy+t/YeOhi376239u7eveeNPW/u3XuQRI7v7ryuUWtBmUICwLAYQGGeBIJlSm1hQcGePXtkSrVSpqg+eyYgMPDzzz9/cd3pJf4CLxXq+fG8CsVkMje/vuXW8FB1bb27q3NXTw8qkwMgDEGQgC/ovX61r5/H5XAHOBwOhysZ5EqVBhRBJBAAS0CtStXc3ITH46ws51lbW1paWltZWZkOrK0t51paW1tbWlnNmzfPat48K0tL6/nWlpaW1qYHu+dZWT3jWD5lWlpaW8+z/C3Tep6lpdU863mWcy2t5z/1ZmI+5cyztrKymjfPap61laWVlbX1PGsrU14T01S09TxLS0srS0srKytLC4u5lnPNzefMLWcxVQpVRETE3LkW5nPmWlqam5vPnTvXwsJ87rGq42qNDgQghWFIj8qMN4bHJ6YmxycmJyYmRsYn70xMjE1MjE9OTE5MjE9MTE1NjIxPTk5Mjo1NTE4N3xgGxCAMSmAYlPD5bdeu9fb3c/oHuAMDnP4BLo/L7edwOZyZqPK4A339/Vw+BEJ6nU6uUAz0czgD3M5rVzva3uvn8GBIAkICGBJKABCGYAkAhIa+zuX2oyAskUD+fn48Pv/FdaeX+Au8VKjnx3Mp1MjIiL+/f38vR65SRcfsPHfmuEqrl4AQCokVcmVTa+s8S+vf3qVyc3Xu6ueiiAxCQIkEEAGICIBlCAxK1SoZhEplqFSGoqhUKpNJUSkiQ1F0xiiVSaUyGYqiiOyZxcSRSdFnuaRSGSpFpabkDNPkYcab1OQKkZk4CCKToXKlTIagMkQmV6MgJFPIZIgUMWX8NS8gAYSDIuGgWDgokkhAmRRFELlKIdMolTK5TCaVShH5TClSFEVkMAxLIASSSEAElqPypktvU1IykpOSU1KSKZTUtDRqEjWFahqCS0qhpqUnUaipqUkpSRRKakY+nQYAMAxAKq2yteXi77wDeOhwgsF4s76x+bdGEjFhyKCDIQkoBgAxAEEIisoPHoonkslGvUEtk7Orjr/z3uUX2qNe4le8VKjnx3MpVEZ6enBw8M1bt5JT0tzcXCUSCIFgCQRJAEinUktlsostLXUNzfUNjY319Q0NDZffe0epVht0eoNWg8oQCIJkMnnE1m3uXt5e7h7e3h5enp7u7t7e3p4e7t7Ll3u4u3t5enh6enp6enp5e3u4u3l7e3t4enp5eXp5enqZOB7u3t7enu7u3l6ent7enh4e3t7ens+YHh7e3l6eHh4mb95eXp6eHl4m5gzHw8vDy9vL08PL0335cndPDw93d09vb3cPDy8PDy8vL08PD6/l3h4nT57RGwyIVKpRqY4fP+7m5u3l7eHq6u7i5u7h7ubh4eHt7e7q6uXl6eHu7unp6XG+plqnkoESAEZAhVx17sypkI0hW7aEbtkSuuX10NAtW0z7pwevv24ybgl9ffOmN994UwwCEILCMMrn8o4dP1Fbe6HhQkN9Q9Ov+/rG+vrGhvrG+oam+vqGhvqGnt4+GSrl9XOOHjt96sTxquOnT5482X61HUXlgASGQRCAYQgC5DLZe5evkslkgXAQlcoGRcK33torEoleaKd6iRm8VKjnxz+vUD/99KOf35q6uga5VOq0zDEnO0urUkkgqRhCYBAuKylKTyXnZmZm5tMzc2m52bm5ubkZOXkUMpWUlEpJSr127bJcBsul4MHDCeHh4dsioyIiIiMiIyOiIqMitkVERUZHbA3bujU0dMvWrVsjIyOjI7Zti4qKjtgWGRkZGRkRGRlh4szwI6OiIiOiIrZFREZGzTC3mnhRkdsiIk3MqKjIiMjIyBnmrymTv8iIiKjIyMht27aFhoZFRkVERkVGRERGRkZERUS0tDQoFQopDOr12vr6xpjt0dERkdEx0dFRkdEx0dEx0dERkTHbY6KjoqJjoiO2RTQ2NWq1kFgEiWA5IBbDsEyl1Go0ao1Krdcp5QqDVqtRq7UqlU6j0SoUep1OrVTqtRqNQqlTKbVyBQBJRGJYioCQfvjGseMn6Xn5efQiWn5+bmExPS+/gMYooDEKCmh59KL8fBq9oKCiolwug+SoXKfRq4eGjHqj8cYNjUKFQDAkkQAAACEQJJZAEkCpVJeUFrVfaUPkKo1SlZ6eWVJS8qL71Us8efJSoV4E/kmF+uWXX9JSU0iUZJVan5ZEzczI0Gv1EgCUQkIYlKAwfK76XFFFZUVxKbui5EhZ2ZGy8vIjZcUlTHZFcWlpOaviyPXr3QCMgiLhrZuGvt6emNjtYWGhYWFhW0LDt4aHbgkNj4mOvH6964P3Pzh69NSWLaHh4WGhoeHh4WFhYeFhYWFhYWGhYeFbw0NDw8JNX4WFhYWHhz1LmpihYeHhYWGhoeFbw0NNHFP2mSzhW2cyhYaHhoWHh4ZuCQ3Lzc27MWzYtXunqT6hoWFbw7dsfj2cxx0YFIrebb/WefUaj8vt4wt53AEuT8AZ4HO4A/28QT6Xw+EJeFweAMIKmUwskqCwCJII5ZBQwOG0t3e8d7Wzvf3K5WtdHZevdHZcvnr1ytX2Kx1Xr7Rdaeu8drm9ra2j40p7W9vV9ivd3R3AoEgKiBEpCErA45XskhIGnV5SWswoKCgtLaEXFhYVFhYVFRbR6KVHymg0Wgnr6AmJWDTIH4RhpK3t0pq169atW7vGf80bb+ySyyAxLBVJYEgCSBGJTAq3tL6bQIxHICEEQDAsZrMrv/32239B7/pvx0uFen78kwo1Ojrq7OzMGxR3dnU5L1t69VqPXK4AECkoBgAAFkOIQiHXqlUqvVGtVKtVarVWq9Lo1BqtSqNTqfVajQqWSkFQAkAICsHX+7kVZcWFjOLiouLi4qLCwpKiwsLS0iPd3b1ylfrSxWY6rYBRVFxeQmMUlZSUFBYXFxUXF5YVMxhFJWXFjMLikrISenFxUWFxcVkJo7D4KbO4sKyEUVRcXFbMoBeVlBXTi4uLSooLTcwjJYziopKi4lJ6UdlMucVldBq9+vw5BACOVLBphSZuMYNeXF5ehqJoYWHR7xkSCg0P1xgMEgkEwLBYAmmHb+bk5P7O4aSnA3YuPX0DqFRm1CpKSkvXrl0XHBQYGBwSHBQUEBwSHBQYFBRs2gKDQ0I2BgYEbAwICPAn+Kxa5bNv//6r1zrLywoLi4qLCwtOnjgGQzAEw6AEFEkVIACAEKhSyJOTU4+Ul6v0QwqFKjkp6dy5c/+C3vXfjpcK9fz4ZxTqz3/+IDUllV6QbzAOFRUXFxUWGY1G45BRrzMM6bUGo0Gtu6HX6w0Gg944pNcZ9Fq9wWjQGwwGtVY/dEOnNxoMBq3OaNDpDXqDwaDXG2+OToyPjoyPjo6PT4yPjExMTIzdvDk5NDys1+qGb94aHx8bHxsdG58YHRkdHxsdGxsfGx0fGzf9GR0ZGZ0cHxkfGxsdnRgfGxsfHR0fHx0dGZsYG5kYGxkbHR8dmxgbGZ2YGB0bG58YGxkfHRsdGRsfG50cHxkZnxgZmxw3eZwcGx2duHnjllGrGx0bHx0fHx2ZGJ2cGhseHZuaNBpviITilpaW1pbmpubWi01NTS0XW5ubW1pam1suNjU0t77T2tzU0nqxpbunxzh0Uzc0rNcaDEbD0I2bApG4ufliS3Nrc3Nra3NLc3NLc8vF5ubWlubW5pbWlqaWppZLLU0tzS0XW5paWppb2tvb1Br9kNE4MjLW2Nzw1lt79++LizsYt39f3MFDcfv3xR04EHcgLu7Agbi4Q3H798cdjNsfdyDuwIG4fXv30ekMrVY7OTk5Nj42MTpya3RUbzQadHqDTqc3aox6g8FoHB0f4fVxExJJ/QN8jVLedqU9ICAABMF/SRf7L8ZLhXp+/DMKtWnTZgzGHkU1l997d/PmjcREYjKVnERNJCUSk6iJFNMjSyQKOZlMIcZTiGQKkZRMTqBSEslEYnJSAplETKCkUEhkKjGBSiQSqckUIikxKYVEJCeSk0nUJCopIYlKJBFJxEQyhUymkIlEEpWYlEJJJJJJRAoxkUROIpPJZCKJlJxMJhKJiSQqkUimkEkk8tMnmIgkEolCIVPJRCI5iUIkU6lECjmRTKZQkqlUEpFCJlEpRJORSEmikEhkEjGFGp9ISaaSSFQikUohUakkEolKplLJxEQqMTGBkpyUkpadlZ2Zk5ebkZGRnpuRk5eVlZ2ek5+dk52VkZGfl5GdlZmbk5GelkJKJFGJJBKRlJyUSEpMTEmiZmVkZWXlZGbn5mRlZmVlZeTkZ2XnzlgyMtNzaTmZWZk5eTmZWVlZOelZ2UnkxCRqIjGRREpOS0pOTaUmUdMyUpOSKOlZqdSk5JS05JS05OQUalpGRholiZqakpySkpySnJySnJJMIZITKSkUEomamEihkJOTEhOJFDKVQk5MpBBJVDKJTCWlp2d6rlzd0tKkUMhUKk16anpGRsa/po/99+KlQj0//mGFunPnTnBwSGvrex/+eaqiotzBYZE9Dm9vZ2drjzXt7ewx9vb2dvYYe1s7WwzO3s7ezh5jZ4+xs8PYYbD2tnYYDMbezg6DsbO3t7e1w2Ds7ezsMFiMrZ0dxt7eDoOxMxltbTEYjJ29nb0Jdrb2WKydrS3G3t7eZMRgZjh2dqa9/bODZ0yMvZ2d3W+Z9vb2vzL/wpu93UJb7G+8Yexm6maPNWW3tzPlNdUNi7U1ebO3szdxFi7E2Nvb29lhZuprO1ME1uTNfqZozF96s7e3s316+qZQ2Js4T4OAxdhhMRh7exwWa29vj8Vh7e0xOCwGg8VgMBgMDmtvZ4/DYe0xWCwGi8VgsBgsdib6djMB/E2Q7Wztfg2L49IlKdQU3Y2barUKRVEGvfDBgwf/sp7234iXCvX8+McU6v79+zt37YyLi2tra6uurq2rqamtqTlX11BXff583YX66rPnay9U19bW1tRU19ZdqD53tq6hrrq6pqbWZDxXV3/h/LkLtReqa+pqa2pqa2qrz9fV1dRUn6+rq62uPl9XU11bW1ttMp4/X1dbW11TXVNbUzvDnOHU1FTX1lTX1tXUnD83k722trq6urb6fF1t7Yy38+fraqpramtqqqtra2trzp+rq6utrq6uNVmecWpramqqa2tqampN3mqfVaa2+nxtbU1N9fnautrq8+dMFa6prq6rramp/q2387W/5ZiMtTU15//vU3vm7fyMN5Px/FNObU1N9fm66t8G4Vxd3dNAmb5tqD93/mxtTU1dTU1dTXVd7YWac2fqai/U1NTVVZ+vqamtra2vrzlbXXuh9vy5utoLNTXVMwfnz9VdaKg5f7aupqa29kJN9bna2gs1J6rONDTW1tVduNB8KTR0S0xM7Msh8xeIlwr1/PjHFOrjjz82MzNbYLMQj8fY2WFxOIwDHofD4hwccDgsbtEirGkKnAMeh8fhFi3CYjF4BwccHj9jxGFxixbh8Fgs3sEBi3XA4fAODngc1gHvgMdiHPAOeBwOj8U6OCzC43B4vAMeh8Xj8HgcDm9iznDwDjg8Ho+fyYjDOuAdHHAm02+8OTjg8Xj8DBNnYuJnTA74GY6pIFMRpnKxM9UwEWcOnhpxODwe7zBTt5m9Ax6Px+N/480Bj8M54HD4Z96w2BkODueAw+NxWNNXJrLDszN9Vi4e/zT5tEoz3nB4PB7v4IDDY3EzMZ05ZdxMXtMHh1+Ex2JxixzwOAxu0VP3puTiRXgsDu9g+haLW7QIj7G1x9ljMHgcBoPBmJmZTU1N/Sv7238XXirU8+MfU6ipqamQkE0nTpxgVlSyqUhU/AAAIABJREFUWSwmk81kstlMFpPJZrNYzIpKFovFYrJNW0WFych+ZmGzmMwKdjnrKJtVeZRVwWZXVLDYR9nlTBbrWGUZk8VisyqqKo+UM9ksJpPNYrJYbBaLzWZVsFkV5Sz2MXZZBYvFZDEr2RUsFotVUVFZxWRVVFSymczKSia7spLJPMouZz5jMlksFquyksmqqKisYrHKK1gVbBabzapkMZmsY+yycia7kl3BYjMrWRVH2eXlTHYV+wiTyWIxWexKFruSyWJWsCuZrPLyyioWi1nBYlZUVjJZzIrKKhaLyWYyK6vY5UwWi8l65q2cxWJVsisqfz01dhX7CIvFYrFYbBaTzWayyitYFSwm+yiLxapgsmbicvQoi1nJZFWyWUwWi8Vis1ks5lF2eTmrsop9pJJdUWGqFfNZkGc2JpNdyWKaWsFk/z/s3Xd4G+XhB3AVWqABQhbOjiXbiffOoEBZhYQVaNgNLZtASMiyrb2Xh2xr39LytpPY2YsMCLGtLW87HomdxHvvIUu69/eHA6X8WmjLcqg+j58n1qvT3XsjX793eu9ekVAgEIjFAoFAIBIJBcKbe0dwc0q+SCQQigQCoUAkEggEArFYKBAKRAKBMDU1/fFHH62trf0pj7f/Ld6E+uH+s4Sqr69//fXX6+pqzGZHWZnVYnFYrXaHw2o2OxwOm8nksDtsNpvNarXbbLaZacwWh81qt9lsFqvdWuawmSxmW5ndarE6yqw2q9VospY5bBartbzcZrFabXZrWZnVaLY4yipMJeayCqvNZp0pN1ttDrvFYrdZLDab3WJz2C1mu8NitVptX/3YLSabzWax2Rxmk9Vms1rsVovNbrVYLTabwz4zI6vFbrXYLVZbucNssjhsNovFarFZrXab1Wqx2O0Ws9VuNdtnZmi12q12u9VsszkcM0uw2u02i81us5jM5Tab3WExWmx2q81htVotDrvdarHa7HaL2W61mG0O28yc7Va71TKzBLvNarY67Gaz1Wq3Wm1Ws8Vqs1nsdrPZ5rCZrVabzWa32ux2m8Vqs9rsNqvJ6nBYrHabyeqwWi12h7XEVF5WZrbZvnrf7CgvM5vMZTabzWa1Wa22Moel1FzusFtMFkeZw2K12k1mx8zL8jKzyeyw2WwOu9VkKXPYraWmsrIyi8Vqt9jsdXV1b279S3l5xU95vP1v8SbUD/efJVRDfcNrr79WU+EwGo12c7HRaDSZSm3mYqPJaLMUl5pMNkux1VxqNpdaTKWlRpPdfMloNJpNpRZjSYnRVmq2mUtLjKXmUovdXGIsLTGZjSVmo9losVguFZdaHCaTyXSppNRitZuLzSVGo8laarSYTBaT2WI1my4ZbUazxWy2mEwWk9FsNpqKzWUWs9FoNFmLL5lLTaUmS7HZYTYaTaVGs9loMZZajCXGEpPJaC41Wk1Wi9lkNJqsJpPZbDIVmxylZrvRZCkpMRlLzSaj2WYuKTHZSoxWc6nRZDQajSZzqclktliLL12ylplKzRZjidFiNZeaSkvNpVZbidFsKjWaSo0mo7nEZDeabUaTrdhktxSXmEqNJrPZYjaaS00Wm8lqLDGVmMymUovZWGKyGkvMRrOl1GQxmqzFRqvJYjGWGK3mYkvJJbPNVGq2GktLjTabqcRkMZlKzPYSk9VoshqNZqPFWlpqMptLrcZSo8lmNNvMpaZiS5nZZCwxW41mS6nJXGy2mYpLSm320lJzidlhNFtMJlOJ2W42lhab7WajscRkLTFbjUZTqclqLDWVmG1Go7nUZKuqrvrr1te9CfUj+okSatOmTVNTUz/iPGez/yyh2tpa5y9Y4E/yJ5JIJF8ikUQiEklEXyKRRCIRiUQ/PxKRSCISiaSZQr9vTkMikki+vv4kXyKJNPNx0s03SSTiKhLRl3TzY75EP3+SL5FI8vPz9Z2ZhkQkkvxIRF+iH9H35kviTBGJSPSbWTppBpF4sxK+ROLMvEl+RBLJz9fX1y+ARCJ+9fP3hZO+KvIjEkkkXz+Sry/Jj0gikfxIJF9fP6LvTO2JRJIfcZUfyXfmM34kXyKRSPQjkYhEInGmSiQi6eZrEpFI8rv5L+kbyyORSCRfX9JXtSeSSCSirz9x1cyqk4hEkp/vza02Mx+/m3Mi+fqSSKSbq+/re3Mjzyzxq19n5kb09Z0ZQWvm7a8WTpz54Fcz9vUj+pJ8fYkkv6/n5u/vf8899zY1Nf2Ux9v/lp8oodatW3fu3DnLj+fixYuHDx8+9P98+eWXTqfzR6z8f+E/S6j+/v6HHnooODg49KcVckvN9lciODh43bp1nZ2dP+Xx9r/lp0iooaGhTz755Lnnntv8I3n++ee3bNny9ttvv/vuu+985b333nvrrbdWrFhRXl7+I1b+v/CfJZTH4xkYGOjr6+v3+tXp6+sbGBjweDw/5fH2v+WnSCgAgNvtnpycnPqRTE5Oulyuf7qgF154obS09Met/H/qxx8V3cvLa8ZPlFA/D5fL9eKLLxqNxl+2Gt6E8vL6qdzSCeV0Ol944QVvQnl5/Wp5E+qH8yaUl9dPxZtQP9w/T6hpr+/jdrt/if3ldSvxJtQP9+2E6u/v37Jly7te32fr1q1sNvuX23FetwBvQv1w306ohoaGv/71r2Ne38fhcLzzzju/3I7zugV4E+qH+3ZCNTY2bt++/Zerzy2jqanJu6G8vps3oX64f5JQH3/88S9Xn1tGQ0ODN6G8vps3oX44b0L9l7wJ5fW9vAn1w3kT6r/kTSiv73X58uWEhARvQv0Q/01CXb16taKior29/aet2j+amJiYnk1P0Z6dCdXc3FxcXPzlz6ukpOTGjRvt7e1tXt/Q0dFx5syZHTt2jI2N/dLHxX/jlkyokZGRxMTEOXPmEAiEFStWpKSk/Kt7Dn9cmZmZCQkJs6oL0ixMqOHh4ccff3zTpk0vvfTSn38uW7ZsefHFFz/99NO9e/fu8fqGffv2vf3222w2e1b9Zf333XoJheP43r17CQQCkUiMiIiYP38+gUCQSCRfT1BdXV1WVvb1/mhra6uqqpopn3nqkNPpLCsrm3k8oNPprK2tHRkZ6e7udjgck5OTM59qbm6uqan5+veGhoaOjo4NGzaEh4eXl5fPzHxgYMBut9+4cWNmsuHh4fLy8pGRkbq6uq6urh9z8/xrszChbty4sWnTpra2Nrfb7fq5uN3uqamp9vb21tbWX7rVMrvMbJBbd2SKWy+hmpqafHx83n777ZmNXl5evmnTJplMBgDo7u5+5513br/9dgKB8PTTT9fV1QEAKBTKbbfd9uqrr/72t7+dP38+BEEvvPACgUBYv359Y2NjR0dHUFDQM888Ex4eTiAQXn755f7+fgDA5s2bly5dOrPEP//5z9HR0RwOZ2Yk3uXLl/f395eVla1du5ZAIKxcufLw4cMAgM8++4xAIDz88MNz5syBYfin3WBfmYUJ1draunnz5r6+vl+6Il6/BrdeQun1+ttuu83hcHxdMvP8PRzH33vvvbvvvvvEiROlpaVEIvHxxx+fnp6eSRYKhWI2m1evXn377bfn5eXt37+fQCDIZLL+/v7FixcHBweXlpYWFRURCISEhAQAwJYtW5YvXz4z/y1btvj7+3d2dm7cuHH9+vU1NTWDg4P+/v6vvfZaa2tramrqmjVrenp6Ll68SCAQXnrpJZvN9rNdHZudCfX888//bK1Ir1+3Wy+hFAoFgUD4+hTsa0NDQz4+Pq+88srMy8LCQgKBYLPZhELhbbfd1tbWBgDYsmXLggULAACTk5OrVq0SCATd3d1LliwRi8Uzn9qwYcNTTz0FAHj11VdXrlw5U/jyyy8TiUQAwJtvvrlx40YAQFVV1d133/3MM88wmcz33nuPQCBkZ2fbbDYCgXDo0KEfbav8G7wJ5fXrdusl1KVLl+666y6pVDrzcnJyUiKRHD9+vK+vb9GiRX/7299myk+fPk0gEIqLi4VC4Z133tnd3Q0AeOGFF3x8fAAAQ0NDa9asEQqFXV1dvr6+KIrOfOrpp5/etGkTAODVV19dtWrVTOGWLVtIJNJM4ZNPPgkAKCsrmzdv3rJly0gkUlhY2JNPPpmTk2M0GgkEwrFjx378zfOveRPK69ft1kuoycnJp5566je/+c22bdsYDMbMRaW33nrL6XQ+9thjAQEBvb2909PTzz33XGBg4OjoKIvFuvPOO2f+w3ydUIODg6tXrxYKhb29vYsWLXrsscfGxsba29vvuuuuN954Y2bKefPmTUxMtLS0+Pv7BwUFAQC2bt36yCOPAADa2trmzJkzcz5YUVHB4/E6Ozs///xzAoFw5MiRn3xrfYM3obx+3W69hAIA1NTUPPHEE4SvPP744y0tLQCA4uLiNWvWLFq0aNGiRYsXLz569CgAYMeOHQQCoaOjAwDw6KOP3n777QCAgYGBhQsX0un0np6e0NDQsLCw9evX//73v/f395+5wpWamnrHHXfMnz//iSeemDt37pIlSwAAcrmcQCBERkb29vampaX5+PgsWbJk0aJFW7ZsGR0dnWm17d+//yfdUt/iTSivX7dbMqEAAE6n02AwiMXioqKikZGRr8u7u7uTk5PZbPbMF3kAgM8//zwlJWWmu9rBgwflcjkAYHJyEkGQ0tLS1tbWgIAAGIbPnDnDYrEuX778dYWOHz/OZDLLyspOnjwJQRAAYHh4GIKgxMTE8fFxAMC5c+cYDEZWVtZM54OrV6+KxeLGxsYfdct8D29Cef263aoJ9WNpbm5etWoVhmE/w7J+Ct6E8vp1+19PqJaWFiKRiCDIz7Csn4I3obx+3f7XE2p6erqxsfHWHX7+J0wo/O975fsm/AfehPL6BzgAAOA4juNf/fPVEXPz1c33vln495c/JKFwj+fbR+d/y/tsg//ST5pQ/+awmj9HQuHAPf1z3Hrp9ZPAXcAzDXAXwD3fPl5wNwD/r/CbpiZfevGFSqv5uxfwL8r//XFh3cDzXffbfjuh6uvrd+7c+W/P/X9XV1fXTxTlf/87huMAxz04PtDZU2aurLRabxbPHBc47vF43B4c99ycvrX1xsaNGzu7vn9Y8/9/WHmm8JGR8f/fdvN4cI/bOwrxbIHj+ITTZekasXZOV3dN1XQN13RNV3ROfNnmtrWDqs4Je/uYpWPK0j5V2T5a3TFefMNla3M6WsctHUMX20cvtg6WdTjLhqaM3VPFreMX2yYudbqN3WOmtiHLlVFHx7CtffrL1iFLy1hpl/vzlqGHH38KOX7B0gvKO9ymtoGyjsnSbre52+m4OmxpGy/udpa04ua2EXvnmLVzyN4DylpBaSewdYybO/GS9snS9olL7VPGzklTF17a5S5uHzC1T5Z3Tld1D5d3uYwduL119NKN6c4x93ecM3w7odra2v7whz8keH2fDz744N133/3xD0GPxzXt+kb7HAcANJocal5qkVoDAHC5PdNuz7TLPT3pnJp0Tk1NT01MTU253B68o73zk0929PT0eabdTqfL7XJ7PB7c48FxfNrldrnc01PTLpfbNVMOgOerfT/YO3Q66/OjhiON1ZX/WBnc5XJ/q/Hv9ctq7B0P1ztWKaqCocZlUK0v0rkYql8Aj/pK+4jyFiJc7wO1361uDVVfXgEP3KEeXagYWQwPLpBW3SNvuQOuWai4EaAfvlvXQlB1/g5qu11x4/fy6juUlb8RNd0lv3yv+srtascihoWgbvmNsoqw8ePfJhy/V952Nzz5G3XDvLQOgvzq7xSti/kt96Re/520iwD3EqCGOYqWBWl1c9O77krvvDNpdI2y5w7V8Bxl51yo9U7oxu3KuruVgwTVOEFRea9icCk0tkZVd5964E5oighVEtLH8hrw72jKfTuhcByvqakp9vo+RqNx5oaeH5HH7cFx3O1yAwA8HnzK6ZrZPeXFluMFx05gpx2W+rYbY1cuD7U0Dt9oGmpuHLrRNNzQMNRUP3i9ceh6w+BlR2tz/WB7w1Bj/eDV+sGWhsH2xsG25uGmxsHr9QNXLg9caRi81jDU3zo6ODQ1MuIcGJx0T+GNVbVSmhxiQV+cPAUA+Hsc/f9fvH5pjf3jzxqq/NNql2jrQpAekqFlMdqwAR1YAdf7wH1L0MvLkNZ7tONB2DWfjM7luoHFUM0qtGWuumI+dDkQveGDtPmor98F1/0WbSQitYvgawvQ6t/KK36rurxY1XCv3Ha3yuYLlc1Lql8ms9+priaqepar65ZhjYvgK3NSmxaJ6pdIu32wiYXo0P1Q50K4hqBu9MG6fRntKyQ18zXme1VVwUhToLopXFm7DHXNQ7uDkapguMEfuUqEaxcgVxbKrviIe3+v6fmdume1umGuov9I48h3rK93RM9ZxD399xNyD467PTf3TqXJlq/LxVKwo7nnL5Y02S5dqyzvrHX0NlT211f01Vf21Vb1NVT1Ndi7r1f2X67qravsbajuu1zVd7myv6mqr75u4FrN4I26oSs1gw01A01lfTWWriprR629t65y4HrdWJmp+iR65EDSYePnJeAbbTdv02kWauof35BVsUzSEpRcvgGpi8y4HojVhmrqAmTVC5VtJKxiFdy82HB9ta4sFL1MQhuXo43B6FUfzLoMbV6EXgtGhwLRARJ6dSl6dSF69V71tfmy8vkc412p5jlpZfMV1vnS6juhpoVYwzys/F5Vhz/csQYe9kE6SWhtoKT/92j1PE3LInnvGlnLXO3UncrxxfJhkrZtUUrtYlmZH1a9HLu+GGsiqtsClbV+2I3FyFiAvC0IrZ4Hd92NXr4Pu7ZQ0bVI2LhS2roErvZTVP9G2ZnV9J+0obxmAxwH37i+BOpsFZlCSZ4SMaSlqVkiTWKSVpZuSIeKNIZDurwjmoNH9QeOZR0/mX3y85P20tP20s8cxrNVtvOVlcZrlZYb1i8by403HCVX7CcrbScrS0/Yzh81XiwoPl144bMDpecKjMezThzMPF+kPFVbXPdVBbzZNEs19Y//wVAblGRdq6yPRJvDUpti1FXBSONydVukuj0C7giWdUXCXSHoYATcGom0RKPXItHmtWh1GHo9Aq4OQToD0cYQuGIZWhaElvuhdj91zTJ1zSJ19d1Ima+qIgSpXKIqC0crA5Cye1R18+Hy+9Q1IWjDarg+QDM8B23xgS+vgRpWKx3B0BUf6LKv6nqMpi0wpXKVonYx0rAAuRqN1kRjFUux9hVYgw/afS909X7IMldcdxtWcQfWvEpbv0JRd4+ydglSuSap5p6UsiNVPd6EusXgOD7twT04mPl++LKjJl8iQWjxEsbepL3v8z79ULhrR/LuXemUODmTLWeyNMKkLIk6X6rdj+WfPFJ69qjjQtHFU/tPlp5wnM0rPZlxphApzE/XGxIhQ6JalyLXiJNhgRjlJGk4iQiTb2BLchKRIlXmlaqmX3rVvb5HU//4o9mN4XDNOsy6ArX4QvZ1UEMk3EfCGiKR2hB1TwTWHorWEdH2ZZCHBLcR0evhaOs6tCMWHQqBaoPhxgh0ZLGq6V6k+V7MMVdmDlSWhagb7k8b/r282kd2eQFcvpLlWI60rkYa/NDWwLTW1cKOxXpATO24V9Xoi7UGQ/2LsRs+6u51qq5odcdyhW0hNuCP9C/ABldAQysQdzA6HYiOLUYmA+TXSeiN36INc7Wtt6lHF6saVkiblqVd/r2h/w60abGsdznWOyet60zdxHesrzehZikPfvMH4KDWWqFLEaCseCl3D2fHu7ydHyft2SmhxEvIcVIaXcZiSqlUFZ2NsjloojBLriyQaQ+qMnKk6H5lbr5Mm5ukyOCnGvgpEFukZIjkVHoamSqPp8riqbK4uPR4moGTki1Q5qVCTVX14BvHBD5zqum9DDWbNPWN/jGrmwRdXwE3kdQ3AtQ3gtAbYdiN1Wh7GNoXgF4LV7VFIXUktMUf7Y9G+0PRthCs0w8diMGGYtTV4XB3MNrjK6+4T9axHGq+X9G0ItmyHCknpvetVDQsUzT5IvX3q6/5ICMrxC0rNbUkecOy1L4A7dgyZfd8aMgP7fBX9y5GeleoOyKw/gDs2kqsYbH6ho9syF8xFA21roOv+mP1K+GWleoBX/m1QPT6nVjH4nTbfFXvfelNKxTXb1dfnyds9Jd0B8vbl0B9dynHD175ru4s3oSajTwej8eDu3HcjQMAQJ25QisSybhUWcKepN3bhHs/Td23K51KlnBpMjYjncpSUMhKDg/m8WCBxMBP0wol2alIRgqqSVTmpsn04mQDJxVh8FVstowiUu2hyPdQFHR6+t741Lh9KgZLL0jJEqKZicq6qrp/Uhkc93i8GTVbNPWPbcxuXQnVktD+QHQ6WDYUphoPhXqDkVEfTV8Q2ugn71yD9Aajw+HocBg6FI22h6gniEh3CNbjp7waoO6LQq/4ojX3oWML0f65aNv81Kp7FFXL0ttWKxpWpdX7odfnKvrugFr9xU3L1Z3L0c4FSNfdUBtB2UxQjxLUnUtTrt0DjcyHr/grO+9Ib5yb3jcfbiFALStT2kjJN9bArWFYazjctUDdNU9xNQBr9UVb/egOorxzsaZmJda1CB1exLu+Ir1nTXrXUnXbfOVgYaPzO9bXm1Cz0dd7xe3xAABqjWWZAr6QvCd9V1xSwo6UfbtTPt2XSI9PYdLTBbz07Qlyyl4Zm6kWSrR0HioUalKSslIUBjGkT0nJTkrVJopRulBBpykSmMp9fITJUlE+UTAT1HHxKnaCnkbB+EkFMllRqq6++h/O8nBvMM0+Tb1jf8psD4BurEV7YtCxcPWNtdqWMAgEpV4POdQXrpsIx4ZWoGPh6HgYNjIf7VqLNpPggUVo/yr0xt1YdxA6HoGO3Y9en4/eWI42L8eu+KBVC2Wti9TdC6HGe9Kb58IVflA9QdRHkDbcrp5aqWl/Jqv5T/lNz+Z1bs5vfWB/w+aCGw/uv/5oQdNz+Q1/LWx7KKdl4/66v+Q3bc6/viGrORTu81MPz1eN3aECd0NT86H+YPXY3dD4Hej0OqzVHxlfik4t13lCsUmiamwx3LNQMXKqxgnAv+y06U2o2ejrE6sppwsAUF1iyUrkKhkMSdzH/Lgdkr27JXt3KSnxUjpDTmfKybQ0cryCzpHSBKiArxEzsxKVmUnqTL4kNzU9m5eu50kRDgthc1EyD6IxYTZVnbBPFb9PTY6D2WSMTEfZidlKqDAdrS+7eZZ3856If69ru9fPqaFn5JHsrjBVRyg6FIFMxxhcURkD9+g885HRlRo8UjYQBPcvwfpD1ZNr5AN3IO0L0Im56OS92PX56PgcdCLEMBmmHlqKXb8Xrb0dbbhL00tUVs9La71P2+uPXp+nbw3JtL+b4WAdqqaftCSe+LLgixKzo8Redtxq/eySufSz84cufnbo8InsE+fPHC0+kHk649AB6ZnzhlPmz+0VFy7Zzh+5VIWeu5h8vkJ2tkr02ZVPTl57rbA3TF99LzyyKn3EXzMYjI2Ho50B6Mh92IQv1r0UmjrT6P0u71bj8fxDJ8mqL226xCTVvh2S+E8FOz5OidudnrBHQdmroFKlVHY6OU7OoCuZXDWTqxGnGpJVCDspM0luSFYaOOmYQKZhJWaJJVo+G6JypWQezORq4uIMdBrEoCCshCw2r0gkyBcmHlWhV+qaf8G19vp3XO4cfkpfHZpWHq7rW6Ud9MGmQtSdC5CpILRvKToZqm5fg9ZHqcYjlOPLVJ3zxb0B8BUi1ktSW9dALQuxK4s1vQuhtnvQgRVojz9641748jykYi7WtxrtnQv3fXKsosHxmdl0sLPswmjlUVD1mfWYsih3X9nJ9N2fUJ9OSHt4+3tvxMU9t2/XVk76SwroBX7Sx1zOTpl4uyzxE0VCnCwhGZWfOptx5rPCU2eyj5wqMB5I7yw7XmHPO2288CdNycLsEV/EuRDtXoOOLkJbfdCxZcqxI00j3oS6xXg8uMuDuz34TBuq5gujVihQxzNS93wgJu9Ijt+VTo6Tx8cjbJqaQU6lUKTxNBmFrKZR1Vw+xhVp+BJUmJ4pUmaK0w3CFJ04BaUJUJYAYoogBhcl0zPYNA09XsMgZ1ITDDxGHkdQwE8vVKobvnmWh3vvd5mNmvrH1mcPBmumwjBPuHYkMGsq5NB4qHYqAgGhKCBhEwvRaV9NT2zWhP9+1xqkdyXqvh8b8Ff2L1VNrUR7w7G+1Rn1AUjzMnR6AToxFxr1gRsWIL0LsIF5yPU0FX3kLHmyKvua9WK3vcRVltNWdvzq59ndXyi/LCoo/Lzg1GEZpBLs2rPnlU/efJ5BfoaTys3NZMqT3t698wUK9VVh/MsfvvNRfAIz7SO0kH7+AK02f+/AteLxyyWgPf/KjaKXjjfP07uCNFcD0KEotI2EXvFRuAsbgfcs7xbj9uBuHMfxm9ehyr4s1SSK0bj45N3bxXEfJe3ZKSPvU5Pj01hxqXEJcipVEk+TMZlqJlXFSdIlS7RUgVakyJCp8jhyLUeBsMQIg69m8iEyW85iImSygcWAKHSIRtHQE7RMXl6iIIctLZKi9RX1/1APb6+oWQdv7Bl/oqhvNTSxOtuzFukOR8eistpjsMEYZDwIdfmhrQvRoRVIfwQ2EZo9vkoztQbpX4P2RGMjRIPTDx33y3UGageDkG4/tC9IUb8cbVmONC1LbQowtC5FWjBhwkjRrglLptOWO12scJYrnecVLovG2ZA1UVE01VTsaft8oulkf8OxlprMy/aDJecPXLZKayyo9TxW6zja2HSyqezg9dozIw15nq5joDnTdVU71SiZuCDqO7e35UIC+bBtATYSjV2L1g8FYddIaPcyRetnTWPeNtQt5h/O8nDccdGICYRK+u6UhI+FH29P2rNLTotTUWipexIkZLKCSU0msxQ0tprORFipeoFcx0pCeamZKnmuCNYwZTBZgIm4EJ2LUKgyGhuiMbQ0JkKlKGlkmErPoXEPJAkyk+VFSukMAAAgAElEQVSFKehVxz98l+e+eQOf16yB4429oxuzrgere9bmDcdmj0fo+2OV14PggUisKwAdDUX7otHhSMwZle1ci7r9UVck2h2FdviiEyszwHqsNyJ/aA0KfNC+u9DaYPSyP9YcDFf6qZuWYr0+hn6NWnQ5a9vUyRT8PAuco7vKhHjeTlBIBed4oCQFOGDPlULP9SK83wFaM8EVDNTngLoM0FMK8FowaQatp0D7flCmmv5S4LlEA5+9P3HsteaCBxvyXyvTP/2FdvvbWUYi2hagbI1R9kag3asRfJmi9nD9dz2Nw5tQs9fM1/w4ABVfmHQ8noxDSyN/mrxrpyxut4wSJyNToHiygkJNS6DJE+gyaoKMloTSUqD4RG2iFOOn6HmpmUKZjpeUJUhDmYlqOl/FZCA0gYaZqKcyNMx9EJuC0WiZIkpeckqBVHZYgTZW134zkDweD46DmbuPf7Gt4PWP6joGN2a3hUItscqB2EMjgQXjYaqJWASEo30kdDgcA6tRz7oM1zqtMwjDI9GOFejoarTXH+1ciYxFI73rkf6VmvGV6PAKdCIY7QtGRxYh/Sug9gh15+Ysa34O7cr+D5yfC/FLFHBA4LHKPMe3u/P+Ck4luS+keiyYx6bz1OZ7yjOAWQxKd4OjFHBJjNfrp8ZKpprOeaq0nkqeJ/81d/5b7gu78UNvTx19deDIB5d1L7ZrXv2yiL81yxEA94TCA6GIJ1g5FqAY91VOH290e9tQtx6PB3dO37wOZDrxOcqmy8h70+I/TYvfJk3YJSXHqah7VTSKnMqUxVFlTEo6mwUzuCqmGBYkapOSdEnpmSJZtlianSw1cFIxThLGTYSZHJgmVDB4Gg4LZTBgBgNjsTJZ3LwkQV6y4pBUc7Wi/ptHivfel1mooXd0U1ZrBNK2Fp2K1XmCNNOhBhCgc4ehrgitkyjpi5QNRGrHg1IGSUk9gZpREjoWifYFoc4wtDMGaVqKjZO0U+Hw5DrUHYb2haJdK9GmcLSf/e7OA+RnS5P3NOd9On1GAM4qPJdSPV8k4/u3gdw9IJ/rOpHqKVUDO4yXq/BKDbCJcEcCbkwAxUJn9YWp9qtTVz/Hy+TgdCqes819bJ/r0EfujLc9OR+68p9uhB6o0Gw06eJT1BLOAfjPWF0g7PFDe2LRbpLCc7oJeBPqFvPVd/03e2waT11AOXxpwr6kPR+LE3ZJE/aoKGRZQpyKlSCLo8pZTCWdo6CwVEwOIhSpRakYR4IJJZqk1IykJD1XomemYBwJxBapWTw0gatmcLUcLkpjIQyqlsPK5FILklMKJPLDMqy+tuH/V8bbhppVGntHNxmuh+S0R+2fWKsGUYh7LTYaru2KVd6IVA0EqhpjoZEwbGAVMhahnAhHG2KQjnBN+wa0I1JzJQTtX4IMRMHNQamX1yMtAWjDKqh5HVZNO1ZzOFNs2PvqadHb7YW7QYESmNKBJRHPo4KMvQAmg1wxuCQB52WgFAEONXCowBciUEQD5yjgeKq7Istz5dR0xRmPPROcicPzduBnd04feHnY8Bc39PS46oFq+HmT7jlbzvZ8zhMnKaszcrkP6m8EIEPhaH+gfOpEA+69Un7LcE+7PF8/0wCAmUd7mQvPwXyOks6UxiUkkXcnxu9TsBlQHE1OpckY5LTddHk8S0Ghw3S2kiLRipN0YkkmOy1DlKrjpGkZKVqBRMfgYWS+ihKnYYpRGtNAYUEUspZBz6Syc1icPAmvQCg/kYK2VNb+omvv9f3quwafyu7yhXoj9VPReXhMoTO2wBWD4FGK3ui8qXX6iUDUE4bi69DJtdhQmM4ZnTm1WjPoj44StQOr0KsR2uEHMtzBCCBhuB/qelDXK8kT29Xx2dwP0/4Ydp6/tVqz3XkuBZR8Cgo/wnN3TsDvA5iMn3gHVO4BxcnAIsOtWR57BigRgeOfgjPbwPEEd0XG+PUqZ91FV1WG5zwLFOx2Z77sydwKsj4YR7eMFj3aiz7SpnnUItxUc05Sc0Lbb5V/Yb0QmzF9P+okYeBk/Xd9ZexNqNll5uI0jgOXB59232y6lBw8ggqYEIeRvmNXesL2VPI+NYuuiSNDbIaCxpDv4KaTWUoqE2WJ1BQhxhIgiUlaXqKOIdFJUjT8FIMoFaWlIEyOlMrQMkUwk4dyeCidooqnahjsLC5rv0RSKJYeliMNNf+kDeV9gt2s0tA99qesIT/tWBjm9C2cCs4fXGcYCdKAEP1gUP5YcJYnIt8Vi05tQJyrtc4gLYjSTKyCx+9HXWGIazk66YPiIRqwCHbPzZjyy8BDE+s5O7d8xni6TP3aJdELduSdcs2b02Y+sEvddim4wOrbv731kBS3HB1Wv+v6nI9fzXRdznHVHHdb5Z6yNNwqxS16V+vxqXHLdLNj4ou941WKHnTX2Mm3XVf5Hit56vQn0xfeBxfjQfFfRw+/5y7Zd+0suSb/045i4RNiwwpN33x9y9HG0e9YX29CzTo4DjwejwfHXS6P240DAL4oOoqx6fJ4iixhr2TvNhktQZlAUbPoCk6Cch9TSeUpaQwFhQWRkxFhEsIR6DgSlJes46RlilJ0ickZXDHKksB0AcQUY2QhyhBr+FxDPAumsDEaKyuZfTAt7bRcfUAG15T9k/vyvGaVxh7XH3NGVmM9a6GOtdlTsflDsdqmAC2IwSYDssdDtK7oHBCsmQxCXEu0YJVmdA3S65c1Oh9zrkE9S9CJxZnTKzXOeboxEjYUjA4EqMdefv3VDzf6x/8lVsl8/hz8js3wdtfJT/BziS5bMn6FNXaB2l+qBrUHp/NTwLUDYKjY3W9xt1xydh2eHjrtniyenrS7Jqqm3TXTw3U9VWpw/XS1jt1fgYIuFajlAjsNVG+ftuyYNr87ffbNlot/smSHZO9Yy9754joyEqa7sQzpP9046b0OdYuZ2Sk3H2IHwKWDJzAmU01lSanx0j370sgJCgpVw6BCTAYUT5HSmOlxFBWVipAZWrFEx02E6YkakSxTLMsSyg1JqQhboOdKIAYfpTPV7ESMztMx+CiVBlOpGho9VyTKF/IPpWOFSrSh7J+0oQDwPtxgFmnscT6YNRkOT8fondEIHovgsVnTJL0nKnd66X6wSu8h5rhWYFMrUWcUBgKxsQB0MlzrXo46g9FpEjoUhE0Q8z0LTrpWFU0s1dy4RwuekUNq5jMHBc/TPvjjRxujaK88mEF/9AvZa6Xq10oP0qqy4zoObG8ujKs/rrx+XNx7JnXwUo67VA6svInTYmdlovsC312lcbcdBa1npzv0uEk8fp46lrH9uvzxKv3TZuGjFmjjSfkfjyvCTxvCVXGr33ho8fOPr2Ihex7Md6/B8OVKcKoBeBPqFuPx4G4P7v5qnJUL+UUwh6+mxkn37ZbGfSJLIMvj9ilZNJTJgil0FZWetpssiU+Q0jhqjgBhSHT8FA03WStK0XAkBn4qSuerySKIwVGRhWoqS8fmZPIYGJUCJSRoGJQcLq8gSXI4TZqfAtXZvtVjEwDvWd4s09A1HJjdG6huiDUMR2m6YjPG1h72BGg94YgzFvOsNkz5a6aiNRMx2GQ0igegE8HoQCjSSUT6ItAREjoVhniCEeCrASGG3pWGwUAtWKRo5qTKbIflh+h/qtDvKtXuOpL85PGkbWdEW8+mvVGSsb35jLC2JL2iWGcuTMpHdkH8jyXvviTf+YT4nSeYbz2FvvKY6uPnMt974fC2t5XvbmJ/+lQa7VmM85Sa8+Ip5CWb4fkvtREn2M+h7wVn8tcX8MMO8p7KPXP+/aKmaGzCV3t9hdp1qv67hpzxJtRshOMzj9kEM/fufpZ7SM1hIHS+JH5vevxO+d44BZUNsWgwjY6SE5QJZCmFKU9gyhNoCFcEM8UoPcXATdaKkjWCFJjBRygiiMKWU1iKfXxlAtfA4ubzWRlUOhSXkMGiZopEGUJuYbo6R4rUlTd/sxLeu15moYae6cey8QCoI1Y9GJ3njD2Crz0JYg97wrCxKNQdjA2HQBORGROh2ukVWc6lhkkiMhyk6YzSTYUjg8vQ3kjME6IBRMQdgLhWIxORGO4vsaScaWi2n//bQ48VMvdeNlDrsndXQFtb83d2nf+073DcyAUmKNF4bAaXHeou0V+3Io3V2TeO8loPMq4e39tewGg/mtZd89lA+Ymecu0Vm6j7PK3l4vvXDm5uP/zGVcMLHfq1l/c/a9OsPaZ56ITklQw69THdhK8OLEamQtChJfKx003gO0av8ibU7IV/NbTn2bwDWhpPJ2UquWR5wh4VJV5FYaDiJNW+eBWdISXTpfFM+T4WlihEOYkGVhoqSIJpSRpeYoY42UAVZ1L5Kl6ynJIMM4QqJlsrk+eLhQY6X8uhaTmcLIbgZApUKEs7ItE0Oeq8jaVZrrF3bFPmRBg0FoO6olCwVj8RjuKRiHstMhSFTcdqO9ZljodhrgjEs14DIjT4fMQTpMVjM3qj0P5YZJqEucM0IBx1xaAgCh0PR/G10OgTx8CfkdKHhSdOwftGdK/16uO1O59RffCo/pPNObufNx5i5aRtp77z8n7u63W5koqCBMuxvVcl+yoTPzqt2lkn++g6tO+ScvORtOe1u18sSP808ZPn4j54SPreBuH2ddxtsXte2LD3ufBtz4QFrV+7dfNmofZwNIqHI/h81BWGugKU4Hidy9uGulV5PB6Ag3M5+1E6QymmK1lxyr27UD4F5jBUdA7EYqh5dCmZnfppgjwuHmIzlCwRxEhBeBKMn4IJUrK4KdkcMcYVqWkClMZHmAIFnYOxhDmc5Gw+P4fDyqByCsSiQ5K0PKH8UBpy5Vv35XnNPk19E386NBWAOdfBrrUIiNS6w3QgXAeCdCAAAVGIcw3qDM2cDNNPxMCAhIJwFERqXf4Z7lAtHgVPhWpdGzJBEOIioXg4CoJQlx8ysVw3FqAFq/U9RzD2uO6TnsztBR8/AW9/+hzzL18K3zqFpG//y5/ZO14vEm2rR/l1WFyZjn5e8cqp5L8cSn7nc+4Wu4JnSWOo9/zxtc1PfkpLeDrm0ec3PLRryyM7n43+4MXov74Z8s7mqA9ej3nsr48/SE4LE1REakAkioegg/7ItD8MTrZ4vG2oWwyO47gHd7s9AAD3lOekPkfN5ygYZFnC9jRKnJJJhbgMiM5A+FwViyqPp6aR6XIyRRafoGRyYC5fI5TouCkwL0nHSdRxk7DENC2Dj9CFEI2nZAsy2KI8XnIul5vBoGewOQdEKQeSUoskikPp0FXHv7hS7jVrNPZOPXXWHZQ5FqMbizF41mWDSBREavEww3g0PBVhmA4zTEUZeqP1w1HoSASKxyAgFplei0yFZbqiM8ej9ZP+BncAAtahYD3qXoOM+2NDJHnvSsQZjo0UKQUt8t0DeXHntz93eseL5pSXq6A/n0//WEPbel5KtqGMyyinHom7jFDs0DsO1dZy6ftlzPfqIEmFgVmc/LLsvQf3PP8w+dlo5huPpL24Lv7ViI+2Rux+dcO251ZveyL0jR3PPpLfHKIDUerRteh0NNrrhzr9FOB0I/Am1K3Hg+MzI25Oj0ye0OaqeDyIvE9B2aek7lNRExQ0MsoTwgyWnEpWUsnpCdS0eIaUQVVx2BpBEsbgIKwUrTAJ4ySi3FSdUIIJkxBmIkQVqBncLGFirlCUwxEZmGwNj5dB5xfIpIdkqYVybf037nrxfHO0Ga9Zo6kPf/o4CDvkiszHAxEQo/OszXBGacFq2E3E3OEaV0QRWJ47TsqbDtW4/RHgrwOr9ROxiGfNfrBINxVycJqEAj8NiESn/TTO+zPcIVjrcsQTtB9E63sKU0X1aW/0HP24kr61QvxumfzZ6qTN5akf1GbEl0NUm15sR8QODdms+7Qe3m6H37VDH9qwjyr13Co56xzn/fOiLZfiH8rdvQ7+6A/K9x+SfrAh7b0NtK3rqS/FfvJqyHt73t1QNBSdMxkh7A9EQSSKr0c9fgr34Vpvb4NbDf7VSAoAAHff0HEVpqQxEI4QJcdLWRSISUWZNB2DB1OpSto+KYWctpci2UdR0ikQnYmxxAhPqBEl6TgSbXKqjp2oZglUdJ6azFMyGBiVmcUV5fBFOUKmgclCySw9jbVfLC5KVRakIpfL67wJNcs19o6v00+FFoKYnJ4oeCRK74k1TIVnuomoc40OD8pzB+pAmMa5QuMJ1IFQBKzWOsMMUw9oQIxhggi5AyAQDI8H6YbCUPdqzbR/locINUYo+tcdBGEGlxQ2NMN/Gz78VtOuZ6uZz9fxHqwTPF+t+bga292s31WfqxrUJ7dnCQezyA4Nw6b5wK55o0zzYXO+qDJTWMN6up766OfUPxV88lLB9g37t/0h/8MN6rdDuG8Gwx9t2Jmw9RnD1RgUj0UmYjAQqwFhqDsM6fdVTBxqmva2oW4xN8fL8+AAAGff6DFYC3FZMIUiZ9LSBWQlmwxTKAa2COZRYQpFSqGn7iVLEygwnaXmCiBBIszgw3yJip1i4ErhxCSUyVCQhTBdhDB4Ohojn5+WLU7KYHMy6FyMzIMEiUeSU4+JVfmp6svWyu+tm9cvq6lv/KHcqdBM11rN6Nojo9GHQawGxBTha6DJaKUzcv9QeKF7BexcnzXyQEb7M6qGV7LrM05YzBdPHvnyyAf5da8YmjcZOh/I74+Bp3wwcB8EVmLX/OCRGL3LVwde0lzLSOGfPrMTEeylfRiXyuJkJzPzoJSzUnadASo/LB/MFXad5NbnUyq05Erow3L40xrkk2sZ/GtaRoX0TRP/uS9SHj6/589Hk16Vk99NoX9Ejtv+TBzz9cz64IzR0EwQlekK0UwvQUFoljtI2xqTMbFciR9oBN421C3GgwP3V/fr9nd2F8KYWkhD4mlqJl3OjIdZDIjO1tAYSBIfY9BSqfRUKktJo2N0rlYk1IvFMD1dz0rRcUUaTiosSNQnJcNsAcpMgilsnYCfz0nJSU7VxzH0TLaBIcpgCbLZSfuT1Eel6mqTN6Fmu6Z+8Hg2CFNPxRx2xuZNBR7Bo4941kHuWOVwBOIOzJwMhV0RmGv7kRYDknZW8dfT0qevHCV7Tqc2lKkul2XUnkSPXTyDHL6QlHd2R9ZnH+WejeWVEZGxsIOjS3Xt96O4XyYIyQNL8sAy/bBPBliTDx7Aph/JuvjEhx+sjV3zh1Di64+Exr+zkffyU/zNz0n/8qTgry9uf/LxnU8++ebWLY9sfDAi9P6YlXc/9bePQtGudXB/WJ5nuQEEIc41GSAqq2vJoVEf7USQFgSjE0RsZH62a7UK/8zbY/NWhQMAQF/X8CFIDzHZEIeNsjgwnYzxaBiHhbDYGh5Lw6Ol08lp8Yx0Ck1NjYN4AjVfjDJEep5EI5CoqakwS4zyeBhboKZxIAYd4/AzeMIMnghl0lEWV0Xm6zi8bHHygTRsfzpS7W1DzXqNffjTOSACc67RTAXpJ4MN7vDCCX8NHol4YnUgRA8Wa4FPFhCgZy/lsk7k0CDq7sbDO93n9kxfoA6epHeeonZdRK8ZMyvtOV+cg04VKuHM7L2o4l29diN27lHFiUhWoT/9y2WculX61rn5YKkWhH2UP4e08nf3EAKXLA5etvwPpNVvbYh8a8MDr29Yu3fzE7sfefKZwDUBK5dF/mHDHQG+BAKBQCCEEsN90WsBme7VkHOhdipIPxWRB0L17uCjLlKROzQDj9J5/FA8wOBepHIduuztsXlrwYHnG524+7sHCiEMFTIwPg/jsGFunJZD13DYEJsBMVgQjaFkUKUJFCmVrqRQVCwWxhfAHB4sTETYiTBbrOLwIQ4HZYsgJgficVAqN1Ms0HNFOq5QyxZhTIZemJgrkBSmqg6ka6qtNf9QEW9X8tmnqR88k4UHqifDM6cisakgzXSUAQQccK5Ns4dwTq6lHFqzp2DJTlSnFfedFbhLFCPGo26rBlQqQKkYFNGch98HFxKAKcl5Fh69qOm8kNzyma7qVPLFE+nZeVoZlLSdtm/r317a9Pq2p3bufoiR9ECcfn3MhnnzFzwWE/rRhuhnomI2hke+sHbtO9Eb/vbEwx//5SXq5sdeiVpB9JnzwKORsQ+u9l2+MIS0+NHVc0Ipx8IMIAoC/rrpUP3USng6DBkNz3WvysKDYbAGBX6IMzhj6j7Yc+jqd62vN6FmHdzjmXa6AAA4AG6Xu8bWkJUm1wroCI+n4lMQIUvHYsNMlozDgunstL370ml0KZ2STmVAdK6ST1eS2RA7GRGKYBZPyRGoOAwlmaHmiiAeH+YkZrJZeWJRbkpiJiNRxxfo2cJcvvCASHpMgx2Wwo32GgCAxxtMs1hjL/54vmuNejwCm45BxqO04EWsUXvkWIn1UrZOkkxmyTm7N/8x9IRue9dRaZ9+13UsfuB44villKnPU6aN8q7zyZN2GTAmgxOJoESGF/M9B1jgJNeTTx77gtp8iVWRwXUYPj6t55ZAcRbFmycVO/cn7zyg/KRItvfkzpd0H7/x9jPrXnwhdnPs0x88+Sxjx6b4l596/9GI16LDQh+MWL2OuOKu3y9feufakDlhlOzIbBCUDaJQPABxRyBdMdprETnOMGgsEHUHIsBf6wnRufy142c6v2t9vQk1S+Eej8ftmRiZvFD4ZZ5KjzAEWqpYw2bK95BVTLKazZayeUg8JX3PnnTKvnQyRRyXkL4vTkJnKBIECnayipeIMJJU5BQ5m6+kcyAaH6az1GwWxhJmixMLxBIDha1l0jIojLyUxP3ClIJk9f50ddUFq8t7o8vsdqUfPJEPgvJB5H4Qrvc8jI0mZmsv2komhof7mq/fqG1srjlUcZRlU31cnkm3I5/a4U/sGSy7ZltD5r66oqSreYKhAubgF+m9pyXgohCUS4EFBuUqcEILyoXAvB1cpLvzue5CuuvycVCTDUxSYIZBVTIwkz15vKlCimTbRt+VC3zuv3+ZD+mJBzfHBqxevmDu/Hm/n7dg4b2/u4dAIPyGcG/UXXdF7TsZnQUW5YAAzLUBcYYjIATtjtE5QzTu1QgeCINIHQjGgL8WHL/u7VN+C3J7cBzHJ4anTuiLMlJTs5LS1RKZisVX0NgyBgXicjA2V0Gmypj7ZPE0BZ0lo/OkAqGaxUNZSYYUJcwWw7R0hJOGMCVosky9V4DShRibD7FZWTxmBl2g5ycbWMmZzOT9wuTsNPSgDDsKF1w8cKmrf+KXXnWv79LUBx7Xg9BsT2yOJ1oD1mNtSWLpwIgLH5n0jE0O99c6zsqy2e9ezd/WfDChMmeXCYm3Qszz6oTSvI+rDQkOXUKzRlCTybMi3OvZ7KFC7vBR3lRDkbOjxFOp6Tqwa/C8CFxKxsvzew8wJ+380cP0kaMMV97uXuzdWmzHVcOO95+JJNx0e1RwzLrQ1QQC4f5li4mBK+bfO59AICwh/DbSd0409UwQCkJhEIO4YjFnuH46BBrckOcO3A+WomCNDoTD4D4dWAWB003f1Wb3JtQsNfN0zbGRicMook1iwly6mkGGeAwVm6Pm8FRcnoYv1PLlulRlRpLckIJkpmEZaeoDyswDqoJDOWeOFnx+LOdUUdaFwxlfFulP7IfyclVZBVJdfrJuvwLJTcEKlJk5UnW2RFUgRvOT5IVyTVE6VoQcuNEz9Euvutd3aeqbfCzbHZI+EKkajtKAdZoOVZZ4crAH4J4ye/6B40cOKCXR99xxAn2vtZBcrd1tyv6ocv+2ssJtZZrdNQZmXea27oztV3I4xnxRhY7ZkMcoVrDachiewWJPie7gW3+Sf/RiQ96nQ3nCAb2oOf+jSu0HTZrdVehHFcibZsWbRtVbcSmSuTvyb1v/2h2E25c/+NxS2qmV8XnL174w9745M7l1B4HgM+fuB+klwTnADwWR6EQUOhqTC2IM02sPeUL3gzAMrNaDtQhYrQMkAzj9XUO9eBNq9pnprjljbGjiOJKTkcTT8niQgIVw6DCHhbIYEJuBsAUYU4gwGEouW80RQLwkrTg1K02ZqzIcyck7ln/4ZO7RwxlFBzWH89GsfClmSJIbhNKMJFFGkiRTKM3gSTKEYgNXaOAm5/LT9qdID6WpjyIFLV2Dv+jae32Ppj7P02fdEXpnsAoPPgz+eK7n2EnE1dlx/kD+h1uebm3tLtZrfAiEIzC19guprWhHRfZ7FYdolaf2lmduq9i/23F4e6P+w/acOMch9uVDtNYsrrmAUaHZdf2EEpQZKtnP2LhbKtBXb+RyBk6J2/e/Uql6+bLqxarcDxqU75xLefkC7/kduksLL4EFe79YMec396194r7DILIELH2ZOuerltXvCARi4HJ/cUVAHggxAKIBhOtBmB6EGpyhWSBEA4IQEAKDgAywSgdICDjT/l3r602oWQfHgeurAfPGh8eOQBkGkRAV8zARByPTYR4D5bJQDg+h8tQsuopGkdIY6VSyjEaXJdBVNIaCxlLy2GoOC2UlqthsNZWnZokQOg9iCtRMEcTm6lnCDK5Yz0nMZIp0fFEWT5wrkucnQYfTVMc0uVd6hv9ZnX72reD1L1zpA08dAUHZI2E5k5F5ILag91R2ylh3c35Bod1WAdyeQo2ccNttJ7N31JakVOfsKDu354sDe7KpWw4p/nY0c6e5aHeZdtd1zZ6r2Xsqs5ntMOtaxr763LiKorjB6ixXdSY4TbuOvdV/koufZbTuf/tL3h8P7nwE2fuq6IPX9777HOPZh596nxW4OzfkVeYq0iLSapLvo3+Oee6tpf7B982b+/s759x1352333Xv0sUriI+8vOjdT4O27Vn2TnzwJxlhsvJYAwjKAQF6EAiDcMQdoMVDdJ5FyqmiOm9vg1sKDoD7q90yPjR2HDUgQmE6j4pxuRiVCQk4qIAL8/gZZJqaJ5DQ9ykTKFIGN53OkFHi5RQWwuPL6FwlS6zhJit4icoErpaboqAyULoQYyWjPK6Ow9WzUg38VA07GRUJ9GxJbqIkny/OT1Yd03Yk4O8AACAASURBVOy/2tr/7fp48JnHVHnNBk297k357rADg8H5Y0Ea8MrJ8ar92hbT56MjEwAAMD6dInqPQCBkoduqz3ItmQJ7geTCEbYgdasqdZsqcbvxfJr1lNSYkfyZivZFOrVa/lE19HF1Pqcum1p/jDFcnz9ZKmnH3uk6zHDnJdcqPk7+88OUd17a9NgjIUEbIsI3rotYG/Wnxx54KuaPsQ+sDwvdEBId7vdCdOSTPiuXL1u4zP9+3wXE++9dNW/OPfP3vuT/SODdAcsWB6wLWBYUGPrwg+t25PhrJ/20IFKHh2D4UnQyUjd2BzqRc8WbULcUz4yZ61BDY4c1GCJgo3wanLBHwSdr2WyEyUQ4CWoBT8nkyslMOZudRmXIKLR0CkPGZyj4XCWHJaclwnyhiiqQUgVqGgeh8lQ0MczkQmSKhpWk5SVlc5L1InGmKCVXIM4TpuYnpuRLoMPIgc5271nerNbU63mgyBNyyB1agIdngPVHgdZc5UCh8a42Z9dw11DbY09EEwiEfPGblw+Krny2vexkwkX13gyYBkt3H0195bNDOy6ckpuOiszHZF8ckZfkCY6nb6vQfVCZSe7VUYcK9jZk7qjA3us/SnOe4B/Z8eRL64Mou155fOPTkcFR69dseDhm7R/XRAZ+pF70qmz+nb+7N3zjysyJEF2nz8N/+S2B8JvfEggEwvPPbApbev/Dfwp985mI1a9mrJL3B6q6ltCKIx/cEJBUG5YNSIV4wH4QAXvC9Z4FMJ571TvWyy1lZpjfaY8HADDWO3IIxbAkIcwlI1QOxOdBHDrCoynZCUoRTcWkyRLiEmmUtLh4CZWsTGCmMDnp/8fee0c1df/h46laratqrXXWjYOZ5CZhihP33taBew9kBggjJIS9996KoDhQEZW9yQ3LLY7aOuqoddRBcu99fn8kUDs+PZ/z+57v74O/k+fkcMLNzR0BHp7X8xpvkUucmyTY3TvE0z1M6BMmEoeLPKJcxFEuXuEitwQfvwwPcZpElurhmST1yfDwy/D3Tff0z/aNOhIUlReZ8eBnLUN1atx+Qa+8QHOyHvOz3vJSMfkIFl6iMpIyWktOv//tYWTgvu79h/cfxT3mu+NOmsON9APVx/YVZwecLYgtPel3IXKbZN/6EPuNR1Kca46kyjMiLiYHFwcJmxL2KtJ2P8iQ/pbnefPEbnn01ifHnF/lh+Ttm8bXnbxl8xZC35LD5ulbzpxlzNsylb9oR/TQxb5dWX0GjmMburtzdiwaPG50zz49unzdo0/vXnrfjxnUpx9r0ADDkV9NXeIx0f2CbnjR9w4+Av4kfUmzThrYcZh0BEQiBLHMuMh3Z7V9eZ8daJoBw7x+/aH8Qt2x8MRksUeEyCFFIkzw8IgROUV5OEa5OYU6O0XZ2QTZCwPsnYKcHIOdXcNEXqFCp1AnlzAn73CxR5TIK8LZK9pNFubqGi2RRrt5hHiKokWiOLFXotQrRSqL9/JO9PbO8PJNlQUf9Q7N9Is8EXX01sNf/7p+p7aAszOh9QVldYTmHmeMTzCc0+DkgTiPxWeU1kfvrI8l9bdlDLQ7M9YhpuCc470CUXP6rorj3rlZIWdCHcuCdp3PElekBxWfjkqL87qQ4VWXldiQHHU2wqMyzr05zf7BUbfn2Yd+jN/1KG7r9Wj7+6nuZ9wWzdUfOnPKDM4ko0lswWR9rqE+25jHn8bl6xsa6o8hjEfpcXuNntS779CBPcfpTtAZ8d3Q3qMnjB49QHdAj369u/X4dtxYA/3vegz9bsBI8+Vc+xJ2zge9HPCSwT0GdiwM4zFCU22gZajPCIxmrEHr9fuZ8Zk5sZnJ/pERIrcwW2GUs1OYk1Oks320SBju5BTq6BxwwDbI0cX/sEOQg0uYizDUzS1CJI52D4h0l0V6BUQLZZHufhFunpFO7hEi9zAnt0RvrwRPzwSJNMPdK9bLO8HdK10sTfLwOioNyPYLORZ2tOBI9bOffuu4EO208s6G1heYcxL6aeAlweAcJp7EzJzHtpln4s6W7rT17jNKr+u3w3oO+6YuYf/9HMfatJ1lx7xrjsU1ZgYVnZDkn5DUHPVtOJNdkul5NMUxyd/hXKx7WZqwJt7tcqTH87PiV4XO9xM3XUnc/Pik26uMkFLJGtlqK4f5pvbLrfatsrBdwN+zYK6AmDh4eL+hgwYMGzOyf9+BXb/oOuDLL77q1r179+7ffN2b1bX3l926Txw42GBd3GhR1fd2itHC6nEhv4yPfEekYkwKxuRAcB66JzAuDuMSMDwa57RR3ucFmmFUNMMAd5pbM6PCUoODEgND4yT+UT7eYVLfWFefOLFHjFgcIw6MdA0KF3pFunpHOnvFuHrHif0iPWQxrhI/5wNO1ptDXDxiPHxiPQITvIIS3PwTPQJivWSJnkGxYv8EoW+K1D9RFp7sFZEpDT4amJIbn30sLCk7PPtU1OkHt/41/avF/xS3XzCzqxjDE+Ccg34BLAveBkWElRcXvnn94f2rd7EyaXcWq/fXX9SF776ZY3stdmdLXlBBirgm05csSS45EafI8a/JSJafjqktjc7z9z4jCZCnOjZm21yKdbyb6/2qwPnn1L3y+J2vTvn8nhlYJFuaumfR0T3z43etjji04LhwUdbB5Ra8kT2+YvVgscaOH9Gnf291hcEXX7C+HdKf1f+7rl/1ZLFY5qOHzAy4rX8K4zIw4TRGHcH4OLDjlBMzMS4L3FwY5cIwDkQUvk9EwWNoNdTnBAZQUjSAu813swJDk2RukWLHKIlzpLeNv7Mw3M0l1jcwThYeGxQd6x2QFBwb7x4U7xeVHpSQEZOVERwT6eLg5mTjuvagdKtDYnj00eRL2TEX0mOOZcdkZSQdyZSlpocnHQ2IywhMSvGPSQ5NzQuLPhGUmBYVnxQckxGWdCwg4971H//Xn4EW/xGtv8OqGLoXwTsFg9OYeeHh8RSfD6/f0b+9e37v4fOH91fOt+jbh5Wfufen4/tuZR8szdilM6KXoeG46iORzUdi61NiLp2KKCpMkJ/zvZQrKU2LIFNkigTnxmjHx2d93hYF1WcIm4J/eJojbDvmfTN6QYrHnBT7+dEH50Xu3ZTiuCTx8Bre5GEsFqtLj68MdHW+GTiY9cVXrC5ffNG929dDBvUeMGHomOEsFmuyic6M4OZJ8Zh8FOwjGJmMAbEf9OLfCdLAzgE3GQZZGJqBcfEYGvOx4CfVv9yvlqE6HRhAvRz6rz89PR4aH+/rliDzTPQRJXmIE92dwqXOke6ekWJxsMghUuIZYi8McHAKFokCXN0CHD2C3EQhEqdISWBiQFy0NCDJPyjRPzLWPyzOyzdR5h3v6ZcuC8wKDEzwCUzzCU6Uemf6iDMDgrO8Ao6I/bNDw4+FJmYHpN1uvt2mpCmKolT0Xz0pLf7XuP07PfsiM+kExT5LETWYV/Yh6/zl53d+fvfubXZaRE7GcZ/DDt8OZNWn2t65IH5+xd5/67pv+vXp0bOLl2RL9WW/c8cl1bUZ9WQyqYitPx2gyPIjk53IbI+HmaJrZaE/5UuaY3dci918P8vt5hHH0sj1BcFLLsWvPRuxrDh4W2n4rtzg7abEEBaL1bdHjy5den7RtQfriy7GphaWs+ewWKyvvu7drXf3L1iskYa6RHALLw/jU2EU/1E37v3gFJp9jB6Vi/HHwcsEOwtENvSyMSr6Y/6N91oN9TmBZjQtLy+fvTgRFRkqPBTl4RDt6uB5cFew484IT8cEsTTKRxImFkU4iQIOOwU6HAhwcvS1sfN1Ouy9/5Cvo02wyDPQySPI3SPS1SvcLSBcJAp3cgt1dokQiuO8xIlizyQPSao0ME0acMTfN8c/8qh/QKK7KF7omSUOz5JFXEg5V3i6oaL0WmP5gzdvlP/rz0OLP+H271h4ipl0+jeds++mVGBZZdvFi+Vv79/NjQheZG6huHItShwwdGw3RfK2W9Wy1irHeM9duvwhfLMhMvcDaUKhz/51x4/uO5tlo7gYozgeKb/gR2ZtkadKGlOFz88EvMqT3E3Z15iw8/lxrzuXAxvDlpf4rKqO33gpcXV59NK84LVlgatXWg3V1I5378n6oguLxRoxUmfYhImDB/X8stfX3Xp3Z7FYI0dyxydd17sMgzToJbbpZbwflofhpzH8GDhplPFlyixLKYhlDAuY4RkoaP23+9UyVCfFb7++yztyLk7q52e7Q3JwS5C9ndRhp2zPUrvlq9ctthDumuGzf5ev+35vp93SAzZBDk5+Lk7eTs6ynXaBdsJEf58YSWCcJCDMSRwjCoiRBkTZi8McxNFC30APt1CnA3EiUbJYEuXmFmZnI1y/yHHT1kRXcbSLR7S7f3JgWnZE3tmkssLs5spTN9reahmqc6H1OWZn0gY5FO8cDAox9fivp0/lPn94r+LIsesNN+j3tK+rcMTAPvnBh2/k7mtKdLpTfWrRjKl9e/aKCLKrOB6QG+FadMa3IN22LjdBnigj48UNGa4NGYdqkiXPT/s9Pym8FbPhWvyOl2c9318+3JgwozJwZl3iTnnC8rqEFdKVc5L3rFgljuo6eFSAj39WauzEyWM1PlRflqGxzncjh48y43Tp2sWAGGMc2MQthcERDImHfgr0Y5mBOYzRaYZ3jBaUUWbHVIIExiCfGRKHMze1sw0+N9x/8Oj0+QvHsi8k+0UHerhKHA+FiYXB+/aID+/yPGwvPrA3yH5/qPNhsc1B9717pIe3+YvsYsWyUDe/QEfZ4c1brdcs2rVqmZ31GufN+z222Eu3OEq3OwbsF0UJ/eO8ZRFuDgGHtntZ75butYlydUvw8UwSS3Lcg4LtXQKdJQmiuDj32GSflOzwE9VlNyglDUCppLTT7DoJbj9nZufSBtkqogj6xZhT/KahIPbG9Sbl+/cAqLcvbbZvHDj4ywuRDjeTPBSJTpfPBpxI88+P8lScjL57IaY6O6QsJ6nkiG9Vqnt9dkhVjo883pbM2l+bIbp1ye9hluPtuG318Yefnxb9Uu7S6Lv2hMfS8vjdjdJdjYG7T7rNOuO1cO6pV9+t9zaYOJk3adyw/v0GWS4daLq+25Bv+40cNHjSOKMpuoPH9DOeamoUdMXoLPinYJRETTxB6+R/0El4MyFbxTsBbjG4J0BkgJ+M7zNx8ol2tsFnBeWHD0ei4oL8nDMiY5Mi0+OCYv3cfQJcPEMOO7s7Owl37Pa0PRjs7Bjh6RrmJgwTOgYK7QJtHUMdHILtbcO93R03LLcy0Zlvort2Ls/nkH2Yp0+cg1uouyTMVRjq5hbt4JrkLkvzk6S4+aRI/JI9A9L8fY5LfVK8faV7baR7HENsfEIPBAYc9Aze6VZZUEcpAYCiaC1DdRK0/oo5ae8NjoG4CMN8TK9FThVZlRn18dEtvPzt5vXS2ezRLBYrZP/e1kw3RapXeZx9efqhujSRPN7xZqpLcYy4LjG4Li3iaFRQbrpfWbr75QibpujdtbHC2yclTzKFTZF76kNtnmU73rsQTgYdkMetrUne0xK8oyrKWhG/tj5x/ez8D/2X2LBYrN69e+j0mzhWdtX8PHRnrh01cOCQoaOGjB5pMHDQfOMZHNkN/VwY5oAXBcN4TMpTmqS38QphWADiHIhjILJBnITOEZx7pO16+azA0HTxsfO+tru8bbeJ3ERxUSlH0goiPcJzg/0SQ6NC7SXu+w94H94fJxGHu7r42Nn42zuGOLmGODmHuXlGSLxiRV6hTqIQF7dgB5coZ1mUu1+k2DPcyTPMxT1K7BHl4poklsV7+sTJfJO8g+PcQ1P9ZEd9AtNlgdI9h6Q2jtGOoRGHAyLsggMcpJUFVdQHLTF1LrS+wOwTlEEiTZSByIdRAaZfUGUeP1mQl3313jMXUbi++bqxGw7Ncz5xJiuw5YwHmWxzJ2Pri3i75hibGzH7aiMd6kKdL8U7FOdGZ8S6JXvtO+FpJ489UBvt8vR4yPPjXoroHT9G7XiS7/JbhkNr0rZc4ZJIp4V1CXsUCdvqErbWRK/i51H9V7qyWKxhA4dOHGH8vX05Px9GczcO+erLId8O6NGvz4zB4+bPsOIn3dDPw+QM6EVhXDK4sYxxKkPUgHMO+udBnAFxAkQmdOJx/l8XutYyVGdE6amz9luWb1u92EtoezQ551bzlTtNLZF2dnF+QYkhCZEegdH2B3KC7ENErkGOTr6H7Pzs7AJt7YPtXUJcvYLcZWEe3hEi/1BPz3AX7yBncZi7Z5S7ONrFPdLVPdZNGuPpnSCWpXsFpUn9Ur39M32Cj8oC0sU+fgdtg+1cEj0TouzCwu28w+y964sU2lReZ0Prc8w5ozQ49ZrIA1EI3TwYnIGVAvNy3s268Mr84nPdQhB10M/H7uzCpkTr1hPuzfGOjcfsG1PtFClO8hOeZLx9U7SwJMmhKllWkXCwNtytPu5wbbTnk5M+T9NtapL3XUve99tlx+cnAwpsVozuP4TVraftGkK8bn6czPqIaNmifLr/MhcWizWs31CCY2kUWMs+D93Fbt992ZvFYvXu0m3elPFbN1jxjlwzzASRAYNU8NIgSGEE+TSvEOwc6J8HrxTc82CnYXgazj/VRnmfFSiKyk1O3LrCXGa7MzNAkpeV11T/8MmD16fj81xtN0R4eyaExAU7e4fYHw5wsPWxtZfZH/a3tQ+ydQh1c/VzcQ3y9A4QugY7SoKdPUIdZeEi/yg3aZi7NEooC3eRRju5JXhKkyTeyRK/RKlvkqfvEd/ADL+wdImfbJd9wCG3dPfkCIeAoMN+sSJZXXGT8j3NaJf27ExofYlphSr91HdEBohUcE6BqIBhNQzOwUAOthycAhCnYVCN2aceZF3IkpentObLyFPODbGujbFuipTDiqNuigSP8uOippO2TUdtyFjbuliX2kjZk3zZs2xbxdFtrfH7fjlv+7gqMO/Aqi+7dhs07Fu36RzP5dOPu28572u9oKit39wDLBbrmwHfTTI0nRBITijHhGVOej169e7atd+X3RYtHb3Wdp5+8t1RBeAVgX8BvDIYFcGgAIb50MsFNxn88zDIh2EWxucg/yetU/5Z4eHDn/28tsfvPxQlckwNt8mKTC+9eCsvqeBoYtppn6B0mw3Hk0K8hM5O27cF2O73dXH2P+wYYG/j63A4UCQMFXoEOgqDnZwj3d0iRT7BXpIIB1GIq2eUWBIudA918YhyksV7iJI9AtJk3qlevonSgCz/4GOh/sdlIX777Pz3C8PsfSLtAqMOeoc7BSpqrtMMo2WoToXW3zAtF5PjwDkHzhnwSkCcAVEE7iUQxTCvArcYeqdhWAseCcty5fLqp5vKroVVtJzPiqtPk5A5IYp8jxuFhxpOH7x62b4xcldBnGttqnt9zKFHZ4W3jzldTd4mj9vxpMjuXUn4lWgb/30LUt3WNsbsaUzYci1x3bXwxQvzXo4SV3Yb8F2/L7qPGm824diP7CLG2GoL/6tefbt0/ap3r1WLJu53WDI1/5FhLtinMLoIvNMwSoFhOQxrwLsA4hx4OTDKw4gijDmKi9qVFD4vXCsv8xfuT/eWJYd4uK5d6LTWKtjZITXcP9fPtjkj42PTjYd5uSc8Dnt72AS4Okc6uwTY2XvbHQywtw04LPQXioKEoghPtyg39wgXabDIPVgii5S4RrhIQkWuIR6iKBdZgptfso9/ko9PqldgiqdPVpD3Ue+AbDdff5sDkr37wg6Kww9JQh38gg+6NxXd0DJTZ8OdXzG3CmMvQe8S9Ao0f/BEKYgL0C0CUQmji+AUgiiAUSnGl0CvEmPKMLEEJmWqxbVvD5TdFZ+uDjuZfy4n9soxh9ZUu8ZUp8ZztvIje38qkN29KFJkb2uO2/Dmgt/PpH9zmnVl+v7aI04Xj6wqTFh1Uro2LFEkyHsz7gS+WbZrQLduoz2rJhTDIv/1tCmzeF8NHDKwb8+ve+7dpuPqsdU4661BIYjjMDoJ/jkYXoJ+LfjlIMpBVIDIBnEeYy/i2zPIfUFpNdTnhKu1lYEHt8e52YZItx6YZ5YeIgk6vCNKdCBy347LCZJH5zLJoKA4++0RUptwkXuCs3uktyjA2SnAwT7gsJ2vo2OAq0uQi0eoUBjiLAx2cAkUSSJdPUKdPMPcPCKcJTGeshQPn2QfWbJUliGTZfl6ZwUH5voFZrr5eO/b7bvvYKSNLPCgS5CtT5iN79XLt9X6W5vI6zy4/ZqZ3UgblKl4p8ArgmENiFoQ9eCcA+8iCAWMakCUg18HThX0msCtgEEdxtaAVwmjOuiVY3IBdC5hSi3WnP15/7mbgXlFeedTak75Pi4LbK2UXIzfdyF88+2cQy2XdyRHOUtlO8N8Nyalr04N2+7jtGfa2Zbh5TA7gxGrDvbo0m1Q5CP9BnCO/mrMn6c/4LuBA3t/3b/3vh2C7c77jPIpo3xMKgCRD+IC9Csx4TK4BeCUM2bFbUQB+GWYfBbfnsGJ51qG+qzw29OXkU62YVK7KJnr0eTM0pySODfXcBfbEF9hbNjh0L3rY4Xrnfau99+7O9jhsMxJ6O90WGJvKzlsKz1g6ysU+Qvd/B3d/YQif0fXYEdRuKNzmL1HlKs0xt0j0lma4Omf5OEWJ5am+fqn+vilB/pmS8NyAvxSfbyl+3f72ggj7TxCHKUh+0XhNqFXKm9pxxp0NrS+w9xKhl1Mc2vBvgyiDkQRJtdDtxi8bBBl4JaDqMBkOfTlGElCtwGGcuhUYrIc+pfBKwFBgquAQSNGlmLEabAvYIHsuLP9eonr0kO75tjsWbctOtc1OXV9eubilCLngxti/axPx4cUh+1KCT+w4NR9nSroncXYlfu+HTh4WOKvvHJwMh/o6gr43w8fMKBf3x69Ni02W+e5m13AcM+CIwevEkZlGF4BbgGM6kHUgUcyRDU4FWBXYmg1Cv91IpmWoTofGJTlZkU470kLDy4+11h0Tp4bnnw8OPhIcKi/w/496+d5CveGiByCnOzCPRx87J187Wyk+/ZLDtlK7Zx9HZwDncVBrh4BzmJ/Z0mAs1uAo1eIq3uI0MPfWRgh8UqV+Ce6+caL3TO8/dLEvhl+AUf8A7L9I484e/gd3Bvm4BpqIw46JAq28Qyykd69/uB//Vlo8Ve0/o45coZd+Bu38B27BLxSEPkwKAJxAkQBeEUwvQBeNvROw6AORCNmFL23KGnj14EgYVgEXjmIOnDk4JMgakFUwLwQOls9WKxe3XsN6dFnYM/RxICcl/p1GHcO82JLfUS7U8LsziQG58U5RoY4Lj15b9LF3/Uzi3TnLFi8ahkvIVnvwptJjnldu/Uc3a9XH1YPVpc+mxeZi932mBwHtwS8YnALYZCO74vAK4IRCaIKhBxENTgl4BzHuAvIf6J1yj83vH3z7m6zouJkTqCDZ0JkUFyES6jrdo/Na+02zfHasypMaJcu9gj1PBzrKgq2s5PZ7/OxOxzgIAwSiv2kshB3caijt7+bd6CLVObgFOHhFSv0DfGQBLmL0ySyVKl3orc4xU+c4hmQEeCfGeCbEhic6RV0IiIuRSKNcvbO9ojO8U5JEycel6W/evEa2hCvk+H2e2b2FRiU08QZmqgGUQqiELyL4J0DOwcGeTA4AW4aeAXgVYNogKCeJqoZswYYN4CoBSEHUQWDWpiSYJeBqwCvANy8NoPom7rihm+9b/TxVYy8qGTnwiAe82NPBvivOZG279Lx0NJgUWq409qkxG+tpo0c8T3bxHTautWL1q7Sn7t0vKEu56vvhvXoP2LAN1P1hklWcPfa2fFLQFSDdw6GRTAogWExDCrBloMoAq8ORBmIKhBV0CnAOW1N+ecFmqIZ9dA4CnVFZRkyqXjPKrd968J3bQw/tC7Y4XCir+uRCM84mSTO1TncwSneTxLk5B4mFIXae/h4iWUO7pHuQWHS4CCpb5ibT6y3X4LI78zRo2Uny3KCw5LFrgmefskS6RFZQHpQYIpf2JmQ8BOysNyYhPTA4LyEzJc/Pf/4XPnql7dtL1Qd/9gYhlFp03mdA60vMUcOAwWISyCKQaid8kYQ5eBegEExeMXgHQFRAuISOOdBlIOoAfcSiAoQDeDXgqgEUQmuHPrV4JAgikA0gtcEfhX0qzCxAWPrMbkCRidhHZcb6bz+VLioPsfnRLhnkr/NytlmLBarN4u1fdnC3Vs3rVu5tH/v7qMG9XQ0tlypz9s1c5rbbnOHdZZW4twJ9eA2gyiBoA68QhgVY0oxzBTglYJ9AUQViHIQp6FzHudeaBnqswJF0+oeEwoAQL+jW2uvno3Nivdxi7LfF+BwKFB4IMzNNtpV6Gu7P9TNIVLiEyGOivQIjPUNDQ2KivCPTIpIi/UN27t59c4ta3cf2HrpWGbR0ehzCRGZQX5HvH0SxdIkqXuaj0+qRJos8ckN8suRBuSExVSdK/jl58f/eEk0Rau0y6V3Dtx+zsyuZQwUIEpAnAVRDqIUBAkiH0QFJlZh0mUQl8A7Bd4JTKyBvhy8RhAFIEpByKFTB64chBxcEmb1mFYD7hlwijGiBtxSGJbBuBSci9DLh14V1oadTvRanxPvqYj1vBQkSg85FClZvn6B8RLCaN9i89xDG3JXWx3m89znG3tsmZ250zJ/s3G5/TTroLBJRdTk09AvBbcWOoXgnQSvCOyL0C3C2HxMrgavDLyL4B7HyAJt18vnBopmVBRNM1CpaKVKxYAG8PbF69bmm1culxRm5Z6ICM/0k6V7i8NdhdFujjEe0iixd6x3cLxPWJQsONY3KiEgJlDo5uMsCvTwF9vsywj1j/Y4ECU6lCzxSnR3T/eTHYsIOR4VVZCcWn7qpKK0+sfmay+evvj7lajHETPaMK8z4c4bWDZCrwa8GhCF4FVqbB3iNNhVMKyGfiE4hTDIA7sA7EoYVoFXC6IIvArwGjBRAS4JggRBglcDbgW4OSDKMbEUk8oxvgK6VWCXQv8yRlzE0iOPgpwOMJ5jJgAAIABJREFUJHgeKkuWHA+zjRfuzIhclyvbdfSgjc3Cqa6bFsqTdl8J29cUuTV09cx8h/llslklezkrY4t0KjC5EPoXoV+JSRcx6ST0KmB4HoY1GFcIXin4leA0wOgUM+o0VaB1yj8vUDRNUXSbiv7YpqIpiqZp6i8MwTAMRdEq6vG9n6ryzp4Kis0MCoz3kvi6iILtnUNcvcLdPMOl0vjQgGNxiccjUpJ9gtN9AnLCo86nHK04deJGY/OrV28olervA8iZf6Ijmma0c+w6D1rfM7OvMAbF0C8GtwpGDRpNxKsEm8TIi9A9Cd5ZjKmC7hkYVYBXBeISeAoY1MOgHgI5CAUIEoQcRiWYLIfROfDqIbgAPQXGN2IiCcNCcOswOhcGDdglSRFamKdJ18Z7bnPdu/Hgvg2e1j+E7NjKH6ljxplQHL/+ZMi+NM9t3ovm2M+feWD3yoN7Fk8LqtUtBLcS3EswqgC3BEZVYFfDKA/8ahhWQ78eRnJw5WCfxoRCnH/5b/erZajOCAZQ0hr9QlM0Rf8DcXTUef/2+Ln8UlmavyzKVRjsaO9z0C7QzdlP6BAmEqWHBGb4+RVkZP90++6LJ798ePfhX05J/3mAgfq5dhmFzobWdyBaoFsMw2JwK8FWgKcATwGiAiZyDL+MkedBVMA0F8Y5IKpAVINfi/HF0CkGuwa8chBFIBpgLIduKcbJIagAQULQDEM5jMrBLQK/EePqYFCEYRXg1n+ck9VkHXjhoJOzk8N20d7loYc2HPU6sHPZ9IV8gbfD7gPWVptXTpm/xNw4tpCXeUX/1GPDGur7Jowth0EluJUwrAJbDr0q6JaDpwC/Duxq6FdhVD14pzG8jMnRaqjPCwwYmmEoWkNBbW2qj0oVNOvo0TRNo2MVlk+WAr5zsyHda2uiyy6ZzdJdi422LzTbvdrMz25eqtuGa7WX/uO5GIb+M/cxjKbHhaZolYpiGEapdaA6E1rfY1YLDGrBqwchB6GAoAb8OnBroVMHLgm9UuiXw7gIkwrBrwdRA14dOCR4ldArgmEleJXgKmBOQiAHWw7eJfDqMaoEkyvArwEhB68enDpMbEBfOXQaod8IPQUmXlbNzmrJ9V5cGb/3ybWzjVVROSm+F4/G2+61XGCpY7B/m6AZvKtg14JoBEcBdhW4NeDWQ08B/QpwCkHUgagFUQpeIYgqcBQgjjOjL1NntBWbnwWUKpr6RLAwgIqiKYpWqigNibR/pf9pjfJHd25mSA6kibdKt8y25g2cxx5gPW+gbJdVqqv11YoLmmP+XYh1MFT7Sx2BHk0zFE0DoLQyqjOh9T3mNMNADi4JDgl+BXhqp4nEpBpwKsFvBEGCfRFDFDBQYIoCnCpwCmFQjglNGFYPXi24ChiRmEyCkGPEJUyuR/886MjBVweACvDkIC5gIgkjEgQJTgP0rmDG5RepMXuu5uxXvT9181rsicTwu/KTYR6Ltm8xN/UOndCAySSMGiCoB78a/HIQVeBXgFcH/TqMKIPgHHjFIBpBNIIoBlEHThVG1eDcM61T/jmggz1omlHRjHpUOc0wFE0r1bUHFE3/k2et/hH+dOtabpBriquNaMNCa8uxywSDrS1H+O6bm+i4qfn8SfWe1D9RG6PRTTTUkWP7GZQqSstNnRC33zGzmxgDOXgk+CQEcgjqwFeb5TUwUoCnALsW3BoYNoCtgEABIxL6FTCswdgGjCRh0AA2Cb12v5xdDy4JLgkeCR6pcal4JAzqoE+CqwBbAYN6TDhxbY6/7EzsodYsGR6X3idTS9NDfqw7HeU4c82aKZYbV/LP3TEgwVVgQhU49TCuALcOJjXgyaFThQm1mHARRtXgKdrPS4LdAJ1anP/13+5Xy1CdDur18tQP9aoKqvaMGsWAAWgGDKNhFrqdtR7cvpEf6pHmsdt9+/zN88eutRy6zXKSxy6TENtFTUXH8WcBpX7eIZeYvwgobe6uE0OtofTqwSdhoQBRB5MKcJtAlIBXyQhKaG4lCDn4VYzpZRW3FMRlEPXgl8OoCnqXMbIGBrUwqtLQkFEdzOXgK8CrhgEJdgWIMg2DcBQwIsGpg1ELJh27yVsyjTA0OLhx3lmfrffO+V4951iSfvDXxsRa39nbFrAN2HqWi6ZxMi7zr0G3BuxaEPUgasGpgwEJQRWISujUgNMArgKm1SqzapU+CYNS6FRrnfLPDWqaoBmoaKaNYuh2hlK/qjbNaRptf54d/tPNW3nBsmR3a78tCzbPGm89deDOmSNdNhgF21hVF5z5yylo+j9O9WVojZ7SonOi9T1mN4NbD2MSbBKmJGbKwVGAWwV+NW1WoORWgEvCtFJldf4dUQVuhSaq4l0Avwi8RvCKwS0BoQChALcKvBoQdTC+iIly6JHgVYCo1bxKkNCtAPcKJp2/brly6rqZi9evWFpb4FtfsOWCz+pk+/VFibsqU3Z52M8fy59o+O0AjiiVcwecIhiUgagGTwFOLUbJwVFnG+Xgqasc5AxfwXBrwK3C+DqthvrcwGjMclA0VAxDM4yKottUVMerUKsnSjO7Sb3l0c3WE9GusTab/Dat3TnLcP208XvnT/BabRG6bW5FYfY/nuhfeOovaNOupNBJwDA3X6tmt4BdDwEJPgkeCQ4JQgFBHYyrQdSA2wiiHlw5iEbw1Wm+cvAU0JVjrAICEkQDCLXLXg5C3Z1XB14DjDuiPDV5VYJbCV4TuA1t4zzcZhsazpxvvHKJRXGwc2WU8znZxpLwrblxe5IiNm3ZNn3SRF32oGGEMIXbzBg2woAEXw6eAkQt+HKNt0UowCFBkOCS0KvHWBKjFPiuFgXamvLPC0y7gc0A6uXRVTTTplT9pzBN/fzR1evliZEZnlv9t1odXMXfZTXBfg0/cI9F9O65issn/19fDE3TlFLFMAylpP7Pb02L/1MwzM3Xqnkt4NaDTcKMhLHaLycxU4GZJKbIYUpqpApXbVSR4MpBkDBtJ4g/HnIQchAVf95IgqgDUQVBBUzlYDfDqujZ6CmCQd/0HTT4O1N93Uv+OxTJ+yvSfmg9tevuyX1NR21TDq/ijdCfPGCk6fId/NIP02thJodOHQwV4NdBT47JCvBrQVTDSAEeCUMFJtWAIwebxLharVP+2YKmGXXlgVKp6qiZVLVplpD+s3mEx7dvl6dE5AbaBe1ZbPeDid1yC1frpUG750Y7rGwputBxTFWbSqVUtR+f/rvl9Fet1F4nRau0DNUZwNx6S89rBK8ebBJcEhYkCBICEkvqYKEAvxgm5eA1aLiG266z+CTM2plL/UZCDk45CDm4n1SZax41IGrBr4NJJcybYHbpsaXN9qCIH7wle0XLV+XtWZVhvzr74JLjdst+jPOtc1l33mnJBgur6QL2Zo895uW/m5RDUIvJVWA3gF8JowoMrYZRPTi1IBQwIjG6/aoIEmNqcV6roT4v0BQFBgwYdSqNoWlaRXUQhJosaBX1l5qDJ1dvlMSHnAlxj3DcKNpiKVwpcN5iGrV/ZZpoZ0tNYcdun1aN/0OUx4CmaHSk9tpf/cckoBb/E9x+h1n3mKkKLJVjSgenKGBaBaIGbLlGMXUwlBkJAQlTEoJScOXgkdAnYaS2yeV/OOK8DlWlANEKQgFCfagWmJ6Q601fsHf1/HivlZWh+97dzGj7eLWxMrikIoJ+/yJLuNFnzTTxyukrzfUXrVhvcvL95GoYNoHfAl6Dxn7iysFTQE8BttqDJzU+PYfEiDqthvrcoNYsKhVN0QylnhJO0RohQ9GaHWh1Fu8PgnnQdKUoIaQgwiPJfYd0+3zXzTOEm+eEH1qZ7rjjatklAAxFUypKExZSGgL6R3Pp08HkHbVRWh+qc4C59Zae0woLEqtJmLYLohkkrBSwaucjtSbikzAmwSfB71BG7dSgKXqqAU8ObhWM5NAt19QcEAoQN0CQmmIoQQsEJ2omCAwJHaOlUyxF1gsuSRbJfXae9Fx70feHa6G7Y6yn2E03X22uq6c3fqghf8S0VbrL1vI2WhumVhq3wKxdoOl3VDOQfyJQnVptLu9zg7rbhaJo9Uq/KtVfq5I+JQuqPfz7sbmlMCY0P0oaK90WvHeNy/ZlXluXhLmtS3HdfK3kH2rKO2rH/372v2+k/mtPXYv/y2BuvqVnN2JRPVaS4JEwJUGQmEXCgoQ5ifkkzElwSHBIWJAwJWFCYmo7Jf3FaVKzFbcQ7Fqw6yGog7G6MKoeAhIcEtwGmN+EUVbTQGPjhYuIbbOmue5ZmeSwLFO4OWn/svyDiysDdiQ4zd67dqrV1EkTx+kONjDsMbCv8bQhe2bpzdabYBJRTlwHh4QBibFq1fZnhjKTY2IVzj3XaqjPDSpK06zL/FEJxShVVHv59ycMRdHqPX9pfVCaEn8uzivTZ3/QgQ2+G1fJDiyJPbw+03fPVfLy30+h4T6K1lASo4kuOxrxGAYd3PjfZ/20+L+N1jf0nB8ZYwX4cvDkMLsC43sg6ttNcRJm7c6UgARBwoQEn/yb01QPokaTXzNqhGEd2HLwamGs0JRu8kkYtYAgqRl1jw18M7uO/M5ivoHbMtMY2+0V0p0NgQtLI5eXRaw8Hz47XbjGerrA3IxtMHHM4EHf9NMbOmsqL/WwYL/56KlsgeExOecquCQEJIz+xlAmcoyrxhmtD/V5gaYoSqlSUszHNkqppNQ9egygVFI0TStVFABKRdEqqqNik6bo+rMnL0f65keJkz13BB+09jmwJHDnqlj7HckeO0ryj9KUZudPh6n8Q8UmQNF/bPm0A0bLUJ0CDPPza2rPT7BQwEqOJSSmkTBpwBQSJiRMSMwiYUzClMTU9kTeVBKWf2eodknFJaF3CXq1IOphVqfpeuE0QL+pbUFmrrOP49a1M2ZZcL8d1L9XlyFb2NOL/Lb/csTpTf6Bmzm7qxPtf8nceyl4nZ/z4lmCsWz2uImjh/cd03fSiBHbF1gec5vrvnnUD7bbTOo/cBrAI6FHgv23QG9kLU5p66E+L1AUzdBMx5SojopNtXGuareiaOoPM/vjy7YTIQFpkgOJ4p1xHrujhQdC7TcH7tsUZrctUrQ3QrLl1YtHUBtMf+kTphma+jRJ9zfjXKVVT50KzJ031P7b4NRjMYnZDZh+HRwFeCSM5eA1wvIaTOWwkIOQa+jAuJ2qOqyfv7AVrxw8EgIFjOvArQe3ASYVD3dnxyQHLo6ymbd7xdwFPO4WYtL0wYM3z5hVF7T6Y/YOnHX6kOTyLt32RcYe7w1WnEnjB3/Vrfegb/oajhn5Xc/+fQeyxwyN9TaROphMMRjFL3ggaNGcy/hvPtQ4bS7v8wJN0ZSKblNppBNN0xRNq1RUR9/cP/bKvXv2oerYsfNRQZEeO2K89mR4uiW524c774/ztD3p55DpceDp4zvoqPakO+I4tT6i/5OqUlvmn6b/tPif4+FbZm0LpjbDRI45jZh7A4IG8ElMlcOEBF8Bq3pYtmBGE0zlMCdhTsJYDjMSlu3Rn+lfSKpBI6m4leDWw6T0qXOS2Cd4y16bhXsPLQkUrw49NO/gDM5mK0P/dWavk1agRoKze5+luP6Y7VwetGKNqYnB0InffzNm+KABQwZ/92XvLqy+X7NYX7jsmrx+gf4XrD76Z3+eckXT52z+51NzSYzW5vI+LzA0rVKqVOp0HkWBYWiaUVGaYVGUisKfeURtJFFKurVKUXs8KzvkYLTjrliPfXHOu1JcD2WHSQvCxCUJUW9fv+14o6ar5hOmU/cqq38TtAOhOjkev8OaVmZaE+bcwYrr2NyClSQEJBY3YtpVEArwGyFowpQGCEiYy2Eph2kjOCTMSFiQsCQx45N831/iPqMmzClUSPxtFs6eMnjCxG+GDNy+jnMmcdeVY36JtitF803rpUsfH7G5JVtxLXFfUexmux8szQgj3f6Th/Qb0q9/r56sPixWF9bwb1nfdDE1HWxsMJTV++txFx7xWjQ6jve3k47X5vI+O3RMMOj42bR3Dv/xf+ZTHlFvf/bopzTJ3njP1dHeWxM8D8RK9iY470/1OxzhsrGp9DzaPaYOUOrKT4YBo44oGZr5Z4GmRafCz2+Z9c1YXYttd7DpIdbcwOxaTLuGNVcx/QrMFWBfBUHCVA6uHJxrMG3E9BswVWhqDgQkprUzFJeEQP4n1jC8guUZuTbrF3G+Jybo6H7Z68v+/b4Q2c9+cjPxwZX0JbyFG6ew0w4si9xhGW27xHXPwpGjJ3ZlffkN69tB333z9ZABX/XtyerzzVffD+8yrEv/Eb1GDxrQ48vuxLmfeFc0xaVT/saM42u1ubzPEBqZ0z5+9y+zwhlGM7npD55i8ODqdbetM/wdFkc6b0kWHoo8vDP00PYgm01OWy1LLuWq91Ifh1JRf2lh+UNY0Z+Ge59MhtIGeZ0FzN3fmWXXMeMW1t7Hmnv44RZMWrD8KtYqMKUBgruYcg1T6rFMgelNWNwIQRPm3MK8JiwgwbkKThNM5JoiKZ4C/EbwPqnwNGrB2qOXnJ1+WDLT1JjNHjR4EIvFIkwM0+KFVQUhbJ2p7HH625bM2vfDwn1rzGfN4Ojp6E+fpDePN5ljMGbkqH4Dh/XtPnb4l6P6dune5bshw0aP6tulXzfOmQf8K3+YUNxPQjyumqG0PtTnBUpFabpd1AUBNE3Rf6Knjp/Zp0rqQcs1H7s1UbYbg7atDnfYGemwM9x+fcC+rf6uqxXXTqKD5tShXLtOUxtNmuaXv/X9/QEtQ3Ua/Pw7tfAqs+QOdv6IuddhdR1Lb2HuL1jTjCn1MGvCdBLT5LBoxKzrmHEXlrdgfgVWLVjSCI4CfBLTSFjcgAkJQSM4V0D8maF2p+edT16VbT/t5N4ZM3S+YbFYo4YNCXHZ5O/0w+Rh441GTTAx4gj4k6bxTRYRxlPGTDAfO0Z/8De9WV98M6BH735fsbp+werGYrFYfb7rPXxQn/6DeuuffahmKDU3mbVXPxiTMCYxrhb5v2hnbH5GYDRNwx0GNcMwSor5ZBrUJzzySXXl3auKQLsNQTt/8NxmFea2IcpxZ4TtVu+9cwPF6x6/rId6QQTmj9EIDMNQFEW3HxwARdFtyvZ5nu2/GerEotYp7zx49Duz7g5j+hRTW7GoFUt+wtSfsfYmljRi7lXwbsDkOozlIEiY12HeLZg9xZwWbK3DUjlMFTBWwJiESUv7czlM2lv2zEhYtMAhOask0eJh4PyqQLOgXaO/7MHq9W3fbfabN+2fozt+9JAeQydMHDVWf9wYvQk6HN0eX/TtxmL16Nq125dfsv6C7qy+XVlDrKZwy97wmjTNLpYkZpEw+MSz16nFWa1T/v8PUHRHq8qfSET99e6Va/47rAN2rHDdPiXEZXOUbEuo/WrXTcZpfgdUymdoLzX4I5GnngOljuZoRqnSLCijal9Pgeqo5KRpbcVmZwHDPHpPb/4ZFnex7FcsuoYF97C2BetJrLqKlbexqBVT7mH6Laypxw9yzCUxrRHT6rGmHnPqYdqIZQrMITFFgRlyWDbBor2JdyYJPglOC6yPXjrjt/FR9Kq0hfpOc/nDe/f5+tu+uw+s27p+raG+Yc9ePbsPGNG3+zddenZnfdW3S9deX37Z/9u+ffr27ftXhmKxBglWGmdcJRrAVsC0PZFnQWKRHNPlGvN+Qmd2yltbW8vKykq1+DOKi4vVT0pKSoouF5WUlFy9er3jp/VpFSVNa2aWM8CH35VFR05EOm4Nd1gR42ydEHg43ntHyKF15/NT1O+lafrvpQPqQFJF0TStLm7o4D4wDD7RU/jwQTvboDOA+fk1vfsXzH6ELUpsfo7FT7H4PpbfxuYfsfY+Ft/H0p+x6DE2y7HsDqbfw9xHMP4ZVi8x/z6Mm7C8GbOaYHkFZs0wqwW/EZY3QZCYQ0JAwqIRCy89DYqRnfBaIF5ksdOcbzlmrD5XZ/mu9auXr5kwYVLPPr1ZXbqzWF+yWF1ZrO5dunTt2rW7RjNNXTlsh6zHeHbX4eN7GZh8KzpOVH2YegM8EhYkzNTdyySM5ZjRDF4zLBrAa8TYms46wY5hmAULFtjY2Dhp8Wc4djwcHZ2cnOzt7afPmNHW1tbxualZSaWi/jK5vKWm8kJ8eGGMX6LnjjRf+7wQ1yypQ1XFWagHJHwS5qkNKU2sp1RpDkhpCtbbT/SHnsKfTCot/pf4+QPjyDDLXmLjY+yhsOwj5j7DlrvYcAfTH8K6DdYfMPM2VlyBVStm3MacXzBdhakqzHwJ4xswvYPZD2D1GvzHIFoguAZNA017nRS3EetONxyyWXhwFddpBW/JbIHFDvNJFhaDh+t27daD1f1v0RyLxWKx+ugb69e8FdyCUcVHXvHv/GaYX4Vps4aV5sph2gCiAVw5+PUQXIfxTXDrYUZiUqedU05R1NatW/8/Pulnim3btr169arjW0qp6hhyoGxTtqkTcwyulFbmR8WcDPXO8rLL9BNmh3hkh4pbai8DGoJh0E5M7a0ttKbS6k/WuFJJfZrUo6g/WfVa/G/xEDhEYe07HHiPnW+xBdjzFis/YtdrLH6PtW3Y8gxrrsH6Onbfw5yPmPMYc3/EzFbMf4SZTzH7IRY9gPnPmH4bptfAbcLUFljegHEdzOTg3IBJEwQtWBJ/cu10zhILA5PlnJGmg3t2+4b1Zf9/5CYWi9XXdC638oXZFXAVEDRiahN4DVigwHwSs0hMUVvjCpgpQMgx5TqMFbCsA78Ry0gQ1cjvtAy1ZcuW169f/3983s4PmmFoimJoTVGlSqnasmXL27dvAVCUpri8TUkpVdQfUggMGDRVV16Kjz4d6psuE+UEuh0JcsmSCRvKNYMN/lBD7cNVaKoj7oPaagKjie+YP9Z80Q6H6lx4CDgAy4HFDHZ8wDYaO9uwDdgM7KSw/hk2vsHa19j0HouV2AjsaMP299jwATNfgn8Xs99i7gdMfQ/iBWY8x6xHmPIUxq0wlcO0BVOuY9pNTG2G3g1YiI+N0Rv17fd9+i3cPia6clRM1aCdXl2H8Vmsr1nqdB2Lxeo56pv9oYalvwquaYZ58ppg3gxjOQQkZre3B84iYULCXA5+PTg3YN6IhXIsacD6h1h0D8XP/u1+/8cM9ebNGwAPHjx49uyPy6Rp+scff2xpaWlubm5ubm5paXn69OmtW7fUf6Xqi75169bTp0/v3r175cqV5na8efPm1atXd+7c+ccV5QC8efOmubn55s2bHd9evXq140Stra0qlaq1tbXjYp48efLgwQP1899++625ufn27dufHvDFixfNzc137tzp2HL//v2OS3ry5Ml/+Wkw7d256iXRPw2p2tqU1tbWv754qVY6qjYVGIai6I9tKqWKbusYuUlDUV1xLjE2N9DrqEyUHeCYFSjMlLlcrSljgI9KSvnJaDoANEWp2pSfiiO6ffQww0ClolRqZ0q9RVtv0GnwEHAE1gKrVNgJbAR2AluAzcAOJRZ+wEZg63us/Yg5v2IbA2tgNTD1Deb9DLMHmAksB4xfY9rvWPIaphSMboP9E/iPseAh5t6CxX3MuIcp1zGtASOyroxIqDeqVPFbIbgO/gMYFP06MvX60LQmg7T6iWn1k479yL2BaVcwlYTFVcy6Cv4VWDSC2wTTqzC5gjkkzEgsVNvkTeArwG2GSRPMr2LBDWxXYvZrXOycTrmaod69ewdg0aJFEomk46X379/PmjXrUxkZHh4+bdq0gIAA9Q4tLS0TJ048efKkvr7+p7udPn362LFjRkZG/yjNrl+/PnXqVBaL9cUXXzg4OCiVyoKCgq5du3a83cDA4MmTJ1wu18rKSs1x9vb2S5cuBdDc3GxsbMxisbp37+7p6alUKgFkZWXp6emxWKw+ffrY2NioA7Hp06d3HHDcuHGpqan/5Qei6cFTf6HoNqVK3YmiVCqtN29+9fqNZnK5UkXRjJpZlBTdpqTalBQYqICGiorzKXF5sX7pQU4ZQQ5Z/p4ZEocbdbVQdxrTtKrdiVKXNFAM06ailBStXlWYohmVilJ+VKr7bJQUraJolaZ1maG0FNU5oNZQG4Dt77GL0dDTWmAbsA3Y9BbrP2IJg5XARhW20xp5tZTBUgZzgPm/YTmDWRSmqzCnDYLfYPIApr+D9w78x5j7BPNasfgxLO6D/TOIu7C4julNYMthKoegEbwb4F8H/wZMbsDiBkyugrgKogGEAiZXYUrCpAEzFOCSmN4A86uwImFFwrQegiYsv4UpreDeBacZpgpsasWW2zD4Gfn/er+dkaHevXs3ZcoUJyene/fu3bt3786dO7/99ptMJps/f76aOLy9vZctW/by5csBAwbs3r1bvVtra+urV68SEhL+E0MtXbq0T58+LS0t6n1u3759+vTpiRMnVlRUqI9w//799+/f8/l8FouVmZkJwN7efsWKFQBmzJgxdOjQa9euBQcHczicn376qb6+vm/fvgcOHKirq8vLyxs3btyhQ4cAmJubr127Vi6Xy+XyHTt28Pl89T3+N6AZjRFO0zRF0erFhts+tm3evFktNmmKpihKLXDaVJS6SoBSU4+KvlZ++dLR2PxE//Qg98xA95wQ0TF/5+tV1WpZ1KakVEqKoqFUUUoVzQAUw1BKSqmiVRSt1m4AKBWlVNE0wygpWqmi1Mv2tamov83R0+J/g4eAPbDtI3apsBPYBWwGtr3DHgabgM0fMf8DVtFY+xrLf8F2ChuADcBGYDuNJR8heIFFDJZ/wJo2rGjDnHcwf4EpzyC4D7NnWP0SM3+E2W1MvQLBHfAbNVVLHDn4cuiR4Mth8sngcwEJnhxmJMwUMG+CgIRZPRa3wKQZvEbMaICZHLMUsFKAdwtTWmB6FZxbMCJh3oRZNVhUC/5NFP7+b/fbKRhqyZIlUqm046V3797NmDFjzpw5EolEIpGEhYW9f//++vXrOjo6JEkCMDMzi4uLo2l6yJAhlpaW6t1iYmKUSmViYiJ+AXY0AAAehklEQVSHw/lHhrK2tmaxWHZ2duXl5SqVCkBeXt7w4cPt7e3VRyguLmYYhsfj6evrGxsbv3z50t3dfdWqVQzDLF++vGvXrs7OzjU1NeqPbM2aNQKBoOPgcXFxw4YNe/r0qaWlpbOzs3pjaGgoQRD/vddGdTTO0TTDMEqKphmm7cNH603WaoZSB3pKFaVSUUqVevIlQ9NMm4pWfVBdqym6cDTpRLT3kUDvo0GiY4Eup8JF12srlTQoFa1UUiqlimYYlYpiGFCUprxAQ4jtVU90e68yxTDq7B7DMJ9651r8b/EQsKOxUYVd0DDUJmALgy0MNjPYBix7hxVvsOkuZj/DNhq7GGwGVnzEkt9h/gqzgBXA4o+Y/RSL32IBsEgF01cwuYaF77DiFaY/xJwbmPcAM65D0ARePQSN4DWDfw3TSVjINSPuLElMa6+lMldP+JWDqwC/BfNaMbUZBIk5LbBswpRrmH0LxDOwm8CphekdzHoIoxsgmmBJYv5dyJX/dr+dkaHev39vZWX19ddfDx06dOjQoRwO59GjRwAWLlzo6elZX18/efLkX3755ePHj6NHj+7Tp496NzMzs9evX6ekpPwnhrp165Y6UmOxWAsXLnz27FlhYWGvXr2+++479RHEYjHDMHp6ev7+/tbW1i4uLlKpVK2hWlpaDA0N1e9ds2bN69evTUxMZs+e3XHwkpKSfv36NTU1zZ8/v0+fPt9//72hoaFAIIiIiPhPptinUKfMNFRB0TSDj23qoeJQtrVt3br11avXDM1QSpV6bSgVRbfRmk5gSkWp+/Qaa8sK4mPPxocdD5ZmB7jlBLucDHO+UltN01Cp1JUEzMePSqWSalNSDEXTNPNRqWpTUiqlSqVUqblRHV22qag2pbrlRjOApU27GlXnwE/ADgbzaKwH1gE/AGuAlcDC11j5Gks+YiODNRRWA2vVwd1vWP4OpirMYmDcBnMlZgMWwNhfMeYdJjAwfwzDN5j+HiYUzAEuDbP/p71zj4rquv74uNq1Yk1b41qJ1dYsNYjP/ExMjCuuqMvmV5u2aVaStqmJViM+YjRWE5cxxmp8RS0qPmCG90PBB4oo8pjhJa8RBlBBRYGAIsp7gGEYFObec87evz/OvZcJGkNTI5Nfzme5WHfunLl3ZgjfnLPP3vt7C0dW4PhL+Ow19CzE/ynA0efR4yKOzUcPC07Ix2fy0SMfR+fj5Hz0yMdn89EjXzk/8gJ65OFYC3rm4+QLOLYAny/FN1pw4lUcl4ueefhsGf62HP+3Ht+04mtXcLwF49se9HndRaG0GBMiOp3O6dOn+/n59XhJaGjojBkz5s2bt2jRIkR0OBy/+MUvtmzZ4jomICDgxRdfvFcUtM+ZkZGxdOnSxx577IsvvkhKSnrhhRdcN/IJIWPHjtXr9SUlJZMmTXrllVfmzp2rpW6bTCYvL6+f/OQn+/fvX7JkyeTJk7XLBgUFDR06tL6+ftasWZMnT169evWvfvWrjz766L//ogjp3svr8XGUn0rmAX51Ljc/JiIzzJDmv9cUuC1h/4az/v+uupjH7ukdjIBwT4a6Bp+badOr3iis4JHRjpiCeBoxXv13GvEU4mnABFAeHkM8iZiEGI0YC5gEeBTxOOJxxHjEI4jhiIGIgYgBFINlPMrwJGIQxWDECMSTiCEt6N+EQRIebMbAWgysw8BaDKjDwDoMqsNA9V9QHQbVYajL+YBajKjD0DoMrcOIOgyqxzAbHmnHUBuG1WFUHYZZ8VAzJrVgkhWj2tC/Fb/6Qcyhli1bdkHFarXOnDlz1apVxcXFxcXFRUVFzc3NiNjQ0ODh4dGvX7+MjAxEtNvtAwcO9PLy0oY1NTWFh4d7enpmZ2fzS9XW1vLb2Wy2119/fdmyZRUVFVlZWQMHDty4caPJZPL09DQajfwKZWVld+/eHTNmzM6dOxFx27ZtOp1u0aJFTU1Nv/vd79asWVNZWWk0Gn/2s5/t3r27uLj48ccfX7ly5YULF2JiYn7961+vXLkSEV9++eX169cjYmZm5pNPPhkREfFfflH3VSgNbh6FiEDx+rXcC2ci8kJD0wJ3mwK9jf5fZOo33bpi0QY/uHLlvmolEPQtbqFQ77zzjuuWXGpq6ttvv+16xt/fn7/qww8/nDhxYldXFyLa7fbhw4e7Dtu7d29SUpLrmU8++UT7nKGhoaNHj9bpdD/96U//8pe/1NfXp6Sk9OvXTxs8bty427dvP/vss9u3b0fExsbGkSNHzp49GwAMBsPIkSN1Ot1jjz02d+7cxsZGRIyMjBw3bpxOpxswYMCKFSva2toQccqUKTxkjoirVq0aPHiwltzw3XiwQmkwihUXLRdOROYc2pcUtDXxwIZ0/y/S/DdXXchyGfO12RBPKHd9eF+RUir4BIK+wF3yofgkiONwOKqrq13PtLS08Fe1tbXxmBS/QllZmeswq9XqcDguXbqkndEGc6xWa1FR0dWrVymliNje3n758mVtcFlZmSzLPNOKj6+pqbl58yY/bmhoKCoqKi0tdf0b5hf86quvtDOVlZWu77C4uNhme2C+x7fRS4VCyqqKCgvjj+Ud9s8M2p4SsD3dsCE9YGt1ccEDXnSvZt1HocTcStB3iJxyd6e3cyiZ1FzMPR8XUXA4JD1gkylgi1H/eZZh682LD1IogcDNEQrl7vRSoSSkFcU5xaej8qJDTQHeKYYNJsPnmfqtVRfPPZr3KegljLHCwsJkwbeRlpZWVVUlFMrd6aVCAWM38sz5MWE5J33TQ3adDdmbGLA5J3jzjWLLg18oeMTU1ta+/PLLGwXfxvLlyxctWqQlPAuFclN6HYfC65bzlpPh2aHepvA96cE7k/2/TA7cVlVs/s63FuGn74OKiooVK1b09bv4AWC1WletWqUFhYVCuSm9Vii4fq6wMCbCHOadHLAtPXxnauCmbP9d1cX53zkdXCjU98H169eXLl3a1+/iB0BFRcWqVat4phEKhepzeAvMe8+7KpT2tOs4Xk8nS+SrjLz8k5GZod7xAduNIdsTDNuT9ZtuFpuF0LgVPRTKarVaLJYrV664jrHZbBaLpaCggKqO0FeuXKmsrOTHDQ0NFRUVbW1t+fn5FoulsLCQHzQ2Nt6+fbugoMBisVgslrKyMtdrVldXWywW19yXS5cuVVdX3/sOL1++rCUSImJlZaXW4ePGjRvFxcX8v6iurq7Lly+7/glXVVVdu3ZNe9jY2FheXn7r1i3tLVkslvve8b4IhXJHGKVaO0ulcbiLQjHNrMUlp5yPpF1QkXku7UR4XMiuOP3OM4YtSYYvTu5fX3Hxu6/yBN8HrgqVm5vL+3P079//vffe4yuaU6dOvfDCCzxH7+23366qqkLECRMmjBgxgtc/eHt7v/baa0ajsUcnOV9f33/+85/aw4EDBwYGBvIbeXt7P/300zqdbtCgQevWrePBncGDB993Nvfmm2/Onz+fH7e2to4dOzYsLAwRCSHTpk3r168f70FUUVExfPjw5ORk7YU+Pj4TJkzQIkezZ89eunTp2rVrXd8kT2zuDW6hUHfuPLCu+ccNYcgQuyTy/vvvcynXuokzAJlQp0S4A0InYeyOs9RoNEUdij2w+7h+W8y+LWkHNpwO3HmtOJ8oVS/cE+FrjngAyBgQ3vxXaYQHkpO4T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&lt;div align="center" class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; margin-bottom: 0cm; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span lang="EN-US" style="line-height: 150%;"&gt;Gambar&lt;/span&gt;&lt;/span&gt;&lt;span lang="EN-US" style="font-size: small; line-height: 150%;"&gt; Instrumentasi untuk kontrol level otomatis&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>The mbed Microcontrollers LPC1768</title><link>http://microlose.blogspot.com/2011/12/mbed-microcontrollers-lpc1768.html</link><category>Microcontroller</category><category>Mikroprosesor</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Fri, 2 Dec 2011 03:46:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-1569298390892378229</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqe80_RGtq_kNQw2r3tVroqGZwMZ2Ut3viSC2fT_KHj8YmLMRRjJ7TQJZk70hKP_kdr_f-1RTFZblIJrcRZQRbkEb3HkjHsOML-pUZ95O24G2MgUuiIj12miefcrny5N08BS4-Vl9woxk/s1600/mbedmicrocontroller+LPC1768.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;
The mbed Microcontrollers LPC1768&amp;nbsp; from ARM..&lt;br /&gt;
&lt;br /&gt;
You can see picture&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqe80_RGtq_kNQw2r3tVroqGZwMZ2Ut3viSC2fT_KHj8YmLMRRjJ7TQJZk70hKP_kdr_f-1RTFZblIJrcRZQRbkEb3HkjHsOML-pUZ95O24G2MgUuiIj12miefcrny5N08BS4-Vl9woxk/s1600/mbedmicrocontroller+LPC1768.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="205" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqe80_RGtq_kNQw2r3tVroqGZwMZ2Ut3viSC2fT_KHj8YmLMRRjJ7TQJZk70hKP_kdr_f-1RTFZblIJrcRZQRbkEb3HkjHsOML-pUZ95O24G2MgUuiIj12miefcrny5N08BS4-Vl9woxk/s320/mbedmicrocontroller+LPC1768.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
LPC1768 have 40 PIN or 40 I/O&lt;br /&gt;
Microcontrollers excess Ethernet so its is can connect to world &lt;br /&gt;
&lt;br /&gt;
The mbed microcontrollers support lots of interfaces, so you can 
connect them to all sorts of input and output circuits and modules.&lt;br /&gt;

Downloading programs is as simple as using a USB Flash Drive. Plug it
 in, drop on your program binary, and you're up and running!&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqe80_RGtq_kNQw2r3tVroqGZwMZ2Ut3viSC2fT_KHj8YmLMRRjJ7TQJZk70hKP_kdr_f-1RTFZblIJrcRZQRbkEb3HkjHsOML-pUZ95O24G2MgUuiIj12miefcrny5N08BS4-Vl9woxk/s72-c/mbedmicrocontroller+LPC1768.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">2</thr:total></item><item><title>Analog Input PLC</title><link>http://microlose.blogspot.com/2011/07/analog-input-plc.html</link><category>PLC</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Sun, 24 Jul 2011 02:50:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-257211373513833249</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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input is an input signal that has a continuous signal. Typical analog inputs
may vary from 0 to 20 milliamps, 4 to 20 milliamps, or 0 to 10 volts. In the
following example, a level transmitter monitors the level of liquid in a tank.
Depending on the level transmitter, the signal to the PLC can either increase
or decrease as the level increases or decreases.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkPKz1C7M8zqwhTo8FD2DvaEuujfGrzy1iHSlD6I-MRxKTsb6l1YduLN9Knr6XDCP-zHH2bqFT8MD8YAj84tPqC76ItMF55mPZtc2pYSfBhXfzo_NnPxshsWtCmOEzF5OUw4p_rB4i3_E/s1600/Analog+Input+PLC.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkPKz1C7M8zqwhTo8FD2DvaEuujfGrzy1iHSlD6I-MRxKTsb6l1YduLN9Knr6XDCP-zHH2bqFT8MD8YAj84tPqC76ItMF55mPZtc2pYSfBhXfzo_NnPxshsWtCmOEzF5OUw4p_rB4i3_E/s320/Analog+Input+PLC.bmp" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkPKz1C7M8zqwhTo8FD2DvaEuujfGrzy1iHSlD6I-MRxKTsb6l1YduLN9Knr6XDCP-zHH2bqFT8MD8YAj84tPqC76ItMF55mPZtc2pYSfBhXfzo_NnPxshsWtCmOEzF5OUw4p_rB4i3_E/s72-c/Analog+Input+PLC.bmp" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">1</thr:total></item><item><title>Discrete Input PLC</title><link>http://microlose.blogspot.com/2011/07/discrete-input-plc.html</link><category>PLC</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Sun, 24 Jul 2011 02:46:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-9101336233953417061</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;![endif]--&gt;&lt;span style="font-family: &amp;quot;LKBPDB+UniversS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-font-family: LKBPDB+UniversS; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN; mso-fareast-theme-font: minor-fareast;"&gt;A
discrete input, also referred to as a digital input, is an input that is either
in an ON or OFF condition. Pushbuttons, toggle switches, limit switches,
proximity switches, and contact closures are examples of discrete sensors which
are connected to the PLCs discrete or digital inputs. In the ON condition a
discrete input may be referred to as a logic 1 or a logic high. In the OFF
condition a discrete input may be referred to as a logic 0 or a logic low.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf64RBvKnkIPwUCG_RaVIizZaLc5BX8n7HH3OyMDmbXt6En0ttar9sDrhZbENb5dr2t2I_bPzfsidWhzyjTQsiHSZ6pwC4d6fRX1iYaUbbu_pbJBPv08l0mGtX9Iwu-7YYEcLOi59ymLc/s1600/1.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="257" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf64RBvKnkIPwUCG_RaVIizZaLc5BX8n7HH3OyMDmbXt6En0ttar9sDrhZbENb5dr2t2I_bPzfsidWhzyjTQsiHSZ6pwC4d6fRX1iYaUbbu_pbJBPv08l0mGtX9Iwu-7YYEcLOi59ymLc/s320/1.bmp" width="320" /&gt;&lt;/a&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeh6-uisLeLdm-YvWt9fr91CGPhr2gKiznR3JGPxOmZ6-t3FeUqTMM9INmeCNIXmmC1Ulm-x4MatX9yvZgp_lT-2w4vQ7b71wZrom17fVxYNQvVHQPDNz9iKpFfBxCtyUIus-LUjSktOs/s1600/discrete+input+plc.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="245" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeh6-uisLeLdm-YvWt9fr91CGPhr2gKiznR3JGPxOmZ6-t3FeUqTMM9INmeCNIXmmC1Ulm-x4MatX9yvZgp_lT-2w4vQ7b71wZrom17fVxYNQvVHQPDNz9iKpFfBxCtyUIus-LUjSktOs/s320/discrete+input+plc.bmp" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf64RBvKnkIPwUCG_RaVIizZaLc5BX8n7HH3OyMDmbXt6En0ttar9sDrhZbENb5dr2t2I_bPzfsidWhzyjTQsiHSZ6pwC4d6fRX1iYaUbbu_pbJBPv08l0mGtX9Iwu-7YYEcLOi59ymLc/s72-c/1.bmp" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Actuator With Programmable Logic Controller (PLC)</title><link>http://microlose.blogspot.com/2011/06/actuator-with-programmable-logic.html</link><category>PLC</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Tue, 28 Jun 2011 05:38:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-5399278237558338989</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;span style="font-family: &amp;quot;LKBPDB+UniversS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 115%;"&gt;The
language of PLCs consists of a commonly used set of terms; many of which are
unique to PLCs. In order to understand the ideas and concepts of PLCs, an
understanding of these terms is necessary&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0g4FkeIAHaFfsY_fo9-Ln-J42hXmNcYXtetERgLQMoRuFuUdo6cUh4hiI3T2dV6eyCHN800YTzRx9PUyCwtYIEUODyrFVXxiCY4KV6Uk6GwRxuuaJ2SMqGAHK2WoTxxmgWlaNiZuDYFY/s1600/Actuator+With+PLC.bmp" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0g4FkeIAHaFfsY_fo9-Ln-J42hXmNcYXtetERgLQMoRuFuUdo6cUh4hiI3T2dV6eyCHN800YTzRx9PUyCwtYIEUODyrFVXxiCY4KV6Uk6GwRxuuaJ2SMqGAHK2WoTxxmgWlaNiZuDYFY/s320/Actuator+With+PLC.bmp" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Actuator With PLC&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span style="font-family: &amp;quot;LKBPDB+UniversS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;

&lt;br /&gt;
&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 511.75pt; mso-element-left: 42.55pt; mso-element-top: 439.3pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;
&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 682px;" vspace="0"&gt;
 &lt;tbody&gt;
&lt;tr&gt;
  &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="CM19" style="line-height: 14.4pt; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 511.75pt; mso-element-left: 42.55pt; mso-element-top: 439.3pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;
&lt;b&gt;&lt;span style="font-family: &amp;quot;LKBPNF+UniversS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;"&gt;Actuators&amp;nbsp; : &lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;LKBPDB+UniversS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;"&gt;Actuators convert an electrical signal
  from the PLC into a physical condition. Actuators are connected to the PLC
  output. A motor starter is one example of an actuator that is connected to
  the PLC output. Depending on the output PLC signal the motor starter will
  either start or stop the motor. &lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;/div&gt;
</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0g4FkeIAHaFfsY_fo9-Ln-J42hXmNcYXtetERgLQMoRuFuUdo6cUh4hiI3T2dV6eyCHN800YTzRx9PUyCwtYIEUODyrFVXxiCY4KV6Uk6GwRxuuaJ2SMqGAHK2WoTxxmgWlaNiZuDYFY/s72-c/Actuator+With+PLC.bmp" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Sensor With Programmable Logic Controller (PLC)</title><link>http://microlose.blogspot.com/2011/06/language-of-plcs-consists-of-commonly.html</link><category>PLC</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Mon, 27 Jun 2011 05:35:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-6625943843761295443</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
The language of PLCs consists of a commonly used set of terms; many of which are unique to PLCs. In order to understand the ideas and concepts of PLCs, an understanding of these terms is necessary.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiPT7xKnfaF9K17FECzzyd_NcKfKz8Q4SuYxcDwk-EA-OVrbpjgTfiKibbDI6XE38T4YrNTEa3l-5MmBe-fXByvnSvoSZ7uZjYoII1h1LimQPcD6quYlyLSLLYFe2bj5FcxgwMLX1fA2w/s1600/Sensor+With+PLC.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiPT7xKnfaF9K17FECzzyd_NcKfKz8Q4SuYxcDwk-EA-OVrbpjgTfiKibbDI6XE38T4YrNTEa3l-5MmBe-fXByvnSvoSZ7uZjYoII1h1LimQPcD6quYlyLSLLYFe2bj5FcxgwMLX1fA2w/s320/Sensor+With+PLC.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Sensor With PLC&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 508.85pt; mso-element-left: 42.55pt; mso-element-top: 221.9pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;
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 &lt;tbody&gt;
&lt;tr&gt;
  &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;br /&gt;
&lt;div class="CM19" style="line-height: 14.4pt; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 508.85pt; mso-element-left: 42.55pt; mso-element-top: 221.9pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;
&lt;b&gt;&lt;span style="font-family: &amp;quot;LKBPNF+UniversS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;"&gt;Sensor :&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;LKBPDB+UniversS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;"&gt;A sensor is a device that converts a
  physical condition into an electrical signal for use by the PLC. Sensors are
  connected to the input of a PLC. A pushbutton is one example of a sensor that
  is connected to the PLC input. An electrical signal is sent from the
  pushbutton to the PLC indicating the condition (open/ closed) of the
  pushbutton contacts. &lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiPT7xKnfaF9K17FECzzyd_NcKfKz8Q4SuYxcDwk-EA-OVrbpjgTfiKibbDI6XE38T4YrNTEa3l-5MmBe-fXByvnSvoSZ7uZjYoII1h1LimQPcD6quYlyLSLLYFe2bj5FcxgwMLX1fA2w/s72-c/Sensor+With+PLC.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Basic PLC</title><link>http://microlose.blogspot.com/2011/06/basic-plc.html</link><category>PLC</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Mon, 27 Jun 2011 05:21:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-8652679891437859472</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
Programmable Logic Controllers (PLCs), also referred to as programmable controllers, are in the computer family.They are used in commercial and industrial applications. A PLC monitors inputs, makes decisions based on its program, and controls outputs to automate a process or machine.This course is meant to supply you with basic information on the functions and configurations of PLCs&lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjI7ikPXPIZHFyMC83IspFkXTbsujF4fc8CEN0RxYpN_LCFFRm0xu8vyXSYAo2uyHcP_AHD1n9gkJ0okYt2S6apKd63nOPxxvmeqB6qwuRFsUQsmral677nUE94SxKcV2MaGevVrfSggxA/s1600/Basic+PLC.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjI7ikPXPIZHFyMC83IspFkXTbsujF4fc8CEN0RxYpN_LCFFRm0xu8vyXSYAo2uyHcP_AHD1n9gkJ0okYt2S6apKd63nOPxxvmeqB6qwuRFsUQsmral677nUE94SxKcV2MaGevVrfSggxA/s320/Basic+PLC.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Interface PLC&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
Basic PLC Operation &amp;nbsp;&amp;nbsp;&amp;nbsp; PLCs consist of input modules or points, a Central Processing Unit (CPU), and output modules or points. An input accepts a variety of digital or analog signals from various field devices (sensors) and converts them into a logic signal that can be used by the CPU.The CPU makes decisions and executes control instructions based on program instructions in memory. Output modules convert control instructions from the CPU into a digital or analog signal that can be used to control various field devices (actuators). A programming device is used to input the desired instructions.These instructions determine what the PLC will do for a specific input. An operator interface device allows process information to be displayed and new control parameters to be entered &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjI7ikPXPIZHFyMC83IspFkXTbsujF4fc8CEN0RxYpN_LCFFRm0xu8vyXSYAo2uyHcP_AHD1n9gkJ0okYt2S6apKd63nOPxxvmeqB6qwuRFsUQsmral677nUE94SxKcV2MaGevVrfSggxA/s72-c/Basic+PLC.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Coding Step Respon In Mathlab</title><link>http://microlose.blogspot.com/2011/04/coding-step-respon-in-mathlab.html</link><category>Programming Tips</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Fri, 29 Apr 2011 09:23:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-2132472430351729551</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
It is tutorial how to making listing step Respon in Software Matlab..&lt;br /&gt;
1. Open Mathlab&lt;br /&gt;
&lt;br /&gt;2. File .&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; M file&lt;br /&gt;
Inside code&amp;nbsp;&amp;nbsp; exsample&lt;br /&gt;
&lt;br /&gt;
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  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:"";
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:"Times New Roman";
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;m=2;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;b=5;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;k=3;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;A=[0 1;-k/m -b/m];&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;B=[0;1/m];&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;C=[1 0];&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;D=0;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;state_space=ss(A,B,C,D)&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;press F5&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;IN&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:"";
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:"Times New Roman";
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;a = &lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;x1&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;x2&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;x1&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;0&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;x2&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;-1.5&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;-2.5&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;b = &lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;u1&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;x1&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;0&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;x2&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;0.5&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;c = &lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;x1&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;x2&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;y1&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;1&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;0&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;d = &lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;u1&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;y1&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;0&lt;/span&gt;&lt;/div&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;IN&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
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   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
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   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:"";
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:"Times New Roman";
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&amp;gt;&amp;gt; [A,B,C,D]=ssdata(state_space)&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;A =&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;0&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;1.0000&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;-1.5000&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;-2.5000&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;B =&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;0&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;0.5000&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;C =&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;1&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;0&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;D =&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;0&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE1tjGz8-WyuYwjrMsiNBPscjbvF4Okv03ilYzSv2yeE3Gvlt8LIkyKXaSaVNarQ4ed2DGOoPKhsc0CKJFEba_hcjCXa2oxT-rI2hibOg7CQK1lHZp_XZqt4WnXMsIelpexvEFEGvKptA/s1600/Step+Respon+in+mathlab.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE1tjGz8-WyuYwjrMsiNBPscjbvF4Okv03ilYzSv2yeE3Gvlt8LIkyKXaSaVNarQ4ed2DGOoPKhsc0CKJFEba_hcjCXa2oxT-rI2hibOg7CQK1lHZp_XZqt4WnXMsIelpexvEFEGvKptA/s320/Step+Respon+in+mathlab.png" width="320" /&gt;&lt;/a&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&amp;gt;&amp;gt; step(state_space)&lt;/span&gt;&lt;/div&gt;
you&amp;nbsp;get it&lt;br /&gt;
&lt;br /&gt;
And find transfer function you can make it.&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;IN&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
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&lt;br /&gt;
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&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&amp;gt;&amp;gt; tutorial_tf=tf(state_space)&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;Transfer function:&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;0.5&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;-----------------&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;s^2 + 2.5 s + 1.5&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&amp;gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE1tjGz8-WyuYwjrMsiNBPscjbvF4Okv03ilYzSv2yeE3Gvlt8LIkyKXaSaVNarQ4ed2DGOoPKhsc0CKJFEba_hcjCXa2oxT-rI2hibOg7CQK1lHZp_XZqt4WnXMsIelpexvEFEGvKptA/s72-c/Step+Respon+in+mathlab.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Analog - Digital With Matlab</title><link>http://microlose.blogspot.com/2011/03/analog-digital-with-matlab.html</link><category>Matlab</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Tue, 29 Mar 2011 07:26:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-403165022842943598</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;br /&gt;
For a better understanding of how to specify device settings when using both analog and digital signals, this section uses the I/O board DAS-1601 from Keithley-Metrabyte as an example. The following is a specification summary of the DAS-1601 board:&lt;br /&gt;
&lt;br /&gt;
&lt;ul style="text-align: left;"&gt;
&lt;li&gt;&amp;nbsp;Analog input (A/D) -- 16 single-ended or 8 differential analog inputs (12-bit), polarity is switch configured as either unipolar (0 to 10 volts) or bipolar(+/- 10 volts). Gain is software configured to 1, 10, 100, and 500.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Digital input -- Four unidirectional digital inputs Analog output (D/A) -- Two&lt;/li&gt;
&lt;li&gt;&amp;nbsp;analog outputs (12-bit). Gain is switch configured as 0 to 5 volts, 0 to 10 volts, +/- 5 volts, or +/- 10 volts&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Digital output -- Four unidirectional digital outputs&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Base address -- Switch configured base address&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
This section explores different configurations for input signals. Once an Analog Input block has been placed in the model and the I/O board selected and configured, you can set up the Analog Input block to handle input signals. Single analog input -- The most basic case is for a single analog input signal that will be physically connected to the first analog input channel on the board. In the Block Parameter: Analog Input dialog box, and the Input channels box, enter 1 or [1]&lt;br /&gt;
&lt;br /&gt;
The use of brackets is optional for a single input. Input vector with differential analog -- Analog channels are numbered starting with channel 1 and continue until you reach a number corresponding to the maximum number of analog signals supported by the I/O board. In the case of the DAS-1601, when configured as differential inputs, eight analog channels are supported. The analog input lines are numbered 1 through 8. The complete input vector is&lt;br /&gt;
&lt;br /&gt;
[1 2 3 4 5 6 7 8] or [1:8]&lt;br /&gt;
&lt;br /&gt;
If you wanted to use the first four differential analog channels, enter&lt;br /&gt;
&amp;nbsp;[1 2 3 4]&lt;br /&gt;
Input vector with single-ended analog -- Now, assume your DAS-1601 board is configured to be single-ended analog input. In this case, 16 analog input channels are supported. The complete input vector is&lt;br /&gt;
&amp;nbsp;[1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16] or [1:16]&lt;br /&gt;
To use the first four single-ended analog input channels, enter&lt;br /&gt;
&amp;nbsp;[1 2 3 4] or [1:4]&lt;br /&gt;
&lt;br /&gt;
&lt;span id="goog_47449227"&gt;&lt;/span&gt;&lt;span id="goog_47449228"&gt;&lt;/span&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">1</thr:total></item><item><title>IR232 Infrared to RS-232 Converter</title><link>http://microlose.blogspot.com/2011/03/ir232-infrared-to-rs-232-converter.html</link><category>Tips</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Mon, 28 Mar 2011 07:55:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-4926452859040204481</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;br /&gt;
&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;
The Industrologic IR232 is an infrared to RS-232 converter that is based on the 12 bit Sony SIRCS protocol. In addition to being able to send and receive control codes to and from the infrared and RS-232 ports, it can also be configured to send specific character strings to the serial port when selected infrared codes are received. This will allow it to act as a host and controlling device to any slave device that can accept RS-232 commands.&lt;/div&gt;
&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb4Q-QWtLZ6TZX5gLBedPjtXxTBFwojKMOgQgvHzrT8tP7EplbIjZD1r3IqX5PvGjEQqUbAyzMdlLOSMxtThIp_WY7fJovPXFdWW2NW23lG2uu70RoVbGdFLI0sJjpGthXpDvlolIx8-oJ/s1600/ir232.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb4Q-QWtLZ6TZX5gLBedPjtXxTBFwojKMOgQgvHzrT8tP7EplbIjZD1r3IqX5PvGjEQqUbAyzMdlLOSMxtThIp_WY7fJovPXFdWW2NW23lG2uu70RoVbGdFLI0sJjpGthXpDvlolIx8-oJ/s320/ir232.gif" style="cursor: move;" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;
On-board 40 KHZ infrared receiver module and 940nM high-power infrared LED Visible LED to confirm reception of infrared transmissions&lt;/div&gt;
&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;
EEPROM for storage of configuration information and character strings Multiple modes of operation available-&lt;/div&gt;
&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;
- Send&amp;nbsp;&lt;a href="http://huzonline.blogspot.com/2010/08/32-bit-cmos-serial-receiver.html"&gt;programmed&lt;/a&gt;&amp;nbsp;messages when specified infrared codes are received&lt;/div&gt;
&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;
- One and two byte binary transmission and reception&lt;/div&gt;
&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;
Serial port with true RS-232 interface and DB9F connector matching PC compatibles&lt;/div&gt;
&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;
Selectable baud rates up to 19200 baud&lt;/div&gt;
&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;
Pin-type power jack for easy connection to wall block power supply&lt;/div&gt;
&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;
On-board +5 volt power supply with +5 volt output available on DB9 for auxiliary devices&lt;/div&gt;
&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;
Includes all items needed for immediate use: Wall block power supply, RS-232 cable for connection to PC compatibles during setup, and terminal emulation software for PC compatibles.&lt;/div&gt;
&lt;div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb4Q-QWtLZ6TZX5gLBedPjtXxTBFwojKMOgQgvHzrT8tP7EplbIjZD1r3IqX5PvGjEQqUbAyzMdlLOSMxtThIp_WY7fJovPXFdWW2NW23lG2uu70RoVbGdFLI0sJjpGthXpDvlolIx8-oJ/s72-c/ir232.gif" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Simple Switch On Time Delay Circuit</title><link>http://microlose.blogspot.com/2011/03/simple-switch-on-time-delay-circuit.html</link><category>Schematic</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Tue, 8 Mar 2011 18:01:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-3344491818015690712</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;ins style="border: medium none; display: inline-table; height: 15px; margin: 0pt; padding: 0pt; position: relative; visibility: visible; width: 728px;"&gt;&lt;ins id="google_ads_frame1_anchor" style="border: medium none; display: block; height: 15px; margin: 0pt; padding: 0pt; position: relative; visibility: visible; width: 728px;"&gt;&lt;/ins&gt;&lt;/ins&gt;&lt;span class="widget-item-control"&gt;&lt;span class="item-control blog-admin"&gt;&lt;/span&gt;&lt;/span&gt;This Switch On Time Delay
circuit has been designed to create a lamp switch operated
electronically with an option of setting a delay in the time of
execution of operation to reduce one or more lamps in a stairwell or
any other places where this circuit may be useful. The circuit can be
useful to control various lamp or appliances that can be connected in
relay contacts.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjJ6MOVOsYIgdGMNKYsiiKtpk7qBXWiS9uVvDCmWcWfp95IXPteKLuzbqpPI9tqo4XsIJGn5mNOWi81ukc4RbZLR9BRZo6vfrRzUA-3-UKBTOaPdooUq-pMpLEJw_F5ePGnhS_yWUVWxc/s1600/Simple+Switch+On+Time+Delay++Circuit.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjJ6MOVOsYIgdGMNKYsiiKtpk7qBXWiS9uVvDCmWcWfp95IXPteKLuzbqpPI9tqo4XsIJGn5mNOWi81ukc4RbZLR9BRZo6vfrRzUA-3-UKBTOaPdooUq-pMpLEJw_F5ePGnhS_yWUVWxc/s320/Simple+Switch+On+Time+Delay++Circuit.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
The circuit that takes advantage of the emitter/base breakdown voltage
of an ordinary bi-polar transistor. The reverse connected emitter/base
junction of a 2N3904 transistor is used as an 8 volt zener diode which
creates a higher turn-on voltage for the Darlington connected
transistor pair. Most any bi-polar transistor may be used, but the
zener voltage will vary from about 6 to 9 volts depending on the
particular transistor used. Time delay is roughly 7 seconds using a 47K
resistor and 100uF capacitor and can be reduced by reducing the R or C
values. Longer delays can be obtained with a larger capacitor, the
timing resistor probably shouldn't be increased past 47K. This Switch
On Time Delay circuit should work with most any 12 volt DC relay that
has a coil resistance of 75 ohms or more. The 10K resistor connected
across the supply provides a discharge path for the capacitor when
power is turned off and is not needed if the power supply already has a
bleeder resistor. &lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjJ6MOVOsYIgdGMNKYsiiKtpk7qBXWiS9uVvDCmWcWfp95IXPteKLuzbqpPI9tqo4XsIJGn5mNOWi81ukc4RbZLR9BRZo6vfrRzUA-3-UKBTOaPdooUq-pMpLEJw_F5ePGnhS_yWUVWxc/s72-c/Simple+Switch+On+Time+Delay++Circuit.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>ReWalk robotic exoskeleton</title><link>http://microlose.blogspot.com/2011/02/rewalk-robotic-exoskeleton.html</link><category>Tecnology</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Tue, 22 Feb 2011 05:10:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-9071687280292374865</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="Apple-style-span" style="color: #444444; font-family: arial,helvetica,sans-serif; font-size: 14px; line-height: 20px; text-align: left;"&gt;&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
ike the&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;REX robotic exoskeleton, ReWalk is a wearable, motorized robotic device that is worn outside the clothing. The motorized legs, which are held in place by leg braces and a harness worn around the waist and shoulders, are powered by a rechargeable battery providing 3.5 hours of use located in a backpack along with a computer. However, unlike the REX exoskeleton which is controlled by a joystick, the ReWalk uses motion sensors to detect the wearer’s movements and translate them into movement of the units’ motorized joints, similar to the&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;eLEGS exoskeletondeveloped at UC Berkeley.&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfhTO0rfwutEmTTZvSItYE5N6sCjqfyZBx85AzewmF0VeGLypAFkm8dMx-HesvASVDwxmKoZCSlRknOzA5twm4eLos1n3mHKJxaPCewcj3JBgtBpCDSNX3qcXVgMRJ75Td72fl4Rg5hH8/s1600/rewalk.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfhTO0rfwutEmTTZvSItYE5N6sCjqfyZBx85AzewmF0VeGLypAFkm8dMx-HesvASVDwxmKoZCSlRknOzA5twm4eLos1n3mHKJxaPCewcj3JBgtBpCDSNX3qcXVgMRJ75Td72fl4Rg5hH8/s320/rewalk.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
Unlike the robotic exoskeletons being developed mainly for military use, such as Lockheed Martin’s&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;HULC&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;and Raytheon’s&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;XOS&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;robotic exoskeletons, which are designed to amplify the wearer’s movements giving them increased strength, speed and endurance, ReWalk is controlled by detecting the subtle movements in the user’s center of gravity and upper-body movements.&lt;/div&gt;
&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
For this reason the user needs crutches to assist with their balance when using ReWalk, which means it is only suitable for those with movement in their hands and shoulders. Unfortunately this means Goffer, who is a quadriplegic, isn’t able to use his creation. However, Argo Medical Technologies – the company he founded to commercialize the device – is working on a version suitable for quadriplegics.&lt;/div&gt;
&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
The ReWalk weighs 15 kg (33 lbs.) and is designed to serve as a physical training device for those undergoing rehabilitation. By maintaining users upright on a daily basis it also helps alleviate many of the health-related problems associated with long-tern wheelchair use such as urinary, respiratory, cardiovascular and digestive problems.&lt;/div&gt;
&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
The ReWalk has been undergoing clinical trials in Israel and the U.S. for several years and&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;Argo Medical Technologies&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;now plans to start selling the device to rehabilitation centers around the world from January 2011 for a cost of around US$100,000.&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfhTO0rfwutEmTTZvSItYE5N6sCjqfyZBx85AzewmF0VeGLypAFkm8dMx-HesvASVDwxmKoZCSlRknOzA5twm4eLos1n3mHKJxaPCewcj3JBgtBpCDSNX3qcXVgMRJ75Td72fl4Rg5hH8/s72-c/rewalk.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>HyperSolar concentrator could boost solar cell output by 400 percent</title><link>http://microlose.blogspot.com/2011/02/hypersolar-concentrator-could-boost.html</link><category>Tecnology</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Mon, 21 Feb 2011 05:04:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-4850233454560878823</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="Apple-style-span" style="color: #444444; font-family: arial,helvetica,sans-serif; font-size: 14px; line-height: 20px; text-align: left;"&gt;&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
Solar cells are the most expensive part of a solar panel, so it would follow that if panels could produce the same amount of electricity with less cells, then their prices would come down. In order for panels to be able to do so using existing cell technology, however, they would need to get more light to the fewer cells that they still had. Mounting the panels on the end of vertical poles to get them closer to the sun is one possible approach, that might work in the town of Bedrock or on Gilligan’s Island. A better idea, though, is to apply a clear layer of solar concentrators to the surface of a panel – and that’s just what HyperSolar intends to do.&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ7fi96HSyOX81vDeg08bx0HJFoBmBnxan5uVOWdfwhU4t70gP12fIGdCPFs4mES0MVssMf07YYctClXmr63ULIar47x8Z4nRUXjE9cPt-X6eoHilJGSCE55fXzS3TPoGkrL6StJhgJ3o/s1600/hypersolar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ7fi96HSyOX81vDeg08bx0HJFoBmBnxan5uVOWdfwhU4t70gP12fIGdCPFs4mES0MVssMf07YYctClXmr63ULIar47x8Z4nRUXjE9cPt-X6eoHilJGSCE55fXzS3TPoGkrL6StJhgJ3o/s320/hypersolar.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
The California company claims that it has just completed the prototype design of “the world’s first thin and flat solar concentrator for direct placement on top of existing solar cells.” Each sheet will contain a matrix of optical concentrators that are capable of collecting sunlight from a variety of angles. Beneath those concentrators will be a “photonics network,” that will channel light from all the collection points on the top to concentrated output points on the bottom. This network will also able to separate the sunlight into different spectrum ranges, so that specific ranges can be sent to specific cells designed to absorb them.&lt;/div&gt;
&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzdMkaf424bQicIap2m0p8G0I3G7WmZHYCwi_1bOqTvcZw5PXgUKZbyAIUg0kZNEedmW3VDi9Ro_V6l9skbuxn9hNXQWS4lkmY0FwEsHWMajxXl4doMa5nKr1A56GfX1nYd28zHWCsSpk/s1600/hypersolar-1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="174" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzdMkaf424bQicIap2m0p8G0I3G7WmZHYCwi_1bOqTvcZw5PXgUKZbyAIUg0kZNEedmW3VDi9Ro_V6l9skbuxn9hNXQWS4lkmY0FwEsHWMajxXl4doMa5nKr1A56GfX1nYd28zHWCsSpk/s320/hypersolar-1.jpg" width="320" /&gt;&lt;/a&gt;The sheets will also incorporate a photonics thermal management system, that will keep unusable parts of the solar spectrum from reaching the cells. This should keep the cells from overheating, and becoming less efficient.&lt;/div&gt;
&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
&lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="Apple-style-span" style="color: #444444; font-family: arial,helvetica,sans-serif; font-size: 14px; line-height: 20px; text-align: left;"&gt;&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
While HyperSolar predicts that its product will be able to magnify the sun’s rays by 300 to 400 percent, not all cells will necessarily be able to handle that kind of intensity. For that reason, the solar concentrators will come in Low Magnification, High Magnification, and Mix-Mode Magnification models. At the 400 percent level, the company states that a concentrator-equipped panel could use 75 percent less cells than one without.&lt;/div&gt;
&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
&lt;a href="http://www.hypersolar.com/index.php" style="background-color: transparent; color: #3366cc; text-decoration: none;" target="_blank"&gt;HyperSolar&lt;/a&gt;’s next step will be to produce an actual physical prototype, and see if it works as envisioned. We’ll keep you posted ...&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt; &lt;a href="http://www.gizmag.com/hypersolar-concentrators-could-boost-solar-panel-light-input/17914/"&gt;From&lt;/a&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ7fi96HSyOX81vDeg08bx0HJFoBmBnxan5uVOWdfwhU4t70gP12fIGdCPFs4mES0MVssMf07YYctClXmr63ULIar47x8Z4nRUXjE9cPt-X6eoHilJGSCE55fXzS3TPoGkrL6StJhgJ3o/s72-c/hypersolar.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>Thought-controlled car demonstrated</title><link>http://microlose.blogspot.com/2011/02/thought-controlled-car-demonstrated.html</link><category>Tecnology</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Sat, 19 Feb 2011 23:03:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-3607951600675611327</guid><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="Apple-style-span" style="color: #444444; font-family: arial,helvetica,sans-serif; font-size: 14px; line-height: 20px; text-align: left;"&gt;&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
Since its formation in 2006, Freie Universität Berlin’s AutoNOMOS team has been researching and developing systems that could someday result in driverless, autonomous cars. Previously, they have successfully used an iPhone, an iPad, and an eye-tracking device to maneuver their Volkswagen Passat&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;MadeInGermany&lt;/em&gt;&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;test car. Now, using a commercially-available&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;Emotiv EPOC&lt;span class="Apple-converted-space"&gt;&amp;nbsp;&lt;/span&gt;brain-machine gaming interface, they have demonstrated that their car can be controlled by mind power.&lt;/div&gt;
&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlsFD71PuohkJA_niqQXCEVp-yF88jkrH_paAMuqcPIGjzA9hx2r9rL_IcuoE40vjfECnwmvgP4tcSBoS4TYMJzBmpi3bltkD6YiDx3j9Wt322YFrXKblPBNlvVQFUEeyPOVXVpka8aGM/s1600/braindriver-2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlsFD71PuohkJA_niqQXCEVp-yF88jkrH_paAMuqcPIGjzA9hx2r9rL_IcuoE40vjfECnwmvgP4tcSBoS4TYMJzBmpi3bltkD6YiDx3j9Wt322YFrXKblPBNlvVQFUEeyPOVXVpka8aGM/s320/braindriver-2.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
AutoNOMOS’ system, known as BrainDriver, acquires bioelectric signals from the driver via 16 EEG sensors on the EPOC neuroheadset. Before slipping behind the wheel, drivers first need to spend some time on the system’s software tool kit, where they learn to move a cube back and forth on a computer screen by altering their thought patterns. Once on the road, BrainDriver links these patterns with assigned actuations (such as steering and acceleration), and sends the appropriate commands to the car’s drive-by-wire system.&lt;/div&gt;
&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkqPKj1_E_6wrcn_HN6W_W9STw1p2XtxLcZ5joBSDJNeBZfp5YOwteYGiQM3smWg_8FtlI-1LQvD0ojGSpFFDJbgk4ry9sKuYoHRcUBCYqYkhh0r7HGv-ZxecaB6km2aCWsKgYMEklpKg/s1600/braindriver.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkqPKj1_E_6wrcn_HN6W_W9STw1p2XtxLcZ5joBSDJNeBZfp5YOwteYGiQM3smWg_8FtlI-1LQvD0ojGSpFFDJbgk4ry9sKuYoHRcUBCYqYkhh0r7HGv-ZxecaB6km2aCWsKgYMEklpKg/s320/braindriver.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: 'Times New Roman'; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span class="Apple-style-span" style="color: #444444; font-family: arial,helvetica,sans-serif; font-size: 14px; line-height: 20px; text-align: left;"&gt;&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
In the first test of the technology, the car drove itself autonomously to an intersection, at which point its human occupant used their thought patterns to tell it which way to turn. In the second test, carried out at Berlin’s former Tempelhof Airport, the occupant continuously controlled steering, acceleration and braking. There was said to be “only a slight delay” between their mental commands and the subsequent reactions of the car.&lt;/div&gt;
&lt;div style="clear: both; line-height: 20px; margin: 0px 0px 10px; padding: 0px;"&gt;
The system is currently only a demonstration project. Team members, however, believe that it could have definite applications in the future, such as for allowing passengers to assist autonomous cars when the vehicles are unsure of which road to take at an intersection.&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt; &lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlsFD71PuohkJA_niqQXCEVp-yF88jkrH_paAMuqcPIGjzA9hx2r9rL_IcuoE40vjfECnwmvgP4tcSBoS4TYMJzBmpi3bltkD6YiDx3j9Wt322YFrXKblPBNlvVQFUEeyPOVXVpka8aGM/s72-c/braindriver-2.jpg" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total></item><item><title>12V to 24V DC- DC Converter</title><link>http://microlose.blogspot.com/2011/01/12v-to-24v-dc-dc-converter.html</link><category>Power Supply</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Tue, 4 Jan 2011 04:27:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-8107992970857190080</guid><description>This &lt;span class="IL_AD" id="IL_AD4"&gt;simple circuit&lt;/span&gt; is a &lt;b&gt;DC-DC  converter&lt;/b&gt;
that converting up 12V source to a 24V. It can be used to run radios,
small lights, relays, horns and other 24V accessories from a 12V
vehicle with a maximum draw of about 800mA.&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiuBArigH-uzsGxwjpPVLFgZbZElplhKnXiVh5aT31I0K7sLRtV60l5jaz1wPIPH5Ikv8kGBLaFiZrjSlGQeyLe4cs1d8ebpDD6NZJYGY55XOMVmCILhrzTzPHrrFTUlGBnttWjROQnE1Z/s1600/DC_to_DC_Converter_Schematic.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiuBArigH-uzsGxwjpPVLFgZbZElplhKnXiVh5aT31I0K7sLRtV60l5jaz1wPIPH5Ikv8kGBLaFiZrjSlGQeyLe4cs1d8ebpDD6NZJYGY55XOMVmCILhrzTzPHrrFTUlGBnttWjROQnE1Z/s400/DC_to_DC_Converter_Schematic.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
&lt;b&gt;&amp;nbsp;The Schematic 12V to 24V DC- DC Converter&lt;/b&gt;&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
This &lt;b&gt;DC-DC Converter&lt;/b&gt;
can be used to charge one 12V battery from another, or step up the
voltage just enough to provide necessary overhead for a 12V linear
regulator. Using one op-amp as a square wave oscillator to ring an
inductor and another op-amp in a feedback loop, it won't drift around
under varying loads, providing a stable 24V source for many
applications. With a wide adjustment in output this circuit has many
uses.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Parts List&lt;/b&gt;&lt;br /&gt;
R1-R4,R7-R8 100K 1/4W Resistor&lt;br /&gt;
R5 470 Ohm 1/2W Resistor&lt;br /&gt;
R6 10K Linear Pot&lt;br /&gt;
C1 0.01uF Mylar Capacitor&lt;br /&gt;
C2 0.1uF &lt;span class="IL_AD" id="IL_AD3"&gt;Ceramic Disc Capacitor&lt;/span&gt;&lt;br /&gt;
C3 470uF 63V Electrolytic Capacitor&lt;br /&gt;
D1 1N4004 Rectifier Diode&lt;br /&gt;
D2 BY229-400 Fast Recovery Diode See Notes&lt;br /&gt;
Q1 BC337 NPN Power Transistor&lt;br /&gt;
U1 LM358 Dual Op Amp IC&lt;br /&gt;
L1 See Notes&lt;br /&gt;
MISC Board, Wire, Socket For U1, Case, Knob For R6, Heat sink for Q1&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;DC- DC Converter Notes&lt;/b&gt;&lt;br /&gt;
1. R6 sets the output voltage. This can be calculated by Vout = 12 x  (R8/(R8+R7)) x (R6B/R6A).&lt;br /&gt;
2. L1 is made by winding 60 turns of 0.63MM magnet wire on a toroidal  core measuring 15MM (OD) by 8MM (ID) by 6MM (H).&lt;br /&gt;
3.
D2 can be any fast recovery diode rated at greater then 100V at 5A. It
is very important that the diode be fast recovery and not a standard
rectifier.&lt;br /&gt;
4. Q1 will need a heat sink.&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiuBArigH-uzsGxwjpPVLFgZbZElplhKnXiVh5aT31I0K7sLRtV60l5jaz1wPIPH5Ikv8kGBLaFiZrjSlGQeyLe4cs1d8ebpDD6NZJYGY55XOMVmCILhrzTzPHrrFTUlGBnttWjROQnE1Z/s72-c/DC_to_DC_Converter_Schematic.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">1</thr:total></item><item><title>Variable DC Power Supply With LM317</title><link>http://microlose.blogspot.com/2010/12/variable-dc-power-supply-with-lm317.html</link><category>Power Supply</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Fri, 31 Dec 2010 17:42:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-788231134454186292</guid><description>&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHcbgeeO-8gjjWp-pppc-swtSrxZiXj0EB_0UKxhqbHqYi-UuQIoT5Gd-vbfYCkuGjY-NxIZ0FMDum6W3CHacaqpYPTlpC-40W6OPT77Pcxmx1DuFHcE9oozbKdX_lySOiGIqI10mUkzhP/s1600/Variable_Power_Supply_LM317.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHcbgeeO-8gjjWp-pppc-swtSrxZiXj0EB_0UKxhqbHqYi-UuQIoT5Gd-vbfYCkuGjY-NxIZ0FMDum6W3CHacaqpYPTlpC-40W6OPT77Pcxmx1DuFHcE9oozbKdX_lySOiGIqI10mUkzhP/s320/Variable_Power_Supply_LM317.png" /&gt;&lt;/a&gt;This &lt;b&gt;DC power supply &lt;/b&gt;circuit is adjustable using IC Voltage  Regulator LM317. LM317 is a versatile and highly efficient 1.2-37V &lt;i&gt;voltage  regulator&lt;/i&gt;
that can provide up to 1.5A of current with a large heat sink. It's
ideal for just about any application. This was my first workbench power
supply and I still use it.&lt;br /&gt;
&lt;br /&gt;
Since LM317 is protected
against short-circuit, no fuse is necessary. Thanks to automatic
thermal shutdown, it will turn off if heating excessively. All in all,
a very powerful (and affordable!) package, indeed.&lt;br /&gt;
&lt;br /&gt;
Although &lt;b&gt;voltage regulator LM317&lt;/b&gt; is capable of delivering up to  37V, the &lt;b&gt;DC power supply&lt;/b&gt;
output circuit here is limited to 25V for the sake of safety and
simplicity. Any higher output voltage would require additional
components and a larger heat sink.&lt;br /&gt;
&lt;br /&gt;
Make sure that the
input voltage is at least a couple of Volts higher than the desired
output. It's OK to use a trim-pot if you're building a fixed-voltage
supply.&lt;br /&gt;
&lt;br /&gt;
Problems:&lt;br /&gt;
Follow all the safety precautions when working with mains voltage.  Insulate all connections on the transformer.</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHcbgeeO-8gjjWp-pppc-swtSrxZiXj0EB_0UKxhqbHqYi-UuQIoT5Gd-vbfYCkuGjY-NxIZ0FMDum6W3CHacaqpYPTlpC-40W6OPT77Pcxmx1DuFHcE9oozbKdX_lySOiGIqI10mUkzhP/s72-c/Variable_Power_Supply_LM317.png" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">3</thr:total></item><item><title>6A, 5 Volt Power Supply</title><link>http://microlose.blogspot.com/2010/12/6a-5-volt-power-supply.html</link><category>Power Supply</category><author>noreply@blogger.com (Membahas tentang teknologi)</author><pubDate>Tue, 28 Dec 2010 14:50:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-5402193004572593214.post-5155117042702057712</guid><description>The standard variable voltage regulator type LM150 is fairly easily 
available, but at times its out, which is limited to about 3 amperes, 
may prove to e a limiting factor to its utility, nut the simple 
modification describe here allows the to be enhanced to about 6 amperes.
 The circuit has inbuilt safe area protection and thermal overload 
protection.The circuit has been tested for lone regulation of the order 
of about 0.01% volt and load regulation of about 0.1% volt.&lt;br /&gt;
The 
circuit works on principle similar to the compact 10A power supplies. 
The two LM150 regulators are wired in parallel mode with&amp;nbsp; IC3 which 
controls them. The output voltage is given by the relation&lt;br /&gt;
Vout=1,25x(1+R5/R4)
 volts. The input voltage may lie anywhere in the range of 12 to 30 
volts.&lt;br /&gt;
&lt;br /&gt;
The IC must be adequately heat sinked in order 
to obtain full output current all over the operative temperature range&amp;nbsp; &lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ6K_OG0Bgt1oN7pAIF4j7YdmkAgKLLO0NjR3p5nOopN957cVCrVi-fXYL21z-gHivsJ1cGVyJuuO1X79DpmTktd8FhWqXIWKYd4mgQYyxA7zNqQidK_UpVl9NjRGz_cQZy8wZ3IVZVOrE/s1600/DSC01945.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ6K_OG0Bgt1oN7pAIF4j7YdmkAgKLLO0NjR3p5nOopN957cVCrVi-fXYL21z-gHivsJ1cGVyJuuO1X79DpmTktd8FhWqXIWKYd4mgQYyxA7zNqQidK_UpVl9NjRGz_cQZy8wZ3IVZVOrE/s320/DSC01945.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style="text-align: center;"&gt;
&lt;b&gt;The circuit 6A, 5 volt Power Supply &lt;/b&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ6K_OG0Bgt1oN7pAIF4j7YdmkAgKLLO0NjR3p5nOopN957cVCrVi-fXYL21z-gHivsJ1cGVyJuuO1X79DpmTktd8FhWqXIWKYd4mgQYyxA7zNqQidK_UpVl9NjRGz_cQZy8wZ3IVZVOrE/s72-c/DSC01945.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">1</thr:total></item></channel></rss>