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	<title>Tampa Bay Fantasy League</title>
	
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		<title>Chris Thomas 5 Star Pick 3 Contest – Week 16 Picks</title>
		<link>http://feedproxy.google.com/~r/tbfl/~3/pUsxfrSFDM4/</link>
		<comments>http://tbfl.net/2011/12/24/chris-thomas-5-star-pick-3-contest-week-16-picks/#comments</comments>
		<pubDate>Sat, 24 Dec 2011 17:35:21 +0000</pubDate>
		<dc:creator>Commish</dc:creator>
				<category><![CDATA[2011 Season]]></category>
		<category><![CDATA[The 5 Star]]></category>
		<category><![CDATA[5 Star]]></category>
		<category><![CDATA[Chris Thomas]]></category>
		<category><![CDATA[Contest]]></category>
		<category><![CDATA[free nfl picks]]></category>
		<category><![CDATA[Handicapping]]></category>
		<category><![CDATA[NFL]]></category>
		<category><![CDATA[Pick 3]]></category>
		<category><![CDATA[STIB]]></category>
		<category><![CDATA[Week 16]]></category>

		<guid isPermaLink="false">http://tbfl.net/?p=752</guid>
		<description><![CDATA[“ALWAYS PROTECT YOUR UNIT” After 15 weeks&#8230;.we are up 1 Unit on the year as a group&#8230;.just a few weeks ago we were up 24 units&#8230;.Lets all sweep theses last 2 weeks and go out on top in a big way ! Week 16 Shannon NO -6½ SF -1 NE -7 WEEK 0 0 0 [...]]]></description>
			<content:encoded><![CDATA[<h2 style="text-align: center;"><a href="http://tbfl.net/category/the-5-star/"><img class="aligncenter size-full wp-image-479" title="CT 5Star Contest Logo" src="http://tbfl.net/wp-content/uploads/2011/09/CT-5Star-Contest-Logo.png" alt="The Chris Thomas 5 Star Pick 3 Handicapping Contest" width="436" height="150" /></a><em>“ALWAYS PROTECT YOUR UNIT”</em></h2>
<p><em>After 15 weeks&#8230;.we are up 1 Unit on the year as a group&#8230;.just a few weeks ago we were up 24 units&#8230;.Lets all sweep theses last 2 weeks and go out on top in a big way !</em></p>
<p><span id="more-752"></span></p>
<div align="center">
<table border="1" cellspacing="0">
<colgroup>
<col width="24" />
<col width="94" />
<col width="22" />
<col width="22" />
<col width="22" /></colgroup>
<tbody>
<tr>
<td align="LEFT" bgcolor="#008000" width="24" height="17"><strong><span style="color: #ffffff;"><br />
</span></strong></td>
<td colspan="4" align="CENTER" bgcolor="#008000" width="161"><strong><span style="color: #ffffff;">Week 16</span></strong></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shannon</strong></td>
<td align="CENTER">NO -6½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">SF -1</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NE -7</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">25</td>
<td align="CENTER" bgcolor="#CCFFCC">20</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Gasper</strong></td>
<td align="CENTER">SD/DET +52</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">SF -1</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">GB -13</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">24</td>
<td align="CENTER" bgcolor="#CCFFCC">19</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Burgess</strong></td>
<td align="CENTER">DET -2½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">SF -2</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">MIN +6½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">22</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Hunter</strong></td>
<td align="CENTER">CIN -4</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">BAL -13</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NO -6½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">23</td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shawn</strong></td>
<td align="CENTER">SD/DET +52</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">CLE/BAL +38</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">PHI/DAL +50½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">26</td>
<td align="CENTER" bgcolor="#CCFFCC">19</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Riley</strong></td>
<td align="CENTER">SF -2</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">DEN -2½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NO -6½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">26</td>
<td align="CENTER" bgcolor="#CCFFCC">18</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Kevin</strong></td>
<td align="CENTER">HOU -6</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">GB -13</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">CAR -7</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">24</td>
<td align="CENTER" bgcolor="#CCFFCC">19</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Miller</strong></td>
<td align="CENTER">KC pk</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">CIN -4</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">SEA -2</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">25</td>
<td align="CENTER" bgcolor="#CCFFCC">19</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
</tbody>
</table>
</div>
<img src="http://feeds.feedburner.com/~r/tbfl/~4/pUsxfrSFDM4" height="1" width="1"/>]]></content:encoded>
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		<item>
		<title>Chris Thomas 5 StarPick 3 Contest – Week 15 Results</title>
		<link>http://feedproxy.google.com/~r/tbfl/~3/cPzBsGDypF8/</link>
		<comments>http://tbfl.net/2011/12/24/chris-thomas-5-starpick-3-contest-week-15-results/#comments</comments>
		<pubDate>Sat, 24 Dec 2011 16:59:29 +0000</pubDate>
		<dc:creator>Commish</dc:creator>
				<category><![CDATA[2011 Season]]></category>
		<category><![CDATA[The 5 Star]]></category>
		<category><![CDATA[5 Star]]></category>
		<category><![CDATA[Chris Thomas]]></category>
		<category><![CDATA[Contest]]></category>
		<category><![CDATA[free nfl picks]]></category>
		<category><![CDATA[Handicapping]]></category>
		<category><![CDATA[Lazy Ass Commissioner]]></category>
		<category><![CDATA[NFL]]></category>
		<category><![CDATA[Pick 3]]></category>
		<category><![CDATA[STIB]]></category>

		<guid isPermaLink="false">http://tbfl.net/?p=749</guid>
		<description><![CDATA[“ALWAYS PROTECT YOUR UNIT” Colts Win?&#8230;.Packers Lose?&#8230;.Carolina doubles up Houston?&#8230;.Human Sacrifice&#8230;.Dogs and Cats living together&#8230;.Mass Hysteria!&#8230;.Kevin manages to climb into the black with a 3-0 week&#8230;.Riley takes a 3-0 to climb into the lead on the year&#8230;.everyone else gets caught up in the pandemonium&#8230;. Week 15 Shannon TEN/IND +41 LOSE NO -7 WIN Win % [...]]]></description>
			<content:encoded><![CDATA[<h2 style="text-align: center;"><a href="http://tbfl.net/category/the-5-star/"><img class="aligncenter size-full wp-image-479" title="CT 5Star Contest Logo" src="http://tbfl.net/wp-content/uploads/2011/09/CT-5Star-Contest-Logo.png" alt="The Chris Thomas 5 Star Pick 3 Handicapping Contest" width="436" height="150" /></a><em>“ALWAYS PROTECT YOUR UNIT”</em></h2>
<p>Colts Win?&#8230;.Packers Lose?&#8230;.Carolina doubles up Houston?&#8230;.Human Sacrifice&#8230;.Dogs and Cats living together&#8230;.Mass Hysteria!&#8230;.Kevin manages to climb into the black with a 3-0 week&#8230;.Riley takes a 3-0 to climb into the lead on the year&#8230;.everyone else gets caught up in the pandemonium&#8230;.</p>
<p><span id="more-749"></span></p>
<div align="center">
<table border="1" cellspacing="0">
<colgroup>
<col width="24" />
<col width="103" />
<col width="22" />
<col width="22" />
<col width="22" />
<col width="94" />
<col width="94" /></colgroup>
<tbody>
<tr>
<td align="LEFT" bgcolor="#008000" width="24" height="17"><strong><span style="color: #ffffff;"><br />
</span></strong></td>
<td colspan="4" align="CENTER" bgcolor="#008000" width="169"><strong><span style="color: #ffffff;">Week 15</span></strong></td>
<td align="LEFT" bgcolor="#FFFFFF" width="94"></td>
<td align="LEFT" bgcolor="#FFFFFF" width="94"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shannon</strong></td>
<td align="CENTER">TEN/IND +41</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">NO -7</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">BAL -2</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">55.56%</td>
<td align="CENTER">$50</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">1</td>
<td align="CENTER">2</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">25</td>
<td align="CENTER" bgcolor="#CCFFCC">20</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Gasper</strong></td>
<td align="CENTER">GB -14</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">CHI -3½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">NO/MIN +50½</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">55.81%</td>
<td align="CENTER">$50</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">1</td>
<td align="CENTER">2</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">24</td>
<td align="CENTER" bgcolor="#CCFFCC">19</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Burgess</strong></td>
<td align="CENTER">CHI -3½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">BUF +1</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">DET -1</td>
<td colspan="3" align="CENTER">PUSH</td>
<td align="CENTER">48.84%</td>
<td align="CENTER"><span style="color: #ff0000;">($550)</span></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">2</td>
<td align="CENTER">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">22</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Hunter</strong></td>
<td align="CENTER">GB -14</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">NE -6</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">PIT +2½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">52.27%</td>
<td align="CENTER"><span style="color: #ff0000;">($250)</span></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">1</td>
<td align="CENTER">2</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">23</td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shawn</strong></td>
<td align="CENTER">NYJ +3</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">TB +7</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">CAR/HOU +45½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">57.78%</td>
<td align="CENTER">$250</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">3</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">26</td>
<td align="CENTER" bgcolor="#CCFFCC">19</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Riley</strong></td>
<td align="CENTER">DAL -6½</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">NO -7</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">WAS +7</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">59.09%</td>
<td align="CENTER">$350</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">3</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">26</td>
<td align="CENTER" bgcolor="#CCFFCC">18</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Kevin</strong></td>
<td align="CENTER">CIN -6</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">NE -6</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">SF/PIT -39½</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">55.81%</td>
<td align="CENTER">$50</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">3</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">24</td>
<td align="CENTER" bgcolor="#CCFFCC">19</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Miller</strong></td>
<td align="CENTER">TEN -6</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">SF -1</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">BUF -1</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">56.82%</td>
<td align="CENTER">$150</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">1</td>
<td align="CENTER">2</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">25</td>
<td align="CENTER" bgcolor="#CCFFCC">19</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
</tbody>
</table>
</div>
<img src="http://feeds.feedburner.com/~r/tbfl/~4/cPzBsGDypF8" height="1" width="1"/>]]></content:encoded>
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		<item>
		<title>Chris Thomas 5 Star Pick 3 Contest – Week 15 Picks</title>
		<link>http://feedproxy.google.com/~r/tbfl/~3/M_aATZu4v1Y/</link>
		<comments>http://tbfl.net/2011/12/15/chris-thomas-5-star-pick-3-contest-week-15-picks/#comments</comments>
		<pubDate>Thu, 15 Dec 2011 12:38:41 +0000</pubDate>
		<dc:creator>Commish</dc:creator>
				<category><![CDATA[2011 Season]]></category>
		<category><![CDATA[The 5 Star]]></category>
		<category><![CDATA[5 Star]]></category>
		<category><![CDATA[Chris Thomas]]></category>
		<category><![CDATA[Contest]]></category>
		<category><![CDATA[free nfl picks]]></category>
		<category><![CDATA[Handicapping]]></category>
		<category><![CDATA[NFL]]></category>
		<category><![CDATA[Pick 3]]></category>
		<category><![CDATA[Protect Your Unit]]></category>
		<category><![CDATA[STIB]]></category>
		<category><![CDATA[Week 15]]></category>

		<guid isPermaLink="false">http://tbfl.net/?p=744</guid>
		<description><![CDATA[“ALWAYS PROTECT YOUR UNIT” 3 Weeks to go for the 2011 5-Star contest and we are staggering toward the finish line&#8230;.What had been a brief moment of glory with us up has been getting chipped down the last few weeks&#8230;.Shawn took a stumble this week but is still leading the contest at 9-3 over the [...]]]></description>
			<content:encoded><![CDATA[<h2 style="text-align: center;"><a href="http://tbfl.net/category/the-5-star/"><img class="aligncenter size-full wp-image-479" title="CT 5Star Contest Logo" src="http://tbfl.net/wp-content/uploads/2011/09/CT-5Star-Contest-Logo.png" alt="The Chris Thomas 5 Star Pick 3 Handicapping Contest" width="436" height="150" /></a><em>“ALWAYS PROTECT YOUR UNIT”</em></h2>
<p><em>3 Weeks to go for the 2011 5-Star contest and we are staggering toward the finish line&#8230;.What had been a brief moment of glory with us up has been getting chipped down the last few weeks&#8230;.Shawn took a stumble this week but is still leading the contest at 9-3 over the last 4 Weeks&#8230;.Shannon is the next  hottest hand right now going 8-4 over that time&#8230;.Burgess, Kevin, and Hunter are the only ones currently on the wrong side of .500&#8230;.Full picks after the break&#8230;.</em></p>
<p><span id="more-744"></span></p>
<div align="center">
<table border="0" frame="VOID" rules="NONE" cellspacing="0">
<colgroup>
<col width="24" />
<col width="103" />
<col width="22" />
<col width="22" />
<col width="22" /></colgroup>
<tbody>
<tr>
<td align="LEFT" bgcolor="#008000" width="24" height="17"><strong><span style="color: #ffffff;"><br />
</span></strong></td>
<td colspan="4" align="CENTER" bgcolor="#008000" width="169"><strong><span style="color: #ffffff;">Week 15</span></strong></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shannon</strong></td>
<td align="CENTER">TEN/IND +41</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NO -7</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">BAL -2</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">24</td>
<td align="CENTER" bgcolor="#CCFFCC">18</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Gasper</strong></td>
<td align="CENTER">GB -14</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">CHI -3½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NO/MIN +50½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">23</td>
<td align="CENTER" bgcolor="#CCFFCC">17</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Burgess</strong></td>
<td align="CENTER">CHI -3½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">BUF +1</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">DET -1</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">20</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Hunter</strong></td>
<td align="CENTER">GB -14</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NE -6</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">PIT +2½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">22</td>
<td align="CENTER" bgcolor="#CCFFCC">19</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shawn</strong></td>
<td align="CENTER">NYJ +3</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">TB +7</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">CAR/HOU +45½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">26</td>
<td align="CENTER" bgcolor="#CCFFCC">16</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Riley</strong></td>
<td align="CENTER">DAL -6½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NO -7</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">WAS +7</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">23</td>
<td align="CENTER" bgcolor="#CCFFCC">18</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Kevin</strong></td>
<td align="CENTER">CIN -6</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NE -6</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">SF/PIT -39½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">19</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Miller</strong></td>
<td align="CENTER">TEN -6</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">SF -1</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">BUF -1</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">24</td>
<td align="CENTER" bgcolor="#CCFFCC">17</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
</tbody>
</table>
</div>
<img src="http://feeds.feedburner.com/~r/tbfl/~4/M_aATZu4v1Y" height="1" width="1"/>]]></content:encoded>
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		<item>
		<title>Chris Thomas 5 Star Pick 3 Contest – Week 14 Results</title>
		<link>http://feedproxy.google.com/~r/tbfl/~3/9jd5l2prk1o/</link>
		<comments>http://tbfl.net/2011/12/15/chris-thomas-5-star-pick-3-contest-week-14-results/#comments</comments>
		<pubDate>Thu, 15 Dec 2011 12:24:31 +0000</pubDate>
		<dc:creator>Commish</dc:creator>
				<category><![CDATA[2011 Season]]></category>
		<category><![CDATA[The 5 Star]]></category>
		<category><![CDATA[5 Star]]></category>
		<category><![CDATA[Chris Thomas]]></category>
		<category><![CDATA[Contest]]></category>
		<category><![CDATA[free nfl picks]]></category>
		<category><![CDATA[Handicapping]]></category>
		<category><![CDATA[NFL]]></category>
		<category><![CDATA[Pick 3]]></category>
		<category><![CDATA[Protect Your Unit]]></category>
		<category><![CDATA[STIB]]></category>
		<category><![CDATA[Week 14]]></category>

		<guid isPermaLink="false">http://tbfl.net/?p=739</guid>
		<description><![CDATA[“ALWAYS PROTECT YOUR UNIT” Yeah, I am running a couple of days late&#8230;.Zach had a science project to finish that has taken up most of my free time this week&#8230;.The ½ point hook on the Patriots game was a killer this week as the 3 losses it created took us from being 14-10 winners to [...]]]></description>
			<content:encoded><![CDATA[<h2 style="text-align: center;"><a href="http://tbfl.net/category/the-5-star/"><img class="aligncenter size-full wp-image-479" title="CT 5Star Contest Logo" src="http://tbfl.net/wp-content/uploads/2011/09/CT-5Star-Contest-Logo.png" alt="The Chris Thomas 5 Star Pick 3 Handicapping Contest" width="436" height="150" /></a><em>“ALWAYS PROTECT YOUR UNIT”</em></h2>
<p><em>Yeah, I am running a couple of days late&#8230;.Zach had a science project to finish that has taken up most of my free time this week&#8230;.The ½ point hook on the Patriots game was a killer this week as the 3 losses it created took us from being 14-10 winners to 11-13 losers instead&#8230;.We were up $2K on the season a few weeks ago, but have now fallen to just +$640 as a group&#8230;.Only 3 Weeks to go to get further up into the black&#8230;.</em></p>
<p><span id="more-739"></span></p>
<div align="center">
<table border="1" cellspacing="0">
<colgroup>
<col width="24" />
<col width="94" />
<col width="22" />
<col width="22" />
<col width="22" />
<col width="94" />
<col width="94" /></colgroup>
<tbody>
<tr>
<td align="LEFT" bgcolor="#008000" width="24" height="17"><strong><span style="color: #ffffff;"><br />
</span></strong></td>
<td colspan="4" align="CENTER" bgcolor="#008000" width="161"><strong><span style="color: #ffffff;">Week 14</span></strong></td>
<td align="LEFT" bgcolor="#FFFFFF" width="94"></td>
<td align="LEFT" bgcolor="#FFFFFF" width="94"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shannon</strong></td>
<td align="CENTER">SEA -4½</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">TB -1</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">HOU +3</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">57.14%</td>
<td align="CENTER">$180</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">2</td>
<td align="CENTER">1</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">24</td>
<td align="CENTER" bgcolor="#CCFFCC">18</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Gasper</strong></td>
<td align="CENTER">BAL -16</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">NYJ -9</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">NO -3½</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">57.50%</td>
<td align="CENTER">$180</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">2</td>
<td align="CENTER">1</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">23</td>
<td align="CENTER" bgcolor="#CCFFCC">17</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Burgess</strong></td>
<td align="CENTER">TB -1</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">SF -3½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">NYG +3½</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">51.22%</td>
<td align="CENTER"><span style="color: #ff0000;">($320)</span></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">1</td>
<td align="CENTER">2</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">20</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Hunter</strong></td>
<td align="CENTER">HOU +3</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">NE -7½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">SF -3½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">53.66%</td>
<td align="CENTER"><span style="color: #ff0000;">($120)</span></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">1</td>
<td align="CENTER">2</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">22</td>
<td align="CENTER" bgcolor="#CCFFCC">19</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shawn</strong></td>
<td align="CENTER">MIA -3</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">CAR +3</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">WAS +8</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">61.90%</td>
<td align="CENTER">$580</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">1</td>
<td align="CENTER">2</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">26</td>
<td align="CENTER" bgcolor="#CCFFCC">16</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Riley</strong></td>
<td align="CENTER">SF -3½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">NO -3½</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">NE -7½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">56.10%</td>
<td align="CENTER">$80</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">1</td>
<td align="CENTER">2</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">23</td>
<td align="CENTER" bgcolor="#CCFFCC">18</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Kevin</strong></td>
<td align="CENTER">GB -11</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">SF -3½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">NE -7½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">52.50%</td>
<td align="CENTER"><span style="color: #ff0000;">($220)</span></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">1</td>
<td align="CENTER">2</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">19</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Miller</strong></td>
<td align="CENTER">GB -11</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">SD -6</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">DET -8</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">58.54%</td>
<td align="CENTER">$280</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">2</td>
<td align="CENTER">1</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">24</td>
<td align="CENTER" bgcolor="#CCFFCC">17</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
</tbody>
</table>
</div>
<img src="http://feeds.feedburner.com/~r/tbfl/~4/9jd5l2prk1o" height="1" width="1"/>]]></content:encoded>
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		<item>
		<title>Chris Thomas 5 Star Pick 3 Contest – Week 14 Picks</title>
		<link>http://feedproxy.google.com/~r/tbfl/~3/vOWMC7jlXOc/</link>
		<comments>http://tbfl.net/2011/12/08/chris-thomas-5-star-pick-3-contest-week-14-picks/#comments</comments>
		<pubDate>Fri, 09 Dec 2011 01:47:26 +0000</pubDate>
		<dc:creator>Commish</dc:creator>
				<category><![CDATA[2011 Season]]></category>
		<category><![CDATA[The 5 Star]]></category>
		<category><![CDATA[5 Star]]></category>
		<category><![CDATA[Chris Thomas]]></category>
		<category><![CDATA[Contest]]></category>
		<category><![CDATA[free nfl picks]]></category>
		<category><![CDATA[Handicapping]]></category>
		<category><![CDATA[NFL]]></category>
		<category><![CDATA[Pick 3]]></category>
		<category><![CDATA[Protect Your Unit]]></category>
		<category><![CDATA[STIB]]></category>
		<category><![CDATA[Week 14]]></category>

		<guid isPermaLink="false">http://tbfl.net/?p=736</guid>
		<description><![CDATA[“ALWAYS PROTECT YOUR UNIT” Wow&#8230;.did we ever suck last week&#8230;.it was the worst week ever in the contest&#8230;.fortunately we can just forget it and move on right?&#8230;.Shawn is the leader right now and riding the hottest of hot streaks&#8230;.after sitting at 5-7 at the end of Week 4&#8230;.Shawn has run off a 20-7 tear including [...]]]></description>
			<content:encoded><![CDATA[<h2 style="text-align: center;"><a href="http://tbfl.net/category/the-5-star/"><img class="aligncenter size-full wp-image-479" title="CT 5Star Contest Logo" src="http://tbfl.net/wp-content/uploads/2011/09/CT-5Star-Contest-Logo.png" alt="The Chris Thomas 5 Star Pick 3 Handicapping Contest" width="436" height="150" /></a><em>“ALWAYS PROTECT YOUR UNIT”</em></h2>
<p><em>Wow&#8230;.did we ever suck last week&#8230;.it was the worst week ever in the contest&#8230;.fortunately we can just forget it and move on right?&#8230;.Shawn is the leader right now and riding the hottest of hot streaks&#8230;.after sitting at 5-7 at the end of Week 4&#8230;.Shawn has run off a 20-7 tear including going 8-1 over the last 3 weeks&#8230;.Shannon and Hunter have next best runs both going 6-3 over the last 3 weeks&#8230;.good luck with your STIB&#8230;.</em></p>
<p><span id="more-736"></span></p>
<div align="center">
<table border="1" cellspacing="0">
<colgroup>
<col width="24" />
<col width="94" />
<col width="22" />
<col width="22" />
<col width="22" /></colgroup>
<tbody>
<tr>
<td align="LEFT" bgcolor="#008000" width="24" height="17"><strong><span style="color: #ffffff;"><br />
</span></strong></td>
<td colspan="4" align="CENTER" bgcolor="#008000" width="161"><strong><span style="color: #ffffff;">Week 14</span></strong></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shannon</strong></td>
<td align="CENTER">SEA -4½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">TB -1</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">HOU +3</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">22</td>
<td align="CENTER" bgcolor="#CCFFCC">17</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Gasper</strong></td>
<td align="CENTER">BAL -16</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NYJ -9</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NO -3½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">16</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Burgess</strong></td>
<td align="CENTER">TB -1</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">SF -3½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NYG +3½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">20</td>
<td align="CENTER" bgcolor="#CCFFCC">18</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Hunter</strong></td>
<td align="CENTER">HOU +3</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NE -7½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">SF -3½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">17</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shawn</strong></td>
<td align="CENTER">MIA -3</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">CAR +3</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">WAS +8</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">25</td>
<td align="CENTER" bgcolor="#CCFFCC">14</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Riley</strong></td>
<td align="CENTER">SF -3½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NO -3½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NE -7½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">22</td>
<td align="CENTER" bgcolor="#CCFFCC">16</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Kevin</strong></td>
<td align="CENTER">GB -11</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">SF -3½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NE -7½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">20</td>
<td align="CENTER" bgcolor="#CCFFCC">17</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Miller</strong></td>
<td align="CENTER">GB -11</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">SD -6</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">DET -8</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">22</td>
<td align="CENTER" bgcolor="#CCFFCC">16</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
</tbody>
</table>
</div>
<img src="http://feeds.feedburner.com/~r/tbfl/~4/vOWMC7jlXOc" height="1" width="1"/>]]></content:encoded>
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		<item>
		<title>Statistically Speaking  – Week 13</title>
		<link>http://feedproxy.google.com/~r/tbfl/~3/zojJD0HFW4w/</link>
		<comments>http://tbfl.net/2011/12/08/statistically-speaking-week-13/#comments</comments>
		<pubDate>Fri, 09 Dec 2011 01:33:44 +0000</pubDate>
		<dc:creator>Commish</dc:creator>
				<category><![CDATA[2011 Season]]></category>
		<category><![CDATA[Statistically Speaking]]></category>
		<category><![CDATA[2011]]></category>
		<category><![CDATA[All Star Team]]></category>
		<category><![CDATA[Chump of the Week]]></category>
		<category><![CDATA[Commentary]]></category>
		<category><![CDATA[Player of the Year]]></category>
		<category><![CDATA[Team of the Week]]></category>
		<category><![CDATA[Week 13]]></category>

		<guid isPermaLink="false">http://tbfl.net/?p=726</guid>
		<description><![CDATA[We round up all of the action from the final week of the regular season&#8230;.recognize some regular season accomplishments as we prepare for the playoffs&#8230;..and name our Players of the Year and the 2011 TBFL All-Star Team&#8230;.all after the break&#8230;. There was strong competition this week as 5 Quarterbacks managed better than 25 points&#8230;.but it [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://tbfl.net/category/commentary/statistically-speaking/"><img class="aligncenter size-full wp-image-517" title="Statistically Speaking" src="http://tbfl.net/wp-content/uploads/2011/09/statspeakheader.png" alt="" width="450" height="100" /></a><em>We round up all of the action from the final week of the regular season&#8230;.recognize some regular season accomplishments as we prepare for the playoffs&#8230;..and name our Players of the Year and the 2011 TBFL All-Star Team&#8230;.all after the break&#8230;.</em></p>
<p style="text-align: center;"><span id="more-726"></span><img class="aligncenter" style="padding: 5px;" 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" alt="" width="450" height="122" /></p>
<p style="text-align: left;"><img class="alignleft" title="Rodgers, Aaron GBP QB" src="http://www.myfantasyleague.com/player_photos_2010/7836_thumb.jpg" alt="Rodgers, Aaron GBP QB" width="80" height="97" align="middle" />There was strong competition this week as 5 Quarterbacks managed better than 25 points&#8230;.but it was the Android Rodgers who claimed his 5th Player of the Week trophy in a game Armed N Dangerous had to win to secure the Storm Division crown&#8230;.With the pressure on to win their 6th game in a row and hang on to the 2nd Bye Week position in the 2011 TBFL Playoffs&#8230;The Android went 28 of 46 for 369 yards and 4 touchdown strikes&#8230;.his 8th 300+ yard game on the year (his 10th 297+ yard game)&#8230;.He cements himself firmly as the Quarterback for the 2011 All-Star Team&#8230;.It is the 6th Player of the Week award for AND&#8230;.</p>
<p style="text-align: left;"><img class="alignleft" style="padding: 5px;" title="Greene, Shonn NYJ RB" src="http://www.myfantasyleague.com/player_photos_2010/9458_thumb.jpg" alt="Greene, Shonn NYJ RB" width="80" height="97" align="middle" />Only 3 points separated the Top 5 Running Backs this week including 3 Top 5 Draft picks in Rice, Johnson, and McCoy&#8230;.but it was Shonn Greene&#8217;s extra efforts in the 4th Quarter that secured him the final Player of the Week trophy on the year&#8230;.After losing Fred Jackson for the season in Week 11, the Army had turned to Shonn to be their #1 back as they tried to fend off Husslers in the Bandit Division&#8230;.he delivered this week going for 114 combined yards and 3 touchdowns in a game that sealed the title for his team&#8230;.This is Bubba Army&#8217;s 2nd award at the position and their 4th award on the year&#8230;.</p>
<p style="text-align: left;"><img class="alignleft" style="padding: 5px;" title="Harvin, Percy MIN WR" src="http://www.myfantasyleague.com/player_photos_2010/9441_thumb.jpg" alt="Harvin, Percy MIN WR" width="80" height="97" align="middle" />The Top 3 (and 5 of the top 12) Wide Receivers this week all fought it out in the scoreboard explosion between X-Factor and Hurricanes&#8230;.8 players hit the 20 point plateau but only Percy Harvin got to 30&#8230;.and kept going&#8230;.Harvin converted on 8 of 9 targets for 156 yards and 2 trips to pay dirt&#8230;.he was late in the year to get rolling but ended with touchdown grabs in each of his last 3 games&#8230;.With the former Gator&#8217;s trophy on the mantle X-Factor ends the year with a league leading 10 Player of the Week awards&#8230;.3 of them coming from the wide receiver slot&#8230;.</p>
<p style="text-align: left;"><img class="alignleft" style="padding: 5px;" title="Akers, David SFO PK" src="http://www.myfantasyleague.com/player_photos_2010/3579_thumb.jpg" alt="Akers, David SFO PK" width="80" height="97" align="middle" />The final week of the season left us deadlocked at 14 points for 2 different kickers&#8230;.Armed N Dangerous&#8217;s Connor Barth was perfect on 4 Field Goals of 44&#8230;.46&#8230;.47&#8230;.and 50 yards with 1 Extra Point while Hurricanes David Akers hit 4 shorter Field Goals of 19&#8230;.28&#8230;.34&#8230;.and 36 yards with 2 Extra Points&#8230;.Apparently the MyFantasyLeague voters reward kicking volume over distace as Akers came out the winner of their unexplained tie-breaker system&#8230;.It is Akers 2nd trophy on the year and the 5th on the year for Hurricanes&#8230;.</p>
<p style="text-align: left;"><img class="alignleft" style="padding: 5px;" src="http://chrissniderdesign.com/Images/new_logos/square_iphone/nfl/niners.jpg" alt="http://chrissniderdesign.com/Images/new_logos/square_iphone/nfl/niners.jpg" width="108" height="108" />And what would the end of the season be without one more tie to break&#8230;.Hurricanes Pittsburgh Steelers squad managed 3 sacks&#8230;.1 Blocked Field Goal&#8230;.1 Interception&#8230;.1 Fumble Recovery&#8230;.and a 67 yard Punt Return Touchdown&#8230;.meanwhile Money Inc&#8217;s San Francisco 49er squad got 4 sacks&#8230;.1 Interception&#8230;.1 Fumble Recovery&#8230;.and pitched the Shut-Out&#8230;.Our mysterious MyFantasyLeague voters go for Points Allowed apparently as the 49ers are given the Award&#8230;.their 2nd on the year and Money Inc&#8217;s 9th trophy on the season&#8230;.</p>
<p style="text-align: left;"><strong>Team of the Week</strong></p>
<p style="text-align: left;"><img 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" alt="" /></p>
<p style="text-align: left;">Can this really be happening?&#8230;.The pre-season favorite is not only going into the playoffs as the #1 Seed but also hitting on all cylinders and peaking as well&#8230;.Their monstrous 173 point explosion gives them their 4th award in the last 5 Weeks making them the 6th team to claim 4 in 1 year&#8230;.The new team record is the highest production of any team this year tieing for the 2nd highest score ever in the TBFL&#8230;.The win over 158 point scoring X-Factor totals out as the highest combined score in league history at 331 and makes them the 4th team ever to go 6-0 in Division Play&#8230;.the first team to do it since 2006&#8230;.They end up only 6 points shy of overtaking Runs N Throses as the highest scoring team on the year at 1561 to 1567 which both beat the previous record held by Armed N Dangerous&#8230;.</p>
<p style="text-align: left;"><strong>Chump of the Week</strong></p>
<p style="text-align: left;"><img 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" alt="" /></p>
<p style="text-align: left;">After hanging on for 3 straight weeks to stay in contention for the Bandit Division title&#8230;.Husslers finally fell short in their attempt to make the TBFL Playoffs in their rookie season&#8230;.In a week that saw 27 starters score 20 points or better (with 9 of them in 1 game!)&#8230;.Husslers could total up 5 of his starting 8 and still fall short of that number&#8230;.The loss dropped them into 3rd place in the Bandit Division and completely out of playoff contention&#8230;.the 6th wildcard spot instead going to their Week 13 opponents&#8230;.The Husslers (and their Cheerleaders!) will instead have to settle for a 1st Round Bye in the 2011 Empire Cup contest&#8230;.</p>
<p style="text-align: left;"><strong>2011 TBFL All-Star Team</strong></p>
<h2 style="text-align: left;"><img class="alignleft" title="Rodgers, Aaron GBP QB" src="http://www.myfantasyleague.com/player_photos_2010/7836_thumb.jpg" alt="Rodgers, Aaron GBP QB" width="80" height="97" align="middle" /></h2>
<h2 style="text-align: left;"></h2>
<h2 style="text-align: left;">QB</h2>
<h2 style="text-align: left;">Aaron Rodgers &#8211; AND</h2>
<p>After Week 7 Armed N Dangerous was sitting at 2-5 on a 3 game slide and 4 games behind the Storm Division leading Thrashers who were on a 4 game streak in the opposite direction&#8230;.But team captain Android Rodgers would not tolerate any negative talk in the locker room&#8230;.Over the next 6 Weeks he led all signal callers in the league claiming 3 of his 5 Team of the Week trophies on the year&#8230;.His determination to win spread across the entire team and they never lost another game ultimately claiming their 4th Storm Division title and the #2 Seed in the 2011 Playoffs&#8230;.</p>
<h2><img class="alignleft" title="McCoy, LeSean PHI RB" src="http://www.myfantasyleague.com/player_photos_2010/9448_thumb.jpg" alt="McCoy, LeSean PHI RB" width="80" height="97" align="middle" /></h2>
<h2 style="text-align: left;"></h2>
<h2 style="text-align: left;">RB</h2>
<h2 style="text-align: left;">LeSean McCoy &#8211; RNT</h2>
<p>While challenging for trophies every week&#8230;.LeSean never did take home a Player of the Week award on the year&#8230;.but he does manage to come out on top in the Player of the Year race by 1 point&#8230;.Averaging a Touchdown and 95 yards on the ground EVERY GAME&#8230;.he also converted on 71% of his receiving targets for 277 yards and 3 more scores&#8230;.he will be an essential part of Runs N Throses game plan heading into the TBFL Playoffs&#8230;.</p>
<h2><img class="alignleft" title="Rice, Ray BAL RB" src="http://www.myfantasyleague.com/player_photos_2010/9094_thumb.jpg" alt="Rice, Ray BAL RB" width="80" height="97" align="middle" /></h2>
<h2></h2>
<h2>RB</h2>
<h2>Ray Rice &#8211; XFA</h2>
<p>The #1 Pick in the 2011 TBFL Draft may have only been the 7th best player on the ground piling up 926 yards and 9 touchdowns on his 208 carries&#8230;.but he was the #1 receiving back grabbing 56 of his 82 targets for an additional 547 yards and 2 touchdowns&#8230;.Rice was a 3 yard reception short of taking down the Player of the Year award but did manage to capture 2 Team of the Week trophies and cement a spot on the 2011 All-Star squad&#8230;.</p>
<h2><img class="alignleft" title="Welker, Wes NEP WR" src="http://www.myfantasyleague.com/player_photos_2010/7653_thumb.jpg" alt="Welker, Wes NEP WR" width="80" height="97" align="middle" /></h2>
<h2></h2>
<h2>WR</h2>
<h2>Wes Welker &#8211; RNT</h2>
<p>No surprise here as the TDQBITU&#8217;s favorite Wide Receiver tied with Roddy White as the most targetted in the league at 127&#8230;.but he converted 73% of those (including a perfect 11 for 11 in Week 13) ending up with 18 more receptions than the closest competitior&#8230;.He was the only receiver to average 100+ yards per game and tacked on 8 touchdowns to ensure his Player of the Year award&#8230;.He managed to grab 2 Player of the Week trophies along the way including his 50 point outing in Week 3 that tied for the highest scoring outing of any player this year&#8230;.</p>
<h2><img class="alignleft" title="Johnson, Calvin DET WR" src="http://www.myfantasyleague.com/player_photos_2010/8657_thumb.jpg" alt="Johnson, Calvin DET WR" width="80" height="97" align="middle" /></h2>
<h2></h2>
<h2>WR</h2>
<h2>Calvin Johnson &#8211; XFA</h2>
<p>The early leader for the POTY honor&#8230;.Megatron was averaging 1 touchdown for every 3 receptions through the first 4 weeks of the season claiming 1 Team of the Week trophy&#8230;.he cooled off a bit after that but still managed to crack 1000 yards on the year and average out to a touchdown in every game played for the X-Factor&#8230;.2nd in Touchdowns&#8230;.3rd in targets&#8230;.2nd in yardage&#8230;.and 3rd in receptions secures his spot on then 2011 All-Star squad&#8230;.</p>
<h2><img class="alignleft" title="Graham, Jimmy NOS TE" src="http://www.myfantasyleague.com/player_photos_2010/9925_thumb.jpg" alt="Graham, Jimmy NOS TE" width="80" height="97" align="middle" /></h2>
<h2></h2>
<h2>WR</h2>
<h2>Jimmy Graham &#8211; HUR</h2>
<p>Proving that consistency through the season is more important than indiviudal performances&#8230;.Jimmy Graham is the 2nd player to land on the All-Star squad without ever landing a Player of the Week trophy&#8230;.the 4th most targetted receiver with 112&#8230;.he managed to convert better at 67% to end on the 2nd most receptions at 75&#8230;.he averaged 14 yards per catch to total out over 1000 on the season and added 8 touchdowns to the Hurricanes scoring totals on the year&#8230;.</p>
<h2><img class="alignleft" title="Crosby, Mason GBP PK" src="http://www.myfantasyleague.com/player_photos_2010/8742_thumb.jpg" alt="Crosby, Mason GBP PK" width="80" height="97" align="middle" /></h2>
<h2></h2>
<h2>K</h2>
<h2>Mason Crosby &#8211; HUS</h2>
<p>In our only position that ended up on a tie for the year&#8230;.Mason Crosby and David Akers both ended up at 108 points on the season through different paths&#8230;.Akers led the league in Field Goals nailing 32 for the Hurricanes and adding another 26 Extra Points&#8230;.Mason Crosby went the other way leading the league going perfect on 51 Extra Point attempts and adding on 19 Field Goals&#8230;.with 3 fewer missed kicks on the year on 12 more attempts Crosby wins the Player of the Year award&#8230;.</p>
<h2><img class="alignleft" src="http://idigitalcitizen.files.wordpress.com/2009/11/baltimore-ravens2-320x480.jpg?w=100" alt="http://idigitalcitizen.files.wordpress.com/2009/11/baltimore-ravens2-320x480.jpg?w=100" width="80" height="120" /></h2>
<h2></h2>
<h2>DEF</h2>
<h2>
Baltimore Ravens &#8211; PLA</h2>
<p>When your defensive unit is this good&#8230;.you start them every week no matter what&#8230;.Bye Weeks be damned as Danny showed us&#8230;.They earned 4 Player of the Week trophies on the year while piling up a league leading 41 sacks&#8230;.a league low 192 points allowed&#8230;.23 takeaways&#8230;.and 4 touchowns&#8230;.They end the year as the 32nd highest scorers among ALL STARTING PLAYERS on the year from ANY POSITION&#8230;.</p>
<p>Good Luck in the Post Season Everybody !</p>
<p>Commish</p>
<img src="http://feeds.feedburner.com/~r/tbfl/~4/zojJD0HFW4w" height="1" width="1"/>]]></content:encoded>
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		<title>Chris Thomas 5 Star Pick 3 Contest – Week 13 Results</title>
		<link>http://feedproxy.google.com/~r/tbfl/~3/9E3bE4VDmYE/</link>
		<comments>http://tbfl.net/2011/12/07/chris-thomas-5-star-pick-3-contest-week-13-results/#comments</comments>
		<pubDate>Wed, 07 Dec 2011 12:35:46 +0000</pubDate>
		<dc:creator>Commish</dc:creator>
				<category><![CDATA[2011 Season]]></category>
		<category><![CDATA[The 5 Star]]></category>
		<category><![CDATA[2011]]></category>
		<category><![CDATA[5 Star]]></category>
		<category><![CDATA[Chris Thomas]]></category>
		<category><![CDATA[Contest]]></category>
		<category><![CDATA[free nfl picks]]></category>
		<category><![CDATA[Handicapping]]></category>
		<category><![CDATA[Pick 3]]></category>
		<category><![CDATA[Protect Your Unit]]></category>
		<category><![CDATA[STIB]]></category>

		<guid isPermaLink="false">http://tbfl.net/?p=724</guid>
		<description><![CDATA[“ALWAYS PROTECT YOUR UNIT” Wow&#8230;.Worst&#8230;.Week&#8230;.Ever&#8230;.Vegas laughed at us all the way to the bank as we post the worst weekend in the history of running the contest&#8230;.Shawn managed the perfect 3-0, Shannon and Hunter go 2-1, Miller goes 1-2&#8230;..Yeah that&#8217;s it&#8230;.nobody else hit a single game&#8230;.8-16 for a -$1,040&#8230;.We gave back half of what the [...]]]></description>
			<content:encoded><![CDATA[<h2 style="text-align: center;"><a href="http://tbfl.net/category/the-5-star/"><img class="aligncenter size-full wp-image-479" title="CT 5Star Contest Logo" src="http://tbfl.net/wp-content/uploads/2011/09/CT-5Star-Contest-Logo.png" alt="The Chris Thomas 5 Star Pick 3 Handicapping Contest" width="436" height="150" /></a><em>“ALWAYS PROTECT YOUR UNIT”</em></h2>
<p><em>Wow&#8230;.Worst&#8230;.Week&#8230;.Ever&#8230;.Vegas laughed at us all the way to the bank as we post the worst weekend in the history of running the contest&#8230;.Shawn managed the perfect 3-0, Shannon and Hunter go 2-1, Miller goes 1-2&#8230;..Yeah that&#8217;s it&#8230;.nobody else hit a single game&#8230;.8-16 for a<span style="color: #ff0000;"> -$1,040</span>&#8230;.We gave back half of what the group had made so far on the year in one shot&#8230;.We could have just flipped a coin for half the bankroll&#8230;.Full carnage after the break&#8230;.Buffalo?&#8230;.Really?&#8230;.</em></p>
<p><span id="more-724"></span></p>
<div align="center">
<table border="1" cellspacing="0">
<colgroup>
<col width="24" />
<col width="99" />
<col width="22" />
<col width="22" />
<col width="22" />
<col width="94" />
<col width="94" /></colgroup>
<tbody>
<tr>
<td align="LEFT" bgcolor="#008000" width="24" height="17"><strong><span style="color: #ffffff;"><br />
</span></strong></td>
<td colspan="4" align="CENTER" bgcolor="#008000" width="166"><strong><span style="color: #ffffff;">Week 13</span></strong></td>
<td align="LEFT" bgcolor="#FFFFFF" width="94"></td>
<td align="LEFT" bgcolor="#FFFFFF" width="94"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shannon</strong></td>
<td align="CENTER">NYJ/WAS +37½</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">DET +9</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">DEN +1</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">56.41%</td>
<td align="CENTER">$110</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">2</td>
<td align="CENTER">1</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">22</td>
<td align="CENTER" bgcolor="#CCFFCC">17</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Gasper</strong></td>
<td align="CENTER">ATL -2</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">CHI -7</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">BUF -1</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">56.76%</td>
<td align="CENTER">$110</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">3</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">16</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Burgess</strong></td>
<td align="CENTER">PHI -2½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">OAK +3</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">DAL -4½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">52.63%</td>
<td align="CENTER"><span style="color: #ff0000;">($190)</span></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">3</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">20</td>
<td align="CENTER" bgcolor="#CCFFCC">18</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Hunter</strong></td>
<td align="CENTER">West Virginia -1</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">BAL -6½</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">GB -6½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">55.26%</td>
<td align="CENTER">$10</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">2</td>
<td align="CENTER">1</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">17</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shawn</strong></td>
<td align="CENTER">HOU +3</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">TEN +2½</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">ARI +4½</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">64.10%</td>
<td align="CENTER">$710</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">3</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">25</td>
<td align="CENTER" bgcolor="#CCFFCC">14</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Riley</strong></td>
<td align="CENTER">OAK +3</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">ATL -2</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">GB -7</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">57.89%</td>
<td align="CENTER">$210</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">3</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">22</td>
<td align="CENTER" bgcolor="#CCFFCC">16</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Kevin</strong></td>
<td align="CENTER">DAL -4½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">GB -7</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">NE -20</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">54.05%</td>
<td align="CENTER"><span style="color: #ff0000;">($90)</span></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">3</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">20</td>
<td align="CENTER" bgcolor="#CCFFCC">17</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Miller</strong></td>
<td align="CENTER">DAL -4</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">ATL -2</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">GB/NYG +52</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">57.89%</td>
<td align="CENTER">$210</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">1</td>
<td align="CENTER">2</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">22</td>
<td align="CENTER" bgcolor="#CCFFCC">16</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
</tbody>
</table>
</div>
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		<title>Chris Thomas 5 Star Pick 3 Contest – Week 13 Picks</title>
		<link>http://feedproxy.google.com/~r/tbfl/~3/LuMWCx88QeA/</link>
		<comments>http://tbfl.net/2011/12/01/chris-thomas-5-star-pick-3-contest-week-13-picks/#comments</comments>
		<pubDate>Fri, 02 Dec 2011 00:30:32 +0000</pubDate>
		<dc:creator>Commish</dc:creator>
				<category><![CDATA[2011 Season]]></category>
		<category><![CDATA[The 5 Star]]></category>
		<category><![CDATA[2011]]></category>
		<category><![CDATA[5 Star]]></category>
		<category><![CDATA[Chris Thomas]]></category>
		<category><![CDATA[Contest]]></category>
		<category><![CDATA[free nfl picks]]></category>
		<category><![CDATA[Handicapping]]></category>
		<category><![CDATA[NFL]]></category>
		<category><![CDATA[Pick 3]]></category>
		<category><![CDATA[STIB]]></category>
		<category><![CDATA[Week 13]]></category>

		<guid isPermaLink="false">http://tbfl.net/?p=719</guid>
		<description><![CDATA[“ALWAYS PROTECT YOUR UNIT” We got back on the right track last week going 15-8-1 as a group for a +$460 to our virtual coffers&#8230;.even with the wash from the head-to-head B1G TEN face-off&#8230;.Hunter is on the hottest streak right now going 7-2 over the last 3 weeks&#8230;.Gasper has been the most consistent going 2-1 [...]]]></description>
			<content:encoded><![CDATA[<h2 style="text-align: center;"><a href="http://tbfl.net/category/the-5-star/"><img class="aligncenter size-full wp-image-479" title="CT 5Star Contest Logo" src="http://tbfl.net/wp-content/uploads/2011/09/CT-5Star-Contest-Logo.png" alt="The Chris Thomas 5 Star Pick 3 Handicapping Contest" width="436" height="150" /></a><em>“ALWAYS PROTECT YOUR UNIT”</em></h2>
<p><em>We got back on the right track last week going 15-8-1 as a group for a +$460 to our virtual coffers&#8230;.even with the wash from the head-to-head B1G TEN face-off&#8230;.Hunter is on the hottest streak right now going 7-2 over the last 3 weeks&#8230;.Gasper has been the most consistent going 2-1 each of the last 3 weeks&#8230;.here are the free picks to take to your STIB this weekend&#8230;.</em></p>
<p><span id="more-719"></span></p>
<div align="center">
<table border="0" cellspacing="0">
<colgroup>
<col width="24" />
<col width="99" />
<col width="22" />
<col width="22" />
<col width="22" /></colgroup>
<tbody>
<tr>
<td align="LEFT" bgcolor="#008000" width="24" height="17"><strong><span style="color: #ffffff;"><br />
</span></strong></td>
<td colspan="4" align="CENTER" bgcolor="#008000" width="166"><strong><span style="color: #ffffff;">Week 13</span></strong></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shannon</strong></td>
<td align="CENTER">NYJ/WAS +37½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">DET +9</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">DEN +1</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">20</td>
<td align="CENTER" bgcolor="#CCFFCC">16</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Gasper</strong></td>
<td align="CENTER">ATL -2</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">CHI -7</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">BUF -1</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">13</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Burgess</strong></td>
<td align="CENTER">PHI -2½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">OAK +3</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">DAL -4½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">20</td>
<td align="CENTER" bgcolor="#CCFFCC">15</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Hunter</strong></td>
<td align="CENTER">West Virginia -1</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">BAL -6½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">GB -6½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">19</td>
<td align="CENTER" bgcolor="#CCFFCC">16</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shawn</strong></td>
<td align="CENTER">HOU +3</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">TEN +2½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">ARI +4½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">22</td>
<td align="CENTER" bgcolor="#CCFFCC">14</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Riley</strong></td>
<td align="CENTER">OAK +3</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">ATL -2</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">GB -7</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">22</td>
<td align="CENTER" bgcolor="#CCFFCC">13</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Kevin</strong></td>
<td align="CENTER">DAL -4½</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">GB -7</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">NE -20</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">20</td>
<td align="CENTER" bgcolor="#CCFFCC">14</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Miller</strong></td>
<td align="CENTER">DAL -4</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">ATL -2</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER">GB/NYG +52</td>
<td colspan="3" align="CENTER"></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">14</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
</tr>
</tbody>
</table>
</div>
<img src="http://feeds.feedburner.com/~r/tbfl/~4/LuMWCx88QeA" height="1" width="1"/>]]></content:encoded>
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		<item>
		<title>Statistically Speaking – Week 12</title>
		<link>http://feedproxy.google.com/~r/tbfl/~3/_1Kmt0_bMas/</link>
		<comments>http://tbfl.net/2011/11/29/statistically-speaking-week-12/#comments</comments>
		<pubDate>Wed, 30 Nov 2011 02:42:16 +0000</pubDate>
		<dc:creator>Commish</dc:creator>
				<category><![CDATA[2011 Season]]></category>
		<category><![CDATA[Statistically Speaking]]></category>
		<category><![CDATA[Chump of the Week]]></category>
		<category><![CDATA[Player of the Week]]></category>
		<category><![CDATA[Playoff Picture]]></category>
		<category><![CDATA[Punch Yourself in the Face]]></category>
		<category><![CDATA[Scenarios]]></category>
		<category><![CDATA[TDQBITU]]></category>
		<category><![CDATA[Team of the Week]]></category>
		<category><![CDATA[tie breakers]]></category>
		<category><![CDATA[Week 12]]></category>

		<guid isPermaLink="false">http://tbfl.net/?p=710</guid>
		<description><![CDATA[Yep&#8230;.this is the one&#8230;.that post you have been waiting for&#8230;.the big Playoff Scenario Breakdown post&#8230;.well as many of them as I could tolerate before my brain started to hurt&#8230;.oh yeah&#8230;.and we give away some Player of the Week awards&#8230;.And some other awards to teams that flipped the standings all to hell this week&#8230;.What a Monday [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://tbfl.net/tag/statistically-speaking/"><img class="aligncenter size-full wp-image-517" title="Statistically Speaking" src="http://tbfl.net/wp-content/uploads/2011/09/statspeakheader.png" alt="" width="450" height="100" /></a><em>Yep&#8230;.this is the one&#8230;.that post you have been waiting for&#8230;.the big Playoff Scenario Breakdown post&#8230;.well as many of them as I could tolerate before my brain started to hurt&#8230;.oh yeah&#8230;.and we give away some Player of the Week awards&#8230;.And some other awards to teams that flipped the standings all to hell this week&#8230;.What a Monday Night&#8230;.</em></p>
<p style="text-align: center;"><span id="more-710"></span><img class="aligncenter" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcIAAAB4CAIAAADuXGW1AAAAB3RJTUUH2wseATo2mOp2JgAAAAlwSFlzAAALEgAACxIB0t1+/AAAAARnQU1BAACxjwv8YQUAANN2SURBVHja7H0HfBTV9v/M7GzfzSa76T0kISEBQu8gRVAUUEQRxQZiw85Pn+357Dwsz4INFSsW3kMFVFB674SeACEJqZu2m2zvM/P/zkyyLGlgRf3nfDDO3rlz55Zzvud77r0zQ27evJnoki7pki7pkl8qNEmSo0aNutDV6JIu6ZIu+UuKTqejLnQduqRLuqRL/trSBaNd0iVd0iW/SrpgtEu6pEu65FfJhYRRl8tFtieZmZkvv/xyQUEB8tjtdqRMnTq1trb2fMq0WCxiIXfddRfHccF0lmX379+P9LFjx27fvr3VVTab7aGHHsLZ119/HTciO5CUlJSvv/4a+aurq9vN0L9//3feeef06dPBkn0+365du55//vkpU6YgQ3x8/OzZsz/99NOysrJOWoGaV1VVffHFF7feemteXp5Go7nhhhveeuutwsJChmHEPMePHyc7FtyiVZlHjhwhzyVr166tqKjAwYsvvuh2u1uVgLYsWbIEZ7/99lv83LNnT0flSKXSvXv3trocKWIPezweMeXAgQNIufbaa4M9VlNTc9NNN1188cUYRzF/u0JRFJqD/GvWrOmkDqIK/fDDD/j58ccfo/7BypjN5ieffBLpN954o5jtF8j333+PEr766qtgyWJ95s6dW19fL6aUlJSgORjHQCCwbNmyjmqbkZGBnkf+Dz74oKM8ubm5UDzkefvtt/ETd/f7/cHK4NSdd96J9Pvvv7+0tLRVVV955ZVzjv5ll12Gv+vWrUNVxas++eQTpDz77LMwQzHl4MGDOTk5zzzzDI7xt6OiJk2aZLVakUc0K1hcUG9bCcYFGdBqr9fb9uz7778vjh2O0Ycd3Q6ngkp1QYS+gPcWJSkpCSip0+lE1APeGY3Gf/zjHytXrgSY9uvX7/yLgjZv3bpVPIb6AjcHDhwo/oThAY9++umnSy+9dOHChYCzbt26iaeA5p999tl//vOfuwQRNaZXr17jx48HfqE+YjYcyOXyuLi44O369Okzbtw4tVqNUygf5Wzbtu3uu+++6qqroGE9e/YEEgF2gQvIPGbMmH//+98AR9iAqBZAOvFUK4FCrFix4rrrrsNxamrqhAkTJk6cCOUGqhKCXj722GN6vV7MPHTo0JEjRyqVylA1NZlMsbGxrYpFPVEx2ACqCvMDdnz33XcA90GDBokqCP8RGRkZNKHzFLQLJaBngh2FUVCpVBjQVjnR51deeSVADTcVO18Ehf/9738PPvhgWloajjH0QOoFCxaEh4eLGIHmQwdkMlmwfNgb2qLVaoMlY0wxFq3yaARpt87FxcVPPfXUl19+iWG65557gp35cwX+HgoG6IRvjomJQYroHd999120KDo6GsdFRUUbNmz46KOPaJoW+xad0KNHD/wMunn0f0REhEKhCJaMkcrKymqVx2AwoJ/brQnQ7V//+hf6Fr725ptvbttwKNIDDzyAdFFRUSVccu+996LtouagfLQFfAIWNHjw4LCwMCSeOHECf9FXsAuxw+H54L9BFwjBIvB35syZoBcSiSRYVXR+YmIiKn8+fXj55ZdPnz799ttvh7mhkqGnmpqaoPY4gB8K3u6WW26BIqEVwWzoVahTaMoFkC1btnAXSJxOJyHYAMwpNB12KJK+2267Lah54CnnLBBKAI96/fXXi/wCzrlVBuAaEFMsGXAp3mvVqlVImTFjBnw4UnAj/MS4NjY2dnQjoCHywAIx0qHpDodj0aJFOPXSSy/hp2hUV1999bFjx4J5oGTr16+HkgEddu7c2bZwYDGuGj58OKwC1RMToeuHDh1CJXEKVBEpsE8cw3hw05/b86jD0qVLcTmgpNWp/Px8pAPIYGxtrxJ775tvvsHP3bt34xjuB716PjdFPV977TVcsmPHDvwE38RdRCUEkop54D/wE6QYxzB1QoAkWHhHZcIvEgJn6SQPWBvyAMiAy/gJZiRuTUHcAA3svJeQefXq1ahquxmQ/uijj4pwg591dXVwcq3MCl6TEEIBHIPc4RicNDisbQVtQZ7ly5d3kgdYiTzwgrAO/EQNAXxiN3bSD6HVvu+++5Af/Dc0HX4U3BzpaAgnaC9iILE5CIPEPGIDRWN84okncLxp0yaxY9uV//u//0MeqLRY1Xblww8/bHcQQaTANJ9++mlRweAeCCGmgS2cs41/pMDl/BnnRuHZkpOTf+5V6FwoK1RqxIgR4FyPPPIIEAH4FZoHDh+IjFMIIgBA8G+HDx+GPwSphGcWCdGvEZCFVh5VvGko0QBpQg1xX5gTuGSrzA0NDaIhvfDCC6gYIlMxXWTTwCxciwxQazC+P2Y4fisBhRRZDMggIUy/bN68eciQIaBmR48eBaLBWkQQB934ze8OvwWbBDSjA0G4gFPwlJ30IVwy3BUywzGDGoOCtc0Dxo1BIVpIKNAHsHvFFVfgGOMLcIEnhvNDvIUSfo8W4e9XX32FGu7ZswfADQ7bEV09HwGhBgXGgcgS0Ci0QgQv0Q0AdqF41157bag+/3qZNGkSao7hCI3roQzw9LgpWNGvadQfI39GGIX+iUwH48qFzG92LmBPYDfg/4gOCGFs9u3bB4/dKhtikzvuuAPq8t///hfQiUgHoRmc87Bhw0KzAaoQ74TOvwQnRjsRMFzxjmJIi7/w2J9//nlGRgYY0CuvvIJjWDLYN1KCswqhYrVaEdUiJOzZs2fbs6gSwquSkhK4B8AxUp599llEaq2mikTW82sEJAsQ06pYaHPbWQjQDaVSec6JUVHEyBexArgJYBRc8u677/7nP//53HPP4SeQC+4NTi4URtFeGG27E6NBgQW2yhOcGA0KXCaIoRgefvzxx4AeeOtOegCUGY42+BP42HayGCIOIsCFEOYooLdz586dP3/+t99+C24FYEWL0EWI2YOXXHPNNRi70Nqmp6eLE6NBmTp1aqs8YAbiHEhQQFcfe+wxoAwhzP/CJXfeovMRcQ5NjOXRKLg39D/iaDge0BQAK2gK6oYRD14yZswY9Ha7E6PnKdHR0SNHjsQB7hKc7UU4DxgFFYUTQpnBzIMGDUIzQ283e/bsCzsxSvwZ5kZhSwkJCW3TJ06cOGfOnNBJ9E4EY4whhzLBoqCUSMnNzSWEZRBwH2BWaGYQRjDB3r17I6wDqkLpJ0+e3KrAVnOjbSdGIW8J0rYycK0iKIODAEYBiNddd902QYJ5YM84ddFFF4WqSFDkgrRNhwK1IlBt50ZNJlOrev4CAeijZGBTsFiAF+wW8I1ODs3Zam60o4lRUQCjTz31lDhfLDK44cOHAz0JIU5EcIS4Et0VCjqt5kbbTowSbeZG250YBRbg7+jRo3F21qxZsbGxuKqTHoBXDv1ZWlrqcDhC4UMURDC33XYbMBdRjsiyEV/Dqh9//HG0y2g0IgUIGFqZVnOjbSdGiTZzo8gDD9pKJVAO/l5yySWAVyAXiPzPWkhoV2A1cDAoCpoJMEU9BwwYgJoAr19++WXRW+Cn6MJFaTU3iu6FOf9cQMdN16xZAzME/gKU4bHActqloq3mRv8UE6N/BhhttcSEvxgkxErQCZwKLhF2LlB6DDOGEyGVCEwwZlC/G264AWEjlCA0MzJkZ2fDr4oTqRiYtlgGEAFLCrXntiIuMcGkYWCASEA2hhNkBHYV5JIwvBkzZkyfPt0kCHKCS4Ksvf7661BKcF5E7m1L9grSdqEAoNbKvIH1//jHP4Asv+2goGfA0FuhBiASyt0KRmHAaPJ5RnkYZfinZ555BuE82jJlyhR4GtHk9u/fL94OwUHoJdANoF7nYR1AB7h8ztAP1Aau6+DBg8B9OGkQTIB4R5nha/v37y9OMkDgq6KiotpmQyJ09Z577gHHhGNAfINWiFNSCIZE3Gk1WQTcgZYGp2valRtvvDF0SqcjefPNN3HrlStXAlJRWzg5kT38YgECogSYEhQbngM9j9Hp27cvITASMchITEwMtRdwnREjRpznglJH0r17d7gfMCoQUmjUrl27Nm7cCI/b6l4QKBtaesFxs5VceBjFsLWK436uiFR0xYoVGAzEAhhvVpDKykpCsE8gl0hRg4KxEWkdnHxH67nnFGgPoFac9oLBoCGwEIAa0F/MAKe6c+dO3AigHC0IIUQlIl0FtqJircoE0MCEXnvtNVgaGEGrs42Nje+++y7aApgO3b7zFxIxCkYrEHS/8cYb6D2YBLoRwSPSgYZi4P+bC2wSiANrHzhwICJuDAGG7/jx43Co7eaHrWIUEI8DDT/77DPQ2I5KhtYRAqKBk3711VcgAWgCrB0OAOnwRuKq928uCxcuFCk2VAVxFe4Ih7127dpfE4sANEUgxtCgqAceeIAQ3ACcxNixY3H83HPP/U4zlSA0cK5ffPEFPNaXX36JuAQpv+0k7O8nfy5Q/2UCgvbqq68SwuYSsLxnn332+eefR6i+ZMkSJMJmEML/3nWANW7ZsgV3hHKLk2jAcXhvBO8wYIB76PQ5ojBxY1ZbAwO7uf3223EA3rRq1argnIa4GgarBodCBsSJrWjpX0UiIyNvvfVWceISAAR/BjcmIhEhRMS/fkaiXUGkEpwKAAsWF9CffPLJ8vLyji6BPWMEER7BsXWyGAWvCZQBhuIYUbDYxuBKI8C685jmFwtuEUS02bNnQ2HARsH0zWbzrykWmjxhwgRgaLA5oKhB3wb+3nZm4zcR6AB4w9KlS9977z3wa1hNq1nRP7NceDZ6PnLkyJEFCxaAqQU3BhLCtAj8JDAF2vPNN98gAAHHaeUqQfcyMjLaJaSdi7hnPnTfKCHg9YABA8Qdna0ElAr8ZdGiReIWaGgztA3EE0QGDAswikAPgRLqUFNTI9oweAril7ZFAUqgRqAYOItj6BYIDtiuuOkdxA28Q2z+hR4WXhDj19fXh+4bhSAOwLi0WrUTBWHHmDFjPvzwQ7BCcU4cDCjI3zFYrUZw+fLlQLrQPaGEsNYP1i8Gm4TgKRGBtsoDnwpk6d27d9s64I433HCDxWJBhl69ev2araNinTFMcNUYXxExEYwHnQFQqVVsDsJ14MCB0D2hhLDsBioQBF/4YyB4qzzQAbCEYF+FCjoNzNFut8OLo8lQuV8cY6FDgJ6AUXSRiJhqtdpgMIhnxVnd0PyLFy+GeofuGyWEVX7Q8+D+BCDjjz/+2CoSr6qqQm1Dp7lBP/Pz8xGbEsJETbu0F7y71b5RQniYAr13AanrXwNGYSSIMtqmi9vfXnrpJUQi7c6OoceBWXfffTdQ6WfB6FFB2qYjqOnoEmjbtGnToFIvv/wyjAcEAVoIzYADB44DGcVd96AnyAA4HjJkSLsDD6ubPHkykAiMFVehdUgEJEGBAKlZWVm/fkH2N5RNgrRNR1e0mz8ImgDTIMdBCnrD5/O13S62VpC25dxxxx3B458EaZvn3nvv7ajaiAMwQDA/sB4gzpw5c35x6A1YEaekxo8fHywEColG9evXLwhAQVkhSNtyXnjhheCx6DLbSnCnbVsBBb7//vvhG6DtaBEI8i+jjeDdKIoQluOCBjVq1Cio5V133dWWlYtPhbQVcY+wKJ9//nm7ecQgMiiZmZnirWfMmAFrbXcCtKNdKK+88sovaOxvJSRC0a4X5XVJl3RJl/wy6XpRXpd0SZd0ya+VLhjtki7pki75VdIFo13SJV3SJb9KumD0jFRVVU2ZMuVC1+LPIhs3bryw0/Z/KkFXoEMudC3+LAIzEZ+77xJRumC0S7qkS7rkV0kXjHZJl3RJl/wq6YLRLumSLumSXyVdMNolXdIlXfKr5I97islsNu/Zs2fjxo2HDx/esGHDtGnT+vXrN3r06Ly8PPHRCIfD0eoFaKJkZ2ffcsstgwcP7uixny7pki7pkgsofwQb5TjuxIkTkZGRl19++YcffhgREfH4449bLBb8FV90FPoyhZSUlPvuu+9f//rXPwVBHgDoo48+CiQVXzXyN5DS0tJ2v8x1ySWXiB+fQJ5Tp061m2fixImh7y39S8vu3bvRoh9//FH8WVJSEhcXh7FuamoihBd3LVq0CBlMJlNHn7ebMWMGvPKFbsfvK2+88QZaGvrO5kOHDokvhPzhhx/O84W8fyG54447Wo3y3XffvW7dutCW3nDDDe3qg/jU6dVXX93uWZTzO3XX785GxW8P9OjRIz09/ZFHHgFoiu/0RXplZeV77703f/78W2+99csvvxQfoe3ZsycMKfQ1P4FAABg6ZswY2NJtt932e1f4DxM08+KLLxZf1CSRSGw227fffjthwoQ1a9aApItg+sQTT6DhYh70j9vthj6NGjUKSDpixIgL3YJfKwkJCYgwgINjx46Vy+X19fW1tbVA1RtvvBG+trGxETj75JNPwgGLL+589dVXoR7iq85lMllNTc1bb7111VVXrV69Wvz6xf8PgpAOcJCfn79//37Ec3+VdyCdv8B9Jicnv/LKK0qlEjoP9IA3feedd0aOHAndEF+ty7Jsr169QLYQngZfiYILxRe042DQoEFAGyhJ8CwOoFS/04tKf3cYFb8riwPwytmzZwfTMfzoLHQE/MMHH3ywdu3adl9gLHaK+MHY3+lNlH+8iEMLHBw3blxoOjAFfXX06NEgjEJ1WuXp06fP+++/X1BQ8DeAUb1eP2nSpM2bN998881wnOL7YY8cOWI0GnNzc/H3008/FT+9J75mEGgrfvsoKGlpaegr4OnfHkZF+1++fDnchthLwJELXanfRQAI/fv3v+yyy4IvI581a9aqVaumTZsGGBXfeI08vXv3BmK0+/oVnEXn4Owf9hGn3z2oh9+AYxG/ddH2LE3TkydPRoAP3iEqCvorPj4+lIrD4QCCn3vuuXnz5v0xnXKhROyBzl9xJr6mLPSNcH9dgZ1AMcC+wUMBlOBZCFamTJkifo0DbJQQZsYJwZW2W4L4DrpzviX+7yEihgJT0F1/VwxtV4CG0Iorr7wS4dqf5P2QreSPCOrr6uoQ1LfrN4JvoQehEMMT8UMg4eHhwY8gVVdXg5XA/f7Zvhzw2woid/Ftb518UQfxrPi+57+NFYlf5gDx1Gq1iNnFF8SBdCCUO3Xq1CWXXNLupztEaWpqQv4xY8b8gu/I/oVEdBL33Xef+K7rP9VrEv8wAXuAMtx1113vvfceIQDrF4KE5lmyZMm1116L7sLZDwUJPYtr33jjjd/J4/5BK/VgE8EPKwIZQTe+//57UI+kpKRWH1xsOzfq8/nAz5F58ODB4mev/+oiOoy272yeMGECIlzxTcOiz2j3s2uvvfba3yCiFwUDPWfOHICm+C3Jvn37NjQ0fPDBB+PHjz9+/DjGXZzJETl4nz59Wl0Os0FvtPsm47+NiJrw9ddfL1u2DJ0zd+7cIUOGXHfddX+5L2z/htJ2blScGBV9TNu50d91YpT4A2AUDUNIPn/+/G3btgW/VuZwOB566KEtW7a88847IgXLycnp6FvKKAEUlWj57uvfRsQlJgSziF7ffPNNkO7HHnss+P2ltktM4hTHwYMHgTLjxo37exBSKDfi+ldeeQW6MXv2bEQhaCNiFygGPAp0QzQMsTfEJSYcl5SUAE2gM08//XRHH1P6m8nKlSsnT54MgKitrYXjiY6Ohov9/2Q2gxCWWNasWQPnITrUzudGkfkPnhv93WEUzb7pppvmCwIlEFfq8/LygKojR44EJyWExRawj45mPXBVJx/M+StKqyUmuFaQMkDqZ599BochfkiyoyUmaM+TTz6J0P7vAaNASaDhcUHefvtt8bMTV1111QsvvIDgI0gzxbnR4BITfoJoAE0Q1t1///3iK9P/riIur/Xv3x8OBtaE6N5ut0+ZMqXzL5v+nQQ9sGrVqhUrVqxevfrP6Tl+dxjF2INo7NixA0N+++23P/PMMzASrVYrfqyVEPjIxIkT+/XrB4qKn8eOHVuwYEFwbhTYumfPnk2bNo0aNWrWrFkXurt+F0GsAcq5bt06+BIAB8g7vKgY+MPZwHKCG57ghNEbRMvXKP8eEhUVdeWVV8JIxN0q0A0xagH56uh7sQBf8aOYQFJ0xfXXX///z4yhwWCAHYGPww0fPXo0+Cnvv40AKPPz84GYoRueDh8+PG/evNGjR4tsFHmOHDkCbG274Qkd8sdvAvsj5kbRF8OGDTOZTICA9evXv/baa4BO8ZOZAAgkiiYhCojnwoULQy8H7UIYC6D5WR9T+muJ2EWLFy8WcWHmzJkiLrwgSGhOhHKgou1ue/iLCrgkKDZgtNUX7rp16xb8JlpbQTb4Y2gLYp3k5OS2H6P+G0t2dvaDDz743XffPfTQQ59++unfZiOgKBhZQCfC1mDK3LlzX375ZWBokIrCXuBCrrnmmlbXLlmy5ILAKCE+NnOhRHw2Izo6+l//+ldDQ8MFrAknPA4ABnRh6/DnkQ0bNkB3L3Qt/iyCrkCHXOha/FlE/OTiha7Fn0XCwsIu8Bai2NjYkydP3nrrrQjbfT7fha1Ml3RJl3TJL5AL/IFlkHPEsPPnz7/Q/dAlXdIlXfIL5e+8ob1LuqRLuuQPEHLz5s0Kg2Lbvm3XT7re4XbMennWVYOvumnSTSRBLv5+8aKVi+ZdPe+myTeZGk3vfvfugWMH7r3m3nvfv9fldo3KGvXKPa9o1Vqf3/fjjh8f/+bxgQkDLx98+bDcYSgHifhrbjIbIgxOr5NhGJfH9eXmL+ssdSm6lBsn3Ogn/SzLyqQyEFIJKTHWG1fnr65orNDQGkKcIA7dRXquFG/AG6+Of/SGR8cPG2+z295f+f7Dix/Oysh6YNIDd155p9fjZVjmnNuVvfWWwpgFsoFxaHuAZI66Kpeb99ydONEZ8Dxdvqy3KokmJBRB3pVwqcxMqW7LiJ46oHreWm95Y8RtvcNGpNt3l1leP8JFEKSMJDycJEoZee8Q/aU5jMtHSmmKpriWJUWSJDmWI1iWlEp8Dfaa5ze4vq0k02Ty7vrwq3vSMWrTO3s9B+qpCJpvJkdwJlY1LSX84mzrhiLbs4XS0RpxT3EnHSQhJBXO+leKvv7RfGBoWNYDmVOHGHpUues/LPnpI+OGh+64f94jD8WlJXbSGyzH1phr1u9cr1Pqxo0Y99O2n6Z/Mn3jgxtHDhh5rPjYfW/dZ2oyLX54cf8e/bce2Hrz4pvn9p+rD9ff/eLdhIJY9OCiqRdPpSV0eU35B99+8O62d28aedPVI69OjEy0OCzQjYYmfh4cIwKtgAKcLD/54fYPjRbjw6MfzsvNc/vc/OYeCQ31YALMkaIj3x/5PuALqGXq1mogNr3jFIqkDhoP3jLolqdueyo1IRU3ev7j5z9f/TnRkzj82OHemb2dDqdMLjvnNpqfli17cvr0SIIY9o9/lDc0fPjxx4MJwk8QJqQQhE4I604SxHqCmHnttX169ty0bdvqtWuP7tljiIh49a23Xlm4cOXSpd0zM0tKS7fv3q2UyysqK5evWGGx28Wneves/yknO8vn8z35zueTuOcy4om5/0f8c/Wq/r16oLtoWur0Bo7s+umH/718+oeqJIKQtVTs51jJmZS21+LYThC3fPzxsGuvlbW3GTNUFj3/lG3vs5WWdAUbqLAyJ7UJcVHaEd0i07KTVm8rXLpyh5L1S2gJR/LrRRhISiIh/AwZYNx2d0Ja/OjLx8EePXar2+VMSIwpL67M33+UJBiapjmGpVlW7ffrtepwCb/6HobGUqSP5BoYkqap041sZr/IWZdEKGQSjvi1AntefcCxdEN9vYuYc1HE1JHhFEWW1vjmf1kt09JffPTf/v0HnHPBSqfT8UE9IDJCFyGXyTflbyo9Xjpk1hAoH6zocPHhdEX6mP5jdhzcsWzjsvLa8juvuFMhU9xx8R115rr1Beuf+/y5aHW02WG22q15hrxukd1W7V312YbPKIKHDJTgJJw0S1OsgCAAJ45USBR1zrrnVz4v5aS4C/4JQ0tyNIdsSomyHTs5jxQZLTtuPb7kx897Z+XFGKJvuOSGh9c9fLLx5K49u64YfkWMIcZj95xv16KmGFKOrfU3qSioK/d13a5cWfzs+IuPOsp2WU+yLEdJJbRSFfD7Aj/YtP/uDoBr/Oao9eMTZDSsn28R5+cog0IWG8b6Avb8MlV2rCwqTKwzPyok4W+0O49UhQ3J4NvuDBBaHny9J8zmDw/ob+oTdd+Q+vnbvSfNlAEVYIG6EqWUpEimyU0mUNw5LEX8zSaoDDcljwOM7rKdHGQuSNfExikMl8QNBIy+8t4bw0YMn5p6DdGxhmDI7Ha70+3sntwd2Ldyy8q5KXPTEtLg/OwO+7bvt7395Nt6nf7jlR8/teKpmb1mDs4bbLaaH5718InTJ97b8N6xqmM0Qddb62sba6/tey2G+8VlL7o9brhMVM5LeH2cT8pKCZZ3E+gTg8QQaYhcVbBqZeFKXjegGqgcxzsESkLJSJmUlhLt2k2nugEl7B3b+5MVn1yUN/ray2KzUrJmXjzz8wOfE98R+yfuz0zKhJ0HAoFzwignIObw0aOLCgu/O3YsjyCgT4cJ4hKCALQDCl0E0SDkzM3OPnzsGDD0wPbter3+3cWLgaGfvPsuoLrGaDxw6FCkXm+xWKqMxsioqEa7XSzf7nCgY6F6XobQqAkFRYy/KjkyPAwlMyzH+HwyCTVs3BUORlZw/GlvSZ0C6Z32hOhKOukb8mwHhGPY3g+zZvUcPz5S2DLRiXi8rM9KeBwBid3jxWAZJFKjsWD7TvfsqZSMTohS1xvNtJQWlQsYKqHhE2mf0xOVHJPTJ7v8xKlTRWVlp8unXXNx6cnTxSdP0wADjgcd1EfGEVJSQrJcgCCBoSoMPEXoJKSK4YwMEa6VHC7zu32cXEb8emFY4pI+2qIS1/4yx7vfNQ7OUcdHytLjZQMytduOmxcvXpSXt+h8dqry++8++eGTSWMmadSaRcsXHa89rpFr9GH6gD9Ac3Sv7F5Ldy79YNUHYdKwvLS8ZXuXrd29trC6sNpSzXiZkpqSEmNJRUMFrMXisRQaC+HbcaHf72f8IKAMFaBIFk4oUOepszqsdpfd7rbbPXa32+3wO+wBu42x+RgfT80YAn+BqmQryz6frQv8NTxAl1iLSRcxvM9wsJjhscO/WPWFU+ZUBBTD+gyDWTqcTkWnTzUwTk/9K9voeI34xJCb8z9V8dWndTsSpbrpcSMVpPRl43ejtDl58mQiXq4ZlEJQBBvJGKb0avrpuOXtY2Q8IEKoCq53ctL0sLDRGWhQ0/sHyRi5ItkgNg0pcLn2Q+WmebtVo+OlMRrn4RrfZhMZS5M0yTS4fUaLItWguijZc6iOMbtJGQWcUQ6JkyVGONaXsFYvqZa0WEFoB4WmkMAmCUmFydTdFNHrTYf3WIp6apKztIkqWh5Nh21tLJD7ydzcXENsh0+sgwSt3bb2VNmpSy+6tKy67MH3H3QEHPGGeLVC7XA6BvYd6CAcLy5/ce2etVNypwTIwLvr3t11eFeZuczitiAgKKoqKq0prTZX29y28sby0vpSv8cPTYB6QDiGoxiK4ihXwFXnqgNeQzdsHhsiGJfXBd2wBWxOxhlgAzxECY9ltNaN81MM8ULKQH2+Z8n47PEgpAiPdH7dhooN31V8N6nHpNSkVI/XC58hbkjsSEoKCzcvW+bweL4rK8uuqcEAHCKIDOGfXJgaqyGIbQTxwN13nzx1auk332xds6ZP795fLF366FNPffzuu8aamqSkpB179sTHxDRZLHKZzOv1bty2TS1QWsjdc2ZHGgyA2iMnivXWdVkJRI3NGpt3c5hOJz56wPMShunePdtGSI9t2hxxdgeQ7TWd/JkpaFQVQaQNGpSQkSHptDeO79y6+5MtpFJpK6vX9urWO9VAV1aftLHlLEBTaqo32ywO+EHUmeSBkadzEpIEmkppuvx0dVV1fVV19Y03XOYPsMcLixn+ARQeJpCN4kgNy2pIViKTaSQSvZRQS1i4EJ0MFWItPtbMsP0JOiJeqtcDen+DjU0oIzlGfqjI6ZexpvrAgB5qEOg4vfTASc/W/ZumTr46Ovoc+8kWLFjAd1ZmZmZibGKdqW5A+gDSTS5au2jp1qUKqQL61+ht1JAaGSU7WHFwf/l+La0NcAGHz0EypMAiOI/Mg1ALsAWfEUFHqGQqhK8MwZgsJrgXq8+KqL9fer/hOcMz4jJ0Gh3GDfbp9rrx1+vzwsZ4+3HbGt2Nte5am9NWVV7lZ/1AlNYDzp39t40gcpAy0pV7VvbI6DF19NSheUPvm3rfwu8Xbjm05aKBFyH2hPVitM79XC1/C/BnMkkWOb/bjWavbaAmI1sRXxewXqkfOEybxbgZOk6J0Jvf63Bpuqem0fLoEXKQlKSCl6NnCPBQ/KOUMlIj9ZVYiOEtg4YsvoC/zuY72OgttyizYxQ9Ih2uk8BWtIHUSAIlNsuGk/ore0fckVc/ZRs7jKVUUkoth+tkqr2EiuogMmt9APzR0IoBEd2vMQxdZt61qeFIto5H0r7h/Pbbz37434TLL83okUXJ2t+4fqLkxM1Lbl49bzWIBP/w7uSHdh7ZOfud2d3Cu8lpuTfgdfldYZIwCSFZcXCFnJIrKIWVsbotbgnL802GZqRyqUqqkkglYXSYRqrhNQrOzOMACsPRmhhTkj5pSo8pA7sPTIxKVMqVfKDn8+AfdAPBPq8YLhuwtcHVYPKZTA2m2rpa6CTPZ3+OQE9jlDFGs/Glr1+Ki47rntJ94kUT1x5fu/mLzd/t+K5barcoXRRU8RzGRhAF+FdbO0A4LhUSuwsMjhX+VRLE5Zde2tDQ8PWKFRtXreqZk/Pa228/9tRTi954o6yiYmDfvojiDx054s/KAlaeLi/P37cvWHiPjEy5gnfwcDMzJ1/8w2d39nYsSpISBYeO6iIiNQpZQEBScDWJhOrfJ2/7mIsaN20xdDCZEbQPrk2oci4bIvQEsWHGjO7FxXGd7tFmScqHQsDi9Sqpze4/aJIqlPYIoqq8PsXlczk8iOODb2ijoEA8phIBlnG5XQDThoa6m2ZenpoWv3bdXpeHk5EM5fdLpFIYFOUJqCWcTir14Zhj5BSRrteYXAE+bGbBaX0mO9MrlY6W03zAJTSimbn8UgHOJ0bR14yM/Ghd3fpi54AC59g+mqQo6dj+uiUb9Is/fP+F518MvrKvI+HRSqVUPfHOE6V1pSCJTq8zRhEDrMQxiCRsw0/7WYZVckpSSnoCnviI+Mk9Jus1ekO4AQRWqVHqlDr8TyVXATqPlh9tsjQ1WBp+Mv+ECH3WxbMmjZiUHJ3Mg1fL0IlzDRa7paq+KoqOig6PjgiLAOayBNtoacx5MiebzkbPnxl5os0sThtDEf8qaEWdr27VllUDcweCN9084eaF6xfmm/LX7FrTL7sfyoT1dvqYLSf0Kj/54OK8e51FOko5NXqQjXWX+OoQ4E8M7ysnaNbFSjRKWUI4J2EYs6fh0Z1ENkGKEUyLhqKvOIeftXko+JdYNedseee2UDwFREmLogl1wOIgpZQiK0qSrmIcXlLHKx8iOs+2emeGUTskVfVAknNpGTkA4yBlvX6uxEelUSEGQnbQI2IqxxJkvDJyUuIQwOjy+t2jonpla5NSNbHPZFz/VPGXG1esGTJkSHqfHmJ+xurhvAwd3awxMolsRq8Ze47vefObNxFt+HyAN0+6Jh196HP7KIKC43Rzbhkr01E6L+e1BqxD04dmJWXptfrwsHClWgn1CFOG6dQ6VKXUWHqy+iQAtKi86Jvyb4Z3G/7YZY+NyBsRrgnnOQtJihPH0BNASU1DTYO1ATwx1hAL8otTCKzWbF8z4z8zesT3aH5gqW0E2+54imbPsj3jeq7etfqqwVclxSX1zuw9c8TMzfmb/73635cNvSy6fzQhPAPTyaNQ4vilCsTTShBmAmNOhAl3FlOOEMRFaWkFBQVzb701Oirq6+XLgaFPPf64UqEAizQ1Nv60fv2Uyy8vLi6maDomPi4qOjLZbq+oq0Oxx4tPwdw4/i08/pS4mLC0jOJKYnh/4tud9+5SLx4xZIhCKmWEh/rAYbMyMnr061e0aUtkm4ZyPz+lFf5IBQ9xev/+qIQEuuMP9jT5AmhyjpJWKtQVpVWqGL16dH/Z7qOyWltDbYPL6aYkFD8tQwnTMr4AeBVBS3jyK6EYBCKkJjEpwdxgA1JwNgunklEKOXCWEjIyEsrPawKJUdPLZDRFaKV8eFXrC1R6CaVMwnn8Ej5+aKk+zJUjz1jDzxc4qb5Zyh6Fag/r+O8my4BMZbiaHpql2npU99O61bNn3967V+/OS+DRauHyhTJOxnAMIinOySEN7CAlKiUpMik6Ojo9Lj05Jlkfrvf6veOeHpelyDLajdWu6skpkycMmgAOyE/VccTavWsXrFwAyoA2oStiVbFPzn5ybO+xLGJ1QYIYit4prS79vyX/5zA70N3xUfHThk2bMnwKTdAKuUKtUQdcAbnkPN4p0MZ44JXUEvWWsi0rNq+455p70hLSHp306IKvFhw6eehYybFeGb2sVmsnMCrUkePdJsEUe2qX1G9/MO4yK+N8zfjDfxu2X6TLvSl2zAhVlp/m6Di1MsXgs7nM7+V78hvpIQoRH4VgWhhTKcGUuT0VjeoBydJ4LWP3htyFg3qpM+P0SwcyXi8bYGmDmu6u9R93gbbxDYIt06zjxxJZTFj4jF7uJdUkvLlMFnB62Eo/lSk92xzINh0RxFa+QTKJJEObMDt+3EfGDbsaCnrrUjO1ib0juiHHR2v+e8XMq3kYZQn7cWPl1gJVbnSyoScloAko4dJnl8ZMjlFJVB7Wg3A74Alow7SpMamphtTYqFhEMBnxGQlRCeHh4Tv375y1YBabzh6sPZjGpN3Y/8actBxfwCeXymvNtZ/8+Mn8NfP1hF5Gy2pra2+69Kb7r7kf0Qk0SnzkV8RQ+Dlc8tPun2Ytm5XNZTtox4iMEfdcfk/Pbj0Bo0qFEtwPYT7w/ecqBl84RYfFhc35es6AngPyuucN7DXw8iGXr3p/1ZYDW3IyczRyDdxDJzAqzqzHCzOS4qRkGviHcIxrgIWTLrmkvLx849atz/zznzt2777jvvuG9OmT2a3bTxs2XDdt2vGTJ5ctXz79yivREI/PB1olU8idLmewplabHTgurD0G4pO77zo0vodz3YjexCufzNlzaN4t06cmxceik5AnPDwsO6v7IZXa7XLKO3Kh5+iM1hmC+kQJ/Hr7vHm5Y8fqOoZRqGAiyHiM7lRdk9/q9Q5Ldbr9Hrc/SiFpMNngNmiahtnTAY7nBWgXau71o3RoPuv2ZmRn7a+wSgOOgM+tUCkUWrXH50W8T/hYuVzCiDbACXPiFIkx0Spph9PfxFHjY1SGgEtHMr5ahzxZRtFB4GyhpaFNOm/BxQgarx6tP/mFs8bp33rIMWmELlovHZSu+d++qlU/rOyZ27PzKJafG/1u73fx6vjc9NzrLrrurql3PXT9Q3OumHPN+GsuHnLx4J6DM1IyIvWRWo02XBveM7bnSxtfcpvc1bXVOw7tAEfqk9MH+rcpf9P171wfwUSoabVCoohURj5y0yOXDrjUH2j95RP0KuK1K/5zha3BJqNkUEPwjp2FO4GbvdJ7wew3H9lsajLx6/WdDHvH3YSIz+KzSGySIb2HRBuiM+MyX//i9TqqLlYeO7zPcJgrkFSlUuEAgWptjdHpdIaFhYnXAqcaXtlKx4a5Oe9625EseewoXc4WW+F2y/Hb48aDfyGIyKETwCY0E1I1fZNdBVXm2/YTvUkwSrFt4uSnUEOSbQhQ6UpNz0ROSlBqqSJJH9ICkoKX1coQBMvi+Hca2XeU+U/bKF0LB0cMVOWlUmTqzJiA1M1YvZrByYzT5fpfBZlGE+Q5p8XOEgXiJYpeUbu7wFnZT5ueqU2APjM2/yHP6cmTJnVPSKs7VFJWWOxKpeUxOrU2TJxTrzZWv//e+0m9kxL0CRflXXTrxFvnzZj3wIwHbrrspimjp4weMLpvVl8gqS5MB76p1+tBTT787kOO4dYeWXvq1Knc1Nz0lPTK2sqPVn60YMmCnKicMFlYqal05uiZ866b1z2xu9t71gsS+fdzyxU7D+289tVrU6WpUCSg5oZTG46WHM1NyE1PTK8yVS05vEQZUKqlHUdYndqPQWGo3Vvbr3u/Hhk9kmKS6AD99ZavN1ZsnD58OigqFANaIZPJgOyNZnN1dSWwIPgJxYLCwmXLlvUCEYODEfA0XpgV5QSimo+I/pprPB6PlCR37Nr11vvvD+/T59mnn96zf396amp5ZeVjTz/90nPPHSssTEtLc9gdNMU6Xe69h46oBEhCCfqI8N45OVqNxuP1pSfFFzR4JMZ1KTFEeixxvNCxaOWeE4XHT5WUAHNkUllcdGSRz2c8cDCiY4gkzwNM2mYQlvSIWrs9ecKE2GQ+iAwEAqaG+poao1KlCi627Nm0sXrrVk1MWJnZ4Q/X7qixH2AkM3PovCRZrclVYQrIpSS/EspxEpqm5OAdElIKJ0VxpKTeaZt53UV5mdH2RmtNdQOcpzMQSI2NUXLk/pLGO69OdPnIpgaPBt6bYyOltEouiTDohJ0tlD4yPELNUy1nwKtKVpEitHHNIHpWhP/zkTRSRxnNbE2jd1+p98rBOhlNJkbJ9hx2F5WeHjN6rPj6GwxxbW2NyWTSasOCwLpgwQL+aMkTSz6b/9ld19xVUFmw4ciGqMgoxGuIrQCC+BvkC6jt8Lzhj1zyCHAK4TMC/2UbltkcNrPFPH/F/Ax5Bk3CBbE+xnfJgEvG9xsPOtN62AQqevL0ydLyUq20+SOgckqORnyz+ZuDxQcVMkVyRLKTdXLNO3q4DhvdibVIDfmN+Us38h+fQHQ56+pZZrP55KmiJmuTTCplmUB1VZXRWF1dVW40Gt0ut8NhP6uS/E4kzsK4MFSlnrqna1ZeZRh0aXgfpUCC+CV4HBl0CLFtPxUHCC9+tlMJ9KuU8xY1+iotqoxodU4c0cK5iObInpBFaeXdDHDOcNHgmyTDnVlbpQhOwXmPmvy1DuXwREm4klJJGYuX03AtGEqGss5OUlAoMDRNHTszdhSSjtlO13mbIuVhQxL5WL6+qc4RcDiUfiZZoYwKR+TusFnFSkYYIt5b9t7XC75e/K/FQMxn1jzTYG8ACYWa8ouIgm6ILQKFjIqImjxm8vBhw0saS3IMOVt/2nry1EkA5dGioy/+8GK3xG5wb6WOUsJAzBw7MzMh0+1xt+owYBYGqOBUASLkMHkYK0x85UXk7Tux79ut39Y21sKLS8OkTYEmUTHa0Y1z8S6YYlyfuNu/v/1wEf8VvPTU9IGXDyQ2EadKTqE5apXSZrUYeaksLy+1NFlsVlvwC2hiCFMn7DSCr0sQFugDAujUE0TPYcNKy8pAOfcfPbp558675sy5/8EHV65eDRj1+v1Hhdctx8bEeLzecMFnw5FH6M56XcDC9xY3WS2wTH4piWXHjxjVGDGnsJjYVUpMvH3+Rwtfi4mOfvSZ566ddeek6Vf/46Hbt25ZLa69dQIXv2A/kDhHAbutKThaXV5eV1dnrK4oLz9ttzssTY3BbxDAW6Dw/XVOliSL/eRpIzE7zZ8TJ0mNUeojdARLA0PxD0xSqpBTaqVEpybDVJROw8il6emZCqW6ocl1sqiKQZClUPSIj6U83oZajKwkI1HVt4eWUUtwAx/qwneIjKNkCqVSIyW2nq5bX+MqrrLTkXJSWMI6E+uygllxzUjV/jaFTiXAcOP6hRkUErslkF/sYlhOHybJTlUfLTh17MjhqsrKGh40Kioryt1ul8ViaWXuRHZatsVmmfv2XATmK75fUWWs4ic12hO5TD7r0lmjc0ebPWaEYC6Lq66hrqi66EjNETktF/U7RhNz2YjLgrNdrQT6uufEHkJBiE0V2ywlpUa7cfWO1TiGEdoZO9dJH5yrdySUBNFifkF+qbFUq9beOvZWwk4cNh1ae2AtfKNSDmrG1dfV4M5yhRKA0FBff5atEZxcQg/VdH/TtHpW8Xs3agcP1/Wo9jS+Y16XqYijAxSZopDF6fx2l/25U2SupM14tdRdTrL1bp/ZTilkdLjq7Ex8Hgq9GR/O81Y/w/kY8e2yzfjA8dMTgZN2d7lJHq1TDoohaSJQ5SDCuZYe6EhNWrMQTtj0E6kIGxfDv/N4cdX6E7ZKhUQGYMXPGnMdgyFLT5ZqpG6bxVRbYTPXiwUnxCRcdfFVep1+275tc56dU7ao7NjBY022prYr2uhJQGqP1B6PXPUIEUZUuiqBOrYmW0VNxamqU4SNUMlUaJXL7PrniH9mdcviV+rP1g1oC0atxlyzp3gPoSeaDUH4X7fIbm9vevtU2SmNUjPZMNnld/0y59qsnKoYoozYX7jf6XH2yuh1Y/8biThi4faFpcbT4MJhKqXbaQNeSGipQqFsbDQjWBGvFWmYT2CjUmFWlGiZWywHjA4YoFQo9h04gMRnnnhi0IABS7/+Gpz06iuuqK2tXbZiRc+cnAaTCXErHHhRSUlQS8RNoyK7zj9wyGa38xuw/H5grkPeLSaKmDmckBycfHT/JmVYxLDBQ411Rtvx8undj07JrCkiCPcvopyhHdauGqGBxz79UCkhbdYmp9NBS+VQ1fq6uqBTwX1tBKFzu806wzG3ZvYlYTlR/ICpZWxOoiwhSkqw/KZfiZTmF3VZ3oHhKjAyL0XootRFp2v37D3ZZHWGa+QpUXpEWWV1DU5G+s+ZMC0qO02VEaeucwcqvQGLn5GHaVx+wudjAeE1Dn/fBH2kktAkKIK0RDAa/g5cy79f4kD4cshusVLgZlQ0tXyH1efjSxrUQ4P7bd68UadWNtTX+XxeIDqYBCA19FoeRmtNtfe+c6/L5EJc5lP43vzyzbbBeFAidBHPzHmG1JHugBtoCzCtM9Xx25VaOHVaXFpGYkZHH89Byfsr9ifTyfwMYkhrwWTLKsqM9UaE4VzLC6vPoR0dK4iKUh2uObxp7ya4d9jtuJHj9tfsP3D4oMfrUao0ughDdFR0Q02FvanWbCwhA622lPIeTksrnku67uHEy6dFDYmg1CqJfEHsdbnyBMbPSuJUEp3MW2kOEA5SGVyeJ0JIEv+XlJNMg89TZma9TPsVJglao6B1KhBbwhEgJMEOERSBn0VifFUWlKnqG8eyDFPlJJRUB60O5aHc2SmE4KjoVFXs1ZFD8LPIWtnktMVGxn755FvTpl8XHZ8Q8PtspjqXw8pJJC6P2yluZiQJeKPNezfPfmk2Yt6IyyKeWPXE9r3b+f2AbTaa8CELRwztO/TL27+019hB2+RyudfnrTHV8EZJ8owVBzlpOZHhkbx2tdeKJnvTcuPyGHlMcyNIXgc0Mg1hIUpOl8CGc2JzQMA4jjuHnZCdnoojHlr/UElFCaLjvJw8Yhyxa/mu0+WnGZZVqLXxCUkSEkGl0Vxz2mmqItlmNQ7ObUuFzfaUMCtKCnOmGrUatEukJ3NuvLGoqGjWnXd++/33X3/+eWNj48JFi5D+yAMPuFwulNzQ0BDwexHXNzZZstPT4xITXC0DdtdDjxQVl4pjJpdJWLnGFSA8PsJsj/5k0YKl7z0xWrdrdDQx+5+Pdpuxfvb8A9c8PM/YvBmsHeHO1ROteit0lhFlNhwskMjliUkpPqhDU319dbHXWk9yZ74Ahn4olso3FNqnDZAPztLQAvFy+6iickt1vZeGwinkGo1aBSpKUzKEWyyBUFRNkeUVdft2HTYbjTqFNBBgiowNVpYh1bHTJ0T26a5CYCalJcMTtANiwzJU0v0m56G6ptIaU7nFeazRrSI5m91JSAKkUsKJ+iEuNXGiVjSDKT8BIDrhnwmpEooY0zssTEodrvcUV3txeW4yHauSuVx2hVoTn5hkqjdaTDXVp497neZQgOJRYPvh7cUVxfyuRWF7fFV1ldfrFR1IuxIVHvXu7HfhZSia0qg1dqddSvFboxmOQdE903tKaWm7mi7SlmJ7MfK34t6g703upvzj+cYmo0FhaL471zGYdtpB8IP2gP1AwQGr3apRaW4YNZOoQfUCiCVpGTyrAsBhNlYqlBqClpstTW7PGSSFJ2hinNeWvbrWfPiU07i6KX+N9ZCVdQ0J6y4npayXkGhVpIx2n6rnCO6sacogCIrYhcjG4XPuq/SWNLTbFbiWkkolShkHC7Yx/GTSWUE5R8i4QLUDKKxI45eSA9VuUkGeuRfXMrHe/lZrLqRCiJDISIVuRBT/bsq9p/PrciTd/nHxlQ/dMrBPf6SAeSUkp0XGJChUWofLbbXwgTNQpr6x/sc9P4J7KKXKcGk4wNFqsSKaF9rd2kIZlkHkPqD3gKdvfxpcBQbEx+n2Jt7gOKLIWZSblhsdGU21zGe17RB+ttTBu8Bmd8S29KaeOF5x/EjJEYvXwscx3HnoRgeCS3rpevkKfCeK+S8pZKZm3Nf7XqKYcLjsDMdKpFKpTG4zm7xOh1IT7mVYk7lBXCIXaYVFYI7aZj3hjec0QfSfPr2mtnbFypXhMtk3y5d/sWzZwN69P1+8OP/gQavVev3VVxPCS1R9Pl9Obi7i+uhIvcPtBowmJMSBr4kVEx8bWrtho8ViBWllGU7C+FUSYtVuwpPz8uirHnx4AqlTEs9/uuLuOTdnpiXFx0YPHtDPm9fT3ulkxvnAyBnHS5I+wT1c/MQTj5YUG+ISAGrmWiPHMHJ1mNPrNZnNrGCYPoIE8a7iJHwYHsmvwTMMPxnhD3AalS7JoJIjFnW7Aw4X4/FRDCulKKVMopXTCqlMK5cqZFI/JWn0BRwsaTDo9EpVeMD+wQqLxR4QYIHVpihitfK85Ji+SVF6gqm3u45ZnMUu36UZ+mTGp09R0QC8IEoKB6RIS9kz6NmCsS0p5yEMS3SLp1Mi5VqK23HC5vfZw/XqF1/898v/eVMq5zWvvKRILlcoNDqH093U1Bi8kB/FY6eOKUiFqJkIAGOSYsqqyigJ1SO9R1tNFZ9HGpw7+KGrHvp4xcfAJKvDqhTUgN+YwkmzE7M7YQso38W4kK3ZEkgRiwDhtNlpfmnlSyzDJkoTWY4NbscQ69DZI1ntLdkrKWVBXcGuwl2XDr50WO6I1+57/dYrb9UK+79IiorQR2blDaRomdls9gdYh82qVJzpARvjgqZkhcWXe0z7bSXCThzyuqhh0yOGSZQSqV6Dynj3mkgiuP+3Vd1aVu3xH2zRzwSTwNoYB8/iJVplM2ZCa7wBts7P0c39cWbJUUIwZS7W6ZfptR6yPlDm4NQUx7UK2oO/yTO3bn3AK5KKlicreTjudc+UtLvH0akxwhYmHtT8Pp82TC+Ve/xMk83WhFSxxCZL05KCJXyUTXIOryMuK87NuQuLC3VaXUJsQjDECwpSonRRU0ZP+ea2b3BzuMYGewNBC2NnIYb0GQIqyj+r04FSA4hhxDzOijjZohu9wnv9dOynFUdXyAhZnjbvZ+hGewAjoSREJLEif8WQfkOSY5NH9h41cduksYNGw23w9kBLkrplhNujPT6/y+Ox2+0+RDBKlTj/rRGgkxLMhhNC8sMEMT4ujkDAy3EWnw/B5/xnnhk5dOj3q1cjPNfqdNuXLx/Yt29ZRcXRwsKEhAS7w5mWHA9fFRNlqKmtKz5dToYM1YI33pw44eLISL3d6ZYHzNsPEJaY6yYOHXJSte14vqffte97Cfmeg8eyuiWDqWR3z8wePKjm8LHgJCt3LiJOdPokrZPjIgliVn5+Ws+eMhnfG1KZtFt2T78/YHc4vF6fzWqJjomlKKmXJMtAp6DXFK1XSfh9TfwuAkIpY6Ij5BIZQXrJcJlEIaHUUtLiD9Q5XSxJqNUakqb8BMfwKyISg0qhkUtddofZYpczxPAMrUx4AhAKotZT8X1VjlpW56blGnUqZYmjJEP5xUwZJXdLeig5CRWi5VyLHQibZBCcC7bX3GQRX89voz6uUsioQT21J2rdmw/X3z7jqn6TnlProsSJLK1GO2joKBIOoMni4dzWpia93iBeyNf70OlDzYrLcU6Xc2zvsfkn8j9c8eGZzZtt7gZdnDpm6tzpc6H0FoeFR2FBrWSMzBBu6GQ7LE5B1/h2tnCKZn/CWwwRH85/WhmMVSwh1N6aOd453UpLiCIjZScbTx4pOIJfKfFJd15zh9dlt9ua3E6n08HbRqQhWqVScyS/FtlobhCtkX+anmBNfvsM3bBbo8Y8mTjt1W43P518zX3xE3PUKaSPI6IoaTz/1D9z1EHEtGyGbQ4tQjy7aGTgFBEKiY5/ll8AVcJTbjI+uMG6taR5WR8q4Gf8tbbASSepogmWaJkVFDgkRbC2AIu4LsAwdi9T6BWeaOI66ITQe7eztxb3i6DUowgivUdGZJzBabc5msx2a2MAbIuiamuMppoahUzmDzA2iyXg8QVYpqa+higg4pT8SwYQjU7LngYcfG/lewUnC1QKVXs14Hx+X0psysLbF6Z2S0VMU22r5ldhOJ7IRWmjEBmwXIefhm6tNi3t8LJenUoXrY2GYvC7goR1s1a6wXXYLWcrhiBJuqSvNnzVYDLh+IpxVwzvPchhbXTarR63C0gBhDLoI2UyOUVLbTaLXVxzE+wwSghmRSQlhXnS4UOH5h8+vEn4XOuCZ589np/fp2fPuQ88sH7Dhonjx8tlsorq6qlXXFFRWalWqXbu2fPRks+iIiOBAWZzY2RY2PdfLXl03v1uQVlEQrrih9Vut6fwVJG3fF1pIZEzdLJWo7E0NlrCe63ZX1D13YvkuqkvXdc//9Ch+Ni43j1yigF/bfxFJ+Q0NIQPXiW2JXXMmIdra+MzujntFv6ZMvSGxaJWqiPCIyS0VELLGhsb3C5n8PKGenreVRHhagnPAYVwmmEDCdHankmGbjp1nFqulUkx2hEyqk+UNismQqWSKpSScLU8JkKbqA+jGX9VldFhsUXLJLY6clBfmULevPka3DZMT8flyNJ6y1ipV5WkS0kzGPSUNoXT9VQRNMkyoawzyEm5oP1wLdG96HNbks4rxs9LU3vrq+bcfNvIa99iOIrvDYcdDXc67eHhBo0mjJTQFP8QQY3X20w4eBi12C38U0PCDWgXnZ6cXmOu2bpra0FxQSe7peRS+aRRk2AVgFFgVnBekF9tDEbrof+E7gf+ZsgzYBih6eLqJM3R/TP6zxw7s8BZwIU2+8zE43kHcQLQO1nn6dOnnQ6Hx+PyeVxel9PBT5nbEdd7/YEff/hehuHi150Zp9MGKiSSGj8XqGUsMVKdllToKXWqNCpPlTJak5MjS2DdLKGjpTFa3vdWe/lXkIRYZ+vqsRx8rzw5QhalEdvOeQPu0nrbJye8FWYcN1/lDfjKrKzHS5wVsDfzMYKPlRjQ1UCDC6hMtmyUO7c7adNDUCcdrb4s7CaVmp+BglPlN2EwAYqkHHbHscLCmuoqgglYLLb6hgZfwOv2uEurS1FtfisFwYevKdEpkfrIr498vS9/n7HBKBKW1jfiOLil7G7Zedl5NoftmP2YQqLgl90Fmsn3cFvFaNlQLKNBNwk342417kanUa/QTxk2ZUyvMcesx9rRq05go70a6lV6Yj9RYzS6XAhV3T6P2414pMmEuFurizhcUHDq6BGpoMvoBGgNIbzXgBB23csETsoKAw9EsXm9m7Zvf/Duuw/u2JHXq9d/3nzzsmnTXI2Nb732WnFp6aNPPYWr0lJSpFIpnIpN+PqpRq1mAoHkxPh775mr0+lSEhMmT7jY08Kp12/edKTw5K69OzPU++hoQh0RqZDRJrPXJ+m757S1d+pxfxiRe/2ju3btrq+vHzKgX/aVUxrOoyeI9jKEHnsJInn4UAyRF022W60WM1yWNjx849Yt5uoqkvd+JLpLhFExArplgrZbJCVpnjEFstEuNrbY6DFa3cet7iMmt8PHyKQUogyb1SlxORNJYJLP7fB6XB5jTW29qTFbq87QKP3AO3Vg3QGr18dwIesLuIcqTpHePyy2l0LdndT0kNAGsmW2j2DZkBXZYPzbgqFsy5whe9aCxbkF+Q1aKimeysrOYhif1+0CaNhtFn6xQ6H6dsVyn83GoxXLAVbFz2QRIoy6XC7xFSE4qQhT6CP05bXlHpXnva/eQ75Ooml+7z3DWV1WqvlBSP4ZBJfb1REbRToYbqY+0xawtR1kH+PTK/WzLp01Pnd8ub28mZASwbXpYMbzRRC9RF9pqTp68ijj94LaSeRKKANGHV1jtduLS0/brU0Bv99orKlvaETYIvgMDizMTQR6qJPEF6w0E0NO2Lzg5KgwmSwyDNE55xUjhbMcXHAuhj90BKgkpapnPAIb8ayv0elcW8YRAX+NPdDkau4T9J1a2HUfCK7Uc8GihBwk6wv4jTZer6gz63Jnpnw6pKFnLTeh7UpS1ndgdoJK5/S5TGZzXV11bU3V4fzdLoclp0dWVHQUvIrVZmtsanKgg2zW/JIDhIrfFc+vIHn5LVDwnR6759VvX929bzf/kEp7usE/0ic8/87PojoJjUTwIgrCBWfm97WvTkI11Qp1pi7T6DO2PbW9fvvo3NE3XHoDEU5U2ivFQn6xbmBkib5EftGhyuoyoL5EqiAk/APaHBMAhtSZzMbqKhgQInpjdV1DA09agzvzFUQzvcZw2Uhy14ED3VNSVq5addcDD0y/4YbFn3yCPKtWr2ZY9s133sHxuIsuOnz06NGCghMnT+7du09GUXZEQ07n9GuuNjU2vvvBh8uWf3e6vEIpDLSComqqGifc83h/3yclVYS31wOR+nBUzEtLi5psagl1vDrycAFx5HjJ8BEjNBp1j6zu/frkFQhbCH7l4+XQUa1BD58tkcqh7AiaWb/f43JV1tQ11NYyAV9TY2NtbYPJzE8IRmkkT04lhmYqZTQhvE4EUMA1OpRlZsmBU7UnSqpVNOsPeErsthNNdgfL2Tmu0eXzuT2ZaqmB8Znr62V+f08d/Dnn8Qfg1dUq4kCRz+fnzuxbahlZQAsfuQkPlzanshxx9rp88G8LYp7ZERfcC9Xy6zy6QsIN6ZulCwtj/IxUrgqAD5GE3+tBGFteWd1QX8v4/bW1dSZTI/qkRaMIwu13i2G1P+DvntwdNnDafBoEc+vxrat3rO78Y2EISe1eu7jsjnZ6JJ5SY6kwXdFS4bNXqBEx9UntY/FYiDOg07z3CUOnUCv0Wv2/Z/zbFenyBrxnGcl5LrqF7KEMk4aVeEp/2LcSXQBHevLEsYqy4uKSot3b12uVsssvu4SVSPhnt+x20BC73UoKPBqtSKL1iGGMTJOT8zD8vLO4/5Lg3CyllwlzoxQZThN+tsO9N8hsZ+luWkVa87s/AM+eCrN7eTVJyQK1zkBjM4xCASmdnDdshg0BxOZNHHwURku4AAPkJeLJVrjJhSrGmY7qaBMDmkZFqsPDGNrhtBMcA4+iVMj1kTF6Q5QmLBzNBAk5WVRkrKkxm6DqdStLVgBGocNOv5PoToDG8shYxxe/dMPSwtJClbLDdw8CtfkR9BI8w0TRkURhXWGjtVGMb87skW4O43g10Ov0I5JGEI4zu/9Ej+QIOHRqHUdxg7IHfXLNJ01cU/Mj8K10o3MgCWYmebqQmZrx9P4nj5ceAYuqb6gtOnm0prZq967Np44f6Zubldkjm5PwVNTj81mFoF4hVFvVQkVpgoABlQvVO3rkyNp163bv2wdwfPzhh+tOn642GufcccfBY8dwdvzYsW63e/XatQUnThgb6h+4+65aY033jHSVQtWrZ+47r//n9Rfnjxt9EeJ6F8vGxsSY7N43x53MTTAf3kuMGzMmxhAB5UxOTPzi6xW3TBx8kBv9/WaicNeyB+6cMufm6x//17M79+ytlkjcIeuMLHFuCbESYbAE30Bq5FDBqqryklOFNXXGzZtW11SXjRk2yBAXA1x1OJx+lrNYwMiJ1HCJgX8StoVj8EIFAkRFlckNbxnwDeqZMfvyQQMzExGIVDjsjd4AyG2TJ1BldagUirRwnVYqqQQzJWVyKW1yuVkJodaS6w/afX62WamDCCLOfZ1BwmbjEDeNwmgYRojf2TNta9kIxQe5LaQkiKdn+ElHwhDEwGyDWkZAzU6dOnGq6Bj6ZM2P37qdtgkXj5VqtKiQ3WFHwy3W5t2j/OwnEFO8PcmSGfEZVoeVf6EZ75Cor77/anje8Ch9VCfLAnWeOvFtEaJt5J/Iv3LclS2uo7UAlHuk8E8fwsx4DtuymIByItWRuLvX7z1dcxq9LlVJQ5+2PvN8QvOUARGkJO2TXwHWET0Za411DXV6fZRBr5dJAgp1eGq3LFSDkcidNmudu2539d6RmuFWq1VPqihCag+4/1P3Y5mrfog6LVUeFSePSJAbshTxKXQk/7Igg4IOk/ttbjpLyRWyRCJ3ZopJ5FlidRiO9ErkqXp5ok6sTsDhce6u8JXYqVyaMbv9jY5mJUGZSvQ/sJJfmj/zBAbJQxGlgm+RswEmUGQj9M2rKmfu1YKkZEjKGQUkWy388x2mpOU+u8/psidFp0aEafgnS+Rq5AsPJxQKRXlZedGpkqqqysyEND58dfBP/qA4DHFOco6EljTZmqBlCSkJ32/6fmzfsWkJaeCqbTe3iaPPr0G5CLlWjhFM0aasLVp7W91tPbv3bFc3AG0GnSEnKYewEWw8G8zDN8ZNjE8ej7Nmm5mfZ3ARtIZuRze4M43nTxGhq3VnMFTMppAqiSaiusZobmygJVRUVKRCLo2MzouIiAIbdTXZEYkWWU4ZG2oiIsPhg51C+KYVeIdYd2vLm/FUarXV6bzpuuvunDMnLTV1zfr1zzzzDDoRp3rl5CDKAaoSAo0F2AE6GxvNw4YMTkxIQNS/Z3++lKYnXnIxzOHN9z8UliyVaqVn61F/maF7lD4C4+N0uQb17/f4vAf27Ns3ccIEdNR/3n73kjTCU3VwxYGD1S4+Hve0PKJ61tORZ6e0K1xIr3j9jMNhlcukUVEGKEO/AcP0+kh3oMKLqNbjKdyxXet0xYRp3F6fsGWN5ifVyeZ9aRQtZUjabHUV17umDemdGqV1OD1ZiTHhYWElVXX1TXaWJZv8ATVJWxwehULu56gklRpeqsbh9BGkjKZ1am7TEc9lAzmZEFmfVfMQd9usXy2rKaL7ZAV9QX1ElSdbRllccQrtieYzpMiXOugTlovUSSjC73RawrRatYLUaMOGj5oAflpravI47GarY/36dUMGD0lNSQFF5SckCeFNYqJSgtnn9cqrNdX6vD5+tpQkykxlS79fOu/WeW0fSRKFf2OF38OTKcFMoQ0lVSXGBmNSTJJoXaFvDUD9gBop8SlRiVEuu0sj1RAtKISqRKuic1NzAfOfbf5MT+qDlnAW0Qg5bq5zuzSkxbgQBttdzjpTrVKhSE3NECbuGIlMCVreIzsb8H36UOMh99EIc3hKQ2qsJAz5nawX2vx44pQKV8Nnpi3dZNG1hGtu5NhZhjEUTUuU/GYpv90pG2Hg/nuyvbsLtfZzkiylMiOGFN6fxDGcu7TB/vopsocEWM2Uu33GlmkNSnyWlBT96ZnycOTjqHQ5rVcyHr9/lYMYELq5KuTGHRpKG6zCODEkY3dBE7ioJBm/TCRuHGGUKiX/zi2/LzO922sff+luDMgjJeHqMLWPfzMI62SHjRim0WlOFZ8CvCqBQTHEa9+9lpuZO2LwCJvd1vbe8Is8Z2zZtKSSqgBbJZUlcNJquRp2yI9O82I8nwcDE6YJ65bcjYggXH6XRqYR94Twf03EwLSBcYa4vcf2Pvv/eHsP+Diqc218+mzvu1qttOpdsiVZlrvcsMHYGAOhBggtEJJLSOEmIcnNzQ0kuckHSQgllIQQCD0QqgEXXHHvsq3e+/Y+O32+M7NFu7LNzff9v99/LausRlPOec/zPm89Bx4x68yyxGakY3YDh1zZmF1xFx8SWMkk8EeCk1OjFWW1zsoGjqUBGIAFbNLrnS2tgVgQ6j24N3bA5jGtCHYkk3IwQaWcAFOSz7NZbC/86U8rli+3mEzAbP/Fr3713F//CimkFejJ67Zs8Xg873zwAaZgKHiBsepYtgwszl179h06dkylUsfj8aGRkdGxcVzpPKKzkK/vk3Z2QW+8+JDDauE42YMNQO2W66/9+LMdTQ31GI5/9MUB+ExnEQQmQUZPPFNkBV1kJLIr7FKrJP1C5avTnpnxisp6daGLZ2kYU3G8UGi3a8vKhoaH+Whs6I03zAW28NKVYAnAkE4WWERBUolHEas3xHx2yvftTS3zK4pYQQSyBKiiVq0Ci5uH0USEEiU+wnIuowkAE8vwSTruk5t2oy6NloIkmudJFTwbF1AmELm4gCvEIdWELy0AkhKRnftKAedsOhScTlNTQvfpLhgXObuctwsLXNLrma6uasBwjGcYhNQIglhRVkoSKurkie6ervPdp6qqyiqScp57XizeAlmWzV+248gOgIxqRC3XlqDoGzveuKLjitrKWlG8iLkAjHpaoDWQJiudo97R17e9/sOv/TBFFlI3n05MUSiDXqt/dNOj9794f72hXnZ4SDAPpkFCVy9ZbTaYX/rkpY86P2rUN+bWg8JpN4E0S2SyGPKliVAyIRWFeCIcC3mKi6tomiVIjXxPCMywgsc7o8NUZtTyxxefPL7g/B0N6zoga1waaydKrtS3dGMTXj5yq2PltvAZ2TkD/koHlK6aCyWYqSBZI9fYKoohezeZOwP3GBexFoO6Mm3R8xEqun2AHYkhizC5Dd84z/njWQFXkmRnx3a2ZjQpYUU63KzhIgkRomGUnB1GOJvqBEOzbBP6H14AqxlwIZwVWMA79HozLC8DYI6JQAHGojHAHw0GPRSaGZmamfZPoy4o3XqmH1r87cXFBcXv7ngXwCi4fI2xpu9k3+6DuyvLK81G85ztCGXHqMjLKfdieoLAZ6PN+PDWhxtqGlYvXJ0tJE09L5x2mkC15bX3r7//uU+eayhqkAOSMHrWd7ZxQWN7a7s35H1l+yuQFyqyFUnZLjIZPT1XNqQvFQwoHW7nBD4YmHC7SmUiA5QkToqCgBN4MBSKxSI2gyUxnXjkjV9FQonwmNeZSXUCyDUJQQMQ9K17733owQdpmv7Hu+/u2bfv/a1bCxyO0qKigMcT5/nG2tqjx4+Pj49DSmCKh6C7b/9qY119UZGLJIjVHcsb6munZzwatdpiMX/82bafPPLryUCgqapyZxf/m//6j6WL2kmSBNpFTvJnmIKCgvvu+hrAU4NeV19RFjnTiWdqq6AcoMxll7kAdNGxyIVXWO4pkQx6hsvL63hOQOWuhrgg8ARJTHs8YL6KTMb9EPSX3z0xSolOtA8nizPWDhh5MSpow8nEo7e12ky6zt7J4Ul/XBBiNJNgudoSe6Xd2E8nkyzsIAkShQLRuArFwMov0po1al2E5ykKiDi6aYEeRVK1+Mr0AZsVKDskQyhzmGZOCpPsTk0tCDEz6bJUK0dmsgEz2VCKxGTjCJmebBeKCjgBIFrJqcmB2pr5gDUBwgHDiCCJmFyHNoHhiKPA1tl1/qEfPnzrLbcCAVDYaCrQRFMdCztsZluMjoEFIDMOhagKuPD7l37/2x/91qgzzjHtweMIvDDDz1RD1Vn9D0y/bUe31ZbUblm9BRbk9ndQ/t+Am17Xvu4HUz94bPtjFVgFWMFANrcs2LJx+cYj54889PZDNZqaWVCC0lZD2m5LDQiUJqG523JcRExkdJKSnOysYQWBSgLZBjCqAixJjlQjUDgcgVl079bPi0xF/kjo+MvbVzZdHaEpHeCcCB6R6CLCCtgojqAqwBjBjZpQVEvygQTd6zesqMIgtcSKkAqdvVxqRctBeISst6pKlXYkokSPB2I/7obnwam4JmB/XDQhJhhEJyOjxPByrnkmXzIt14IEiwhRYsZNGmpkRoA4HFGlI8RwRrHmcQwpg6tw/v1Asygvd0EVeB4VBYnjGTAEQCyScjSaUqnVpFplMJoAhwCH6g2qiIAmJLm553RiGqqDit3FGrVmMjKZthBEqXhe8X+/89/lJeXXXHkNQFtBzDHtYfkA2ZEqyNuZpBxSLr0rEoz8+cM/W4yWpsommatKuX8BFBvjsrluXn/zgHdgZ+fOSkOll/eCv3/k5kesFus/tv3jlc9fqXPWzcpGJnX0/0I2ZPAVoQSXZBTWDGQDx3FY4BmWVavVSYYGlivjYUa297e2t2zfv2Pi5Pk6BUMRpQ3+cQh66NvfXrt69atvvfXzX/4ydU5AMyvLy/sHBkaVbcN5jus6f35qakqj9MYHr80bLm+eP29ycvKjTz975/0PI/G4iiR9Pj9GEjdefdXGdWs/2bnr3MDgTx/67rWbr9Lr9QBDs9MI8CUajwd8/oGz5z2DQw5odhhS3yD5GJqbPHwpA1/K/wxUKwfWC5sEeKHV6sBi4Xheo9GA66LJpF8QzkPQmsZ5v3n2b4/eVmzTE2KGBsjEnhdq3FanRb/reG/IH1nVXo+hSJxmRr2h0+fHBQy1FxRQMYbiRA4STDodsM9wGIVgLMCxwXjYgkhn/ViJDU2v9SxJUJyeWWs8hYy5KcPp6U2jD5y240WZJ0HQ7PFwxvmT9gXMVThzwRSsSRgYg7AKCAbAaYIkga0GzGug2MLhsFajQxG1njCWFVc+8acnwPuzbFQUxCtXXIkgSJ27TkJmmSBA0uMjx7fu23rbVbfN9YJJcnHnnN0MwPFgYT7zzjPgtjYs3aAiVECV5UkwBOs1+gdveHBF04pPDn6iVWkXNi5c1bpq18ld33ztm9V4daomKvO88FyhmCMIGQ80dKEjTBkaucFwMoGiOLAtDEYzOGkkGkVhGMiH0+noGe+rrq3tH+mFKHG1ZE65ti24VgXhzerScpWDF4URLtAAdK8AwWU4ZlVz0zHq8JR+Xqn2B9XRx7qQtgwdzXgYJEoALFLbWIwaZGOLnooE/36GgxJy06IUxKglfibG+SkSwChgRN44gF4Ey7Q9S3GsuIBVaDXzXJAKY3pD8gOiaYNHSrv+YCktH7PWvZTy+186HR2wToTngD3FMzSO4aLctCYRpyjAdxIJChgcFRWl4MDx/hG0Ak6NaMKTuGPDHaXuUgC0bWVt2z7aBhXJF9dgGsCyXv381ZqamraGtgSVyL+O3KQmy0ZT4lRrrv3oxEckSj5w0wNyQy+lqi1XDwDgAO8//eDTOw7tOHDugLvQffNlNxv1xuf/+fyvt/66xlEjs+PUkkDy/EWzFiCUgxx5DYDg/JGQ7dhIIixrK4ED9FCjM8RiMbBIACU3gnWOCKJGgqqhsfg4IZKi0WkSRXXIC2z7bgia39xc5HJ9uHXr84oJD15P/FZu7vvPDz44cOSISjn/8NBQir2mnvDuW28pKHCMjY+9+94Hp8+dW3/ZmraW+YUFBWe7ul9/+50/PPsCOMaq1wdiscvXrnFYrXzOWpOb0KrIT3fv2fXk08K587W8QOSHkpB86JyDmHOcHxd9AeFKhHwQWg/MeZPRqtHqAgE5fQXQc7OzANu123mmE/DxQDAAQbF8P4pcVIKgiN1IhqMJMKNXrmxmeCEcouJUUqvWut2uGW8w4IklYUkrijQsdx4iYRHQVcBrGIlzqNQ0BS904k4ThsKwJGXDHrnJOhkkzX3AdHI5nHGGztaiAGaaGhMkT6ukjHkpN26QHeE5CyUWD2sdTpalLVYH4F6hiJdjWZ1OV1RUBKS0srLi+NHjUzMTqWGVYZThGJRDr266evnC5eCIJfOX/OiaHz3x2hOsxMLyJjiEmlC/9M5LDVUNbXVtKdKR6mudXgZCCu6lbPgVQzCg03708o+2ndh2w6obFtYtVKvUcjJ/BvXANypEtbR5KbhWJBY5N3jurt/ddXzguJtwwyg8VyIyizB1xbQBmF0Y/4MvHeYA9ROYZDJCUWGtwZqIhYDGSHJ8lIkNhId5Hb9l1ebH3+uF1oiIGYUjsBnX0RA/zgX0iNqCasNColpV4CLNAivKWxnoSHo8zH7ko9f4DVdWxR/rgwAhJVAo47mQeAnGMN2GMv1CN7i8EGdiBwbjvxtCWsns3cIqmB+JMxNBsswMCSLvp+UnyvWvgFMFRWKzTdtQKNIcOxjJFmZAUsbbkx2GbIDrktHqzLgD4OHAKuCTiQQQC3YICkcS8r4nGA7IF+DmY+MTAEi2XH1Nz9lBHkuqcc2AHxiv0KYVm4oKi4Dlce1l1/YP9f/jg39YK6wYiVXYKvYd3vdh5YdOm9NpdaZoPpRJD5LZqJh+mnQPQRhucDTs7t79zm/e+feV/37NimsqiioAI075dmSTS2EjVqP1litvueHyGzxBz+fHP//1tl8LEaFB15BHtMR8T6hs1GUiS1mLPnvMJWUDYCYTi3rtzmIO8HMmKQkilUjMJLxBKWQps17Teu37770HleK3tm1Uz4Tj+70+pdH90qqqT7Zt27lnDzjLX599dsmiRTt27br3gQcgJYteygATlAPvBq3WYbMZDPpv3ncPScolc4JcQSnNn9d4/ZbNf/7b33/y6K8LXEUrysstFguMIiLP58g1LAii1+fvPt3ZkMm4muMAzYGAue/kHgPnH5l3GLgkS8eiHrujOJlMyluNiSIVj02fO288cKCZYZpw/PDMNDQLa1ImWg8oI68idVoJurKjWRB4gyiqJNFlJDGMKDFpohU2WMnb6xnzHB2aYIGZjIMlAxMIasRIHIYno/j9V5g0JDIbj89Qk6zYpzlK9s6zgg+lOzhnaGkmmi87rGAJubA0QV4qYuYvYPgSrENIJqhIMDBjs7vAIAAUUbI/oRmPFxguC9vaXnvz9UDMB5AtBEWUTUTM1QbC8ND3HiJxEqAkwLtbNt/SXN989NTRaDLaP95/aOgQC7PPvf3cI998JJFMpPb/AIY/+Dw6OVqOlgOKnloGWfII/lkx67GuY6cHT1e7quvd9UUFRUatEYPlGCsA2TgdD0fCo57RTm8nE2NYmi3AC9I+0HTgAc7RQ1nv6KwIXDxGnz9o4KcIG50JesutTu/M2PDozPT0jNVlZjWQN+kjcezTQzvmWRuW3rTkUHIYTsCCJPQlpx6dfLeZLK3RFLlJSyFh7tDVlRMOISoSGgLWktxkjAvGqFGPvb1YfWtR/J1RtAlN+YDldRuQ1F9x2W5sk7P0RYka8oaf7pRKeaCOpLQ7D4Z0iDBKJQe9huWVqf3zcnio8pURUYdK21xMOPVUn4efjMJGLC0j2ew5KIeLQRB0IYjOatz0N7IPlhGkCE+F+UlhiktOjY4HJiYnOF5atnSRwWAYGBxZ0Nh4zc83d547F+ZimBa975b7/vTSn9asXsMxHJCN0qLSR7/36KbVm3oGe4BsnOw/OWQf+v3W39dV1q1evNoX8rEsC7QyL/JxKj44MQgVpOZzVjZESLSr7GbR/Nqu1z498en8kvk1xTUOm0NDaoD5D7RyggHsOO4L+nqne/sCfUJcMIkmQpVOJpmNLM1OMTxr0KZeyMVkY45ggMFBLRORmVA8QiVjI0O9054oxyWNLouXDxFavHu4K5mgq8srmpfNH4yHhs8eLeyJEqlIEYK8/e674Os37rpr5YoVNpvtry+//PiTT8KZGNSc8A74kxuuvuprt91is9qAJQReZpMJmIepYEMyyWg1msXtbWtWLNv9xcHNG9YB4inmdLRQ5hzAqCAn8CsiluWec7AyC9lSPju/8DUn4TnFbYKTU9Y4eIX7es+OTftVPF84MUl9/EkRw24fH7e5XPX19f7p6Wmfb9avqHyV0UpkqSQD2Ek4StvMekCrgXaMR2IYLBVY9HgsHo3TLCTUlNisZt35kelRX0hPkCiCAAyleKS+XuO0yqm7YiYclCnUyFkX6TB8riGeTqSe5Zqpo1PGvGza54TvU0k0KeRXCGzOxwUwIkJczJdE7T7/dPzk0cnJKY2atNoLpyYnqqqqHnv8d20LWtatW9tzvscflNOKZRj943/9kabpQCgwMjESS8SC0WB2GxwAdkBjgwsRKHFs4NjXf/t1eUsyQY4egKXCKzUwJETK/s2MlGeRFCgDQDklTuoZ7ukc6mQkufE/MOjkelCRBccCSNUi2tT+oGosZ0/XC/TmbGhljtTkuNAvlfaUpOhIJBGL0+HocCzO9YTGDh05bFdZr7v8GvBggalAfU39LU/d+s997x/95V9wDuvQ1D9Vek8PNfGMb0ct7vSK8Y2G5ruda00siWgJRItzExFwPerARLKuyHLfAvo1r5hg5VJOcD9hkVzhdNyyWFUhF9vSYwHvrw/SgwHYjec8mgQTkDTC0f0BPkShehXqlCPmYKDkDaiUZCkoDGnvLNM2uRKDHs4X47tisBtJc6t03DErS/BsHgecNWNmI09p+Ur9IAoSwyMJSaCgiaRvuHfizOnBSV/AG4pbTYb29oUNNRWNDfWNC5ptzoKJyXGb23Gs8xgwULr6u6KxaDgeDsVCqX0J42I8xsqNoMykWa/V/+Gff3hpx0sMDbCWA7a8XLUpCTiM1xpqZ9P9cmQD2CtGxMjFuUPnDu05uwfYPUAYCETeggHIBjhAjahVsLwbGDhSNlC+XDak/NnPPWZ26c2VHZOE+cIhhuK9gcjkdNgbjZ/2d/39/XceWHjXmhWr4lTC2+v9/m3fu/OGu/709guf/+DJUqVsSV40Cvw98tOfJijquT//GSBjV1cXeQHxTd0FwND2+U0P/+D7FWVlQMeYjIaTp86cPX/+puuvK7DbWY6TfeMsO6+hYcWypQBG165caTYaeX5u5ya5bkaUvZOtUKrZy8UzEcSc6PaFMfovCboBGzM8FWBpccLnF9hg8NCZwW27PhroexSClm28MsgJno5l93/1tttPn/nv3z0nQiG5f0ZKqck4BGgE7Y9IalIDCVw0FAVIZdRoYIPc9h5wT5NWZVCTkSSboFidlQAKWz/qm5zy0RxDaLT9rOHmFlzZRiSDhtmMuIznQsrLV5KPSeVaiVmHaRoopayhD6V20QF8FMkbAFgxetJ5PMhFMBT8nEgIjEgxKmF0YpxjJjvPnf/ixAE1ov3+d74DTPtg2KvRaP74u6e6u889/OOfeKZ8Moze9vPbInQkwSWAEAMjXt41DEKzSh/IcaoXPZDsgD8A5fhiwTpJ8QsYzghqbvw0I8FgeRAQoYPSDe1lywvNgcV06G1uQCAbqc8EprMxlPwnn6NMMsKVTrLlJZ7mYnGKl5DB4PDewRNdvd0Oi91jkXoHe5eVL91csqG2sqbYXryiqeO08zXopKhxEDZUjyDINfq2Wwo6prjggUgPItdlQgBGUQ3BT8cRMy70U5GDg/Yb2izPtnq/eQBpQYGJiFrVxg3V2lZ5f9rkSMD3p2PUW2PwQvyinFlKciLDYxaEcOkRsDRoAdZhcsp9RCSXOHStpTyYk7EkGEmhi0EWoVk2KmXrp+ZYaHM+ZxW5XPIsSrwosTwvcrEE29PjPzTW4x/0NjbUtLQ2jU5M2uxWYHKWuEpqG+R2zjTNvP7uG7/v/kMVWhVlo7Qg57SlZEPZBUBMDbwKUwFqKRdu0JyX9sKptgRK0DK1kXI6gH4J2QBnU6EqFaTKfYrUjM8CX44NAudGz3JlQ8zY9XKQNWdQECj3PNnzp7Ij9IKqJzwuCDDF8adnzu86dzgajFQZ3PtHD86raKqGKubV1btdJXqDYVHd4gN2SPBBU5nN7CrLyl59662A1wvIG5gP/GJ+e0HpC/X9b93/jXvustttADHB/X+24/NCp9Nut2+45vrvf/vf1q1ZBcis0vpWdeO1WzZctrbEXZwV/uxTAysyFolEgnLnLe4CG3WOCGRDRkj+ry70lmb5rKDgVfT0WQm+PT442bd995Hdh2IlJUUWy55gsLi1xbyyw9nYUNDYhJSWNe07JCTekpByOY6evkM0TlHxJCrBnF6NizwUCMchlg1FgWHBCkrJPYITZpNap1fHKcGgRpfUlYxZdCfO9AJjQMULBUZHOgs4k4SSY7TD2ZSWFJOQUlmieQ7PTNg1ZRRmIwTKGUWlDAlW0tRTeTWyKYKmBHMuM5O1FS/RSUkQohhKTM9M7f3iwMlTnTVlDYGQ//Ode0rvKtuwfmNj0/yioiIA0IVFDuiEwkaj8agc9gH/0BTDnT3/bAwUymF8OcGyi+TAX+jZzDdyZkVkzrTnTmzOb7MW4VzEvIRulVP7eTAWosDKdhBYqEEx8knX7p2dX5TjhTetvY5lRI6hO0qXYLxqxapV1TV1NEuf7D6ZPOxN2vk3w4ee8X1eiOhXampNmEaSBGBrEAD41RCqJ2AS4TvjkBmGNBC9fTJWaTddVkPdOpV4bRSuwDVbSoxrauU2NqFE6J3OyGPn4QVYemFL+Q+FKvyClx3NmBHYsyouGYf0kBQTsFKd6dp61ExE3ujRbyhn43FgYaBoBmuyviJll0BFtWawMzsHWQCVvdeiBMxxIMwCHyaYczbf3uDIkcFROkovaZ1XVlYC5Gn5opbW+U3V1bUmiw0ncTpJHzt89Pe//YP+SjXDMwDm1Kg6JRUXyka61Qiczvf4v5SN3ESluc6Kf002kBzhvIQ1m2pIKckjIfAMzyaYFkv5+VD/vrGjnxz99CttV1e2VJ8fHVhd2+7CChAr0dzaAjB0yj91suuU6JPzQMeU8wC7aXJk5KJaLCOB6f6kzz3x+OWXrdXrdDwnR7E+/mz7tGdmfGqqvaXlpz986InnXnjwhz/9/r99o7VlfnlpiR2oMbdRLgVkGLkCGJjxPJ9IJoPh8NjQ8I7Pdrz84Udzlkvu+OXGXnLfhC+5UNJ7V/NK9j74MFtMvX99rW/Gc3xy5obNG0tM5pM796595N+oec3lekN7WzuBYX39/ScGRpqK9XCa1MmDyguwgRRQnKd5KZxk1QQuh2goCjyALOkogkEoI0ihIGezEnoVFEkkeFGsKNDFywv2npxortQjSDpMnPXZpJyiWeM9GxLJznzWfZr7pNkxyf5RBoTzBDAvmSUNShBAT54TATgkKSEcFz3JZO/onkNHTiAI+o17vmk0WrZv33b5+jWRSHRhe/uidrl1b+e5zt7BvnRcQ+7+eVGFf4GIz/X65AvpnFm95Pq50FrPSzXIgeysGoKlLNPJHnyhLpG3zwP/ODllMUklAYC6nW61VtM13uvz+kuc7uKK0pA32l7aVuJ26gljfVNzigsMDA3c+/Td9+o7RFIEdv2vXNeXEva3Awd/PPo6geArdXVaiZA0MKIjwELkZ5JwIybv/Snx4efPIhjm/EnHNECqoZBxfY1ctiRByWFf5AddULUEo9k0pszMZsdHkBki+AnVqbGNOu5oRNIJWIHWcnerqsbu+dleqIbA7Lr4uQkp613Pkk0l7QmGkdl3stdIsXjZ6S+CoQAMlBU5j5rqNAUOimOnwhNsOAHzkkZNqElk6ZLFdbW1fq/H6XTZC+WdTpgks2v7rnvv+Q+oGnKQhRI/O4//r2QjrxvgXO//rBikaWnORdNSmhujT8lGhvGmD5agWdUFz54NACgYEKAkaIq26C3NNRU0T39+fN901LN2/lqGEBkff2PLVSaDzukoqq1v0KjlPbv2HNjzx1ceX67k23uhNHOGofyBz7z4TGfS+++87Z477ygvK5O7WAiyJqZoeuni9hdeevmDrds6lixZtmhRmdu95+ChJ5//S/SZZ4sKna7CQoNeh2PypkXgvAzDMgwNFu3k9EwoFEqdvzHToy8XRudgKHSxG7twNnilEj+pIL5OaV41GQzvD4YpCLrKYIpMeaON87b8r19odbrSmrrKqmqCIDiK+uTdd9/at23+HXK4T5JT9ISMrQ1MqQQkYuGIdH7G67QbKu1atV4DlALNCCqSsOlUKIFDosBjsAUmYnEG2P7zqopFRD2vjEGRtL6dFZMMIOXFlLLIN2v/Q5nmG3lSNJseAsvlx0gm/ykdU5rNgJJPAVgXy4o0JVAUn2DgmShyaEIYmB6NhiMEjnUsWjoxMW3Sm++/926dVltX31haVgZOOjMz/dzzz4ZCcj0olgWkbM/5PFDLTxa5VF7R3JWTkfhMTk6aHc1xQ+QmYGfmfu6amd0lLktFkYtgsSikAZShAc3gdBp9TXktsBinpiY83d0YeExgLjPU6qrFN1x1S1/fQG9f77z5i1IY2tXfNe/f5kGjEFJIqpL4Mk2NFiaKULNgXvJm+KAd0S/WVeMCJpIwQuAip6wUVA6UAf0jUXTkvfOoQWX/9iK606upl5FISDDUqSkeomAtljdEs1KRLr1IVb1hegKr1UifiMQio+WOZlWV1f/icerDCcPvmoEZzZ0KA7nLXSip+GIOhmYET3GrQ4IgKgwUvCiEm9EmzqsCR4SJwZA3Eo2BwQFC5XTa2ptKN165vqK8OBgMuVxud1kZOEUykdy3d9/3f/SzMJ2oKWjmoTCstP7K1lD8f5WN3NQLOBdBL+qigvNkI3uAmAfE2f3Q57KRVKxeFFMMFGhWgJ6CwDmtLlulI8lRAyN9MV8cmA6SwE1MHX7x4Q8rS6r3ffEFD2GVVTWpdgFvf/zWrT+4FfBPtkJNDcnhJS4jgLmqBNgUBIZWV1YaTaabrrtm4+XrrEoBUsrFmUJ7vVa7/8BBcDNfu/n6jdfd8LOHf3jT9dc5VSrm1KlXd+ySpmcGpmc4BdSyZZ2pfCkc8EQIskJQJQQ5lDB9bqqTNHfQ0h/IRRal/JFioNn6USMEmZQ9ps4onl9e6Zg3VVP42IvPqTX6vfv32vWWisoqQt6YNvH8o48+9tvfKsKbMo6zkfq0FOqIMInrrHrizOlh7eKqqiKbyagXWR7AWCSW8E+FBY7TkLgaAKxOrVZrokmhudJl1cVgOKq0kZVVYupc6ZB9SmGmOnZkU5qknEBTVi/D6RvKBp1gxcMDVBKS20Inq17BWhHkLE+WkRtMU5QYTUIDAbHbxw364wJNg7WJIghNJ/Ra/D9/9otQOHLw4MHK6sbyCnlXXb/f970ffG//of2pE2IXQueFU5RtoDvXbJiDiXCGJuQtNWmuxpwz7VAea8hdMHA2xgbnfC/lnFuUB0K20Wg5WRj82mKyWcutCAaPT4yHpoMCI4Ch1KsNK6vr1zQuWNLUcvjIkUgkdtVVWwrkLcboI51Hfvz0j+Um5iVGlUYbG2BeCu9Zra0vNdpVKD5f7Z6nKa0iCwSKh1UkjGICzYJrzjZr0aDcRDzwwgnrna2Wm5pxs9wWOjkZCH3/DFQFwdilMUVQBhRN+3qBRKs2Oe0PLsFsmuDfTsZe7INhEtdqJFTizsVgC5qHmCkMzZ4ysw0NMK5EVqafYEhiam7MljijCp6jp4aDHipBAQUgcLyaJFYta2lqqrAaNCLP+TyBmuqG4jI3OGfA49/26bZfPfl0b+/J+7/5oMlp/M32RyvMFRefuP8XspEnBheVjRyK9SWyMStIuXInyBlFAitwDMeyDImqigqKTXZzIpnoH+iL+6MAYGM8VWmr3lC89ObLN6tgeOunn5aWli9fvkKj0YRj4Xe3v/vdZ78DzlbgrrdPx1TQREHG45kqwQQfIxC0bP3ayzZf7S51OwsKzCZjavtMVpbG9N1JcgYY5g8A6zwyr7H+8z37vvH1u6+/dkv3qVOv/OwXyd6+yzPGNadgWcohgCglnkSm1hPLIOOcJC4pP18Wzrlo9iUqP6boJ6N8RhUABaedUR4hrBwQh6CGlubNLWXX33RzOBzc+8XBhQsXNbe0kgQR6O19649/fP7ZZxn5lowIjIhSrgwoKUQSRGKoWRUfinO4Wr378LBqNWkkCWAte30RWBBMBrXOZNSQRDRBA97HK+3yeYH2cjiCGLRkHFK8rRKUxlA4x+KGoUx6qBI9mlXCWW6RCa/OltUjMIzA2WBrRkDk+hfAMzhOAsY7RYsUI4VpfCIs9Xip6TBFUbTc4EMSAPNa2NpaXV60ZdPmnp7u/sGh9es2VFdXA5nqH+h/5umndn6+E8VQR4E9MBnC8iQynzDOpuBdGPPLBT44z76+CCu5cIVcdDlJOXCJZM8K563MzJ2IvGItMQKwfKhEQk8a3MWlzmIXLTEDff3+kRm1TiP7KAW+yVBx3eUbDBptMhHZf/C4q6T6xhtvIUmCSlKvfPTKI28/Mj02ba0wXzb/yo3Lrpu5YV/clKzXFE/zoRsn/6zjxA5tze32la2QW9SiwCrhE/RcNU/A/Nlo7MSI8bJqyKwFVDRxapyPRuESQhLkGGY+ImTgRg0pDUoosswKk6j5xnmIBmcnI9PfPcROhuAqHLWoACiLcZY7H4Pb0DQjT1tQ2WZ8Sq9whXtKLMczPEVwM2a23xjrwUMjyQAVofSk2m4wTlKUWqtCILGtpbp5fimMyLVMJWVN9Y3ztQYdTSVPHT/157/+7fWtWxkavuOue7//3W8DDf2bnz8Kb4YvdPikOuykLe5/WTakTFnzl3T1vqRgQBnZgKE8ycgiSvaiSgthub8zKyQSCTZJW432mtp6o8PkD/vPdZ5jY0lMRaAq3DM0efeGmxa1tCICOzg8curc6BUbtyxoXQAuMjw5/Ozbzz724WM6TgtE8ac3PZAcmth98r8d+bKMK95SFMPbF7a6S0rkrXcu1j1agVE0HAkvWbTw/Y+2njpz5uc/eXhsdOz3v3tC6u2zZxosYYrHQJ/v2pUuMR7ZcHzu4kAu8JylYkcpkptQvgF63g1UtCSBOz+sHIAo1z0PQQ995+s19VUiR3V298Zp5IYbv1pRUQHGvOezz17+5S/fPHBApXRcfem5x4WJfbT/GIIq/chlFE2DHidCOi26vAEZ8rAfHwntOTW0qLqQisYt8h7ceg1AWRGOgFMLohrHRUleHEmWZYWkN6q3GjADEZZgMde2n33kdLp0+vu0iZ8DVkrYXW7ZkXZ9Zj35s24AWDZYBZFmxFhCiCfYGIPFRe1EDBryhgfHp8E6IuW8OjkMxcehu++53lFgjYYCx06eVGlsX/3qbXa7XNv92bZPf/f0/zp18oxardIZDT97+L9u++ptWPaOYSnfLLoACjPO/BxykfUGZORYmvUFz1bp5eBr3g4YuUn7s8syg6Gz4A5B2azRlPEODDSO5pgkA67ksBe0Ni8i9apEJNp3vpsUieaSpvMIxgaSOlpjIfTLWubhMB/w+zR659rVlzc2yWWIe4/vfeLtJ97f8X6pq7ShorGjYsVD9/17lcn1JvSaHdODuz+SGFiLldxYuLybmhpivfORYkSFAgtBTOYWjyuPyYhIMaFbWEIUm0SGo4f9mprCwnevSOwepXt9/AQFEaLcukCQ0sFHTJE4HoXCohCVG16gKrnIIfx+T/yfAwLCQlb5V2iRFtWoWDm5iocJVVaYFGsk5ciQI1SSzLZoWuSCKma8gB4xJUew6ETYTyeTTruttKKASibBs5e7bEad2mhUlZXaZY+pQDbVzqutayRIoq+rd/uOne99+BHHcR1tbfPqa++847bqmqrT505nJgmG8yN7c6HwErKRq/ZyJSqvM8AlZGNWQtIWI5yLoRfKhmwSyj3TlNhRkgX2OyBMtVWNhWXFwCbwTXmOfnGwqbCxuXJ+z3QfGUNZj/jVhW31JW6WCodCiYrKBTfeusnhsAMS+tHej377+v8633uuuqymP9j3h4d+/8Dt39r10cePQ9Da/NsTFZfiK59uU9kdD9x/b1GRa86mp1nbn+PYQmfh5NTUmc5zT//+MX/A/7vnno8eOVaRY8Jnmbc4+/gXUVK5SJrLQ3OhVsqgZ8r7mSpFLUMQiygCTjosSf0Oe3tLy/yp6dHhEaHYFRWQr3c0F7mtyUQwEuXnzV+2bt16vcHgGxzc+vTTLzzxBADZBRA0AUFv/uUvN91zzyd/9Q9MvYqqW5VrI5nGuOmIEIrCTaUqRrTsOJfoHAu0ltnUGpID9FyFy62gtSqNSiX3LsCRMMMitIpj2Fg8Loh6wWQ1kQGlR3bGd5mOOkL5G2BmsVVmpohS2C37kzNqPcVbZXARlXwsQV4rQMdRlBBJ8KGEGGGwGOoY8/gnA5MsTZv0jhuvvuHsubOTnjGdSi/xUNuqOgwXvDPTKKZdsWh1R8cqYGSc7zr/15dfeP3Vt2ACdtjsVqv1lz//9apVq+9V3XvBNiEXmlcXjQjNJlXnuruUT2kfxiUo6AXBtrSfK7tQZ33Gad9Iursg4NlyCrLA0OA/r9ZoKioqHS4nQZD+ad/A0WNGlaG6vIKHpP7BHidqMutKtDbUbtOaTRqa5RmCmN/YWFDoHBofeu7d5/688/kqqfxb19/TOz2yqKT9u3d9z2F3sN6wGTInobGnpj/xCtFrzO3N6tIuehKAlJyhJcibJMAINlekYxKxzqxfCCgenOj3TG3ahq03mK5tsD7QDiUFustHjwe4iagwnpQSIgzMlwIcK9YSbrO6zqlpBGYixEyEfD89mDgwgdThMKZ0hEpKuFOHalWJrsmM3ykzaLIiESEOaFWOo9kgFB81UZMF/ISenWIjM15PwB9kk4zdZo5FwgHvjIrETHpNSZHD6TAYjXpcrfMFk8eOd549NT4yPIHi2Ge7d+09dOyq9Stqq6pxUrN+/bqGRjnnSRT+hcaVXyobcz1zEAR9OQ29wPMzVzagPNlIf5LHQxQ4GUAZihY43my2VtfU2goc4M2R3sGBkcGmkrpFDQsDoWBkJFSDlegNKl0B4nY7SAIPxuLaAldja4tGq95/Yv8z7zzz1ta3buy4uv2qlr91vvrW9968av1mcEmGTs65WUzhdwHl+527Pt9y9UaHw4Zka1XzHwtQZK1We+zUqas3XWm32d785/tn3vtwcQYxcym1dDFMzB2/1G+RfHjNHpMCUFZxfaZ8nTrFqWoBP4ricaWpSlP7wqUa7cjUNEVg1pXLtDqVQYuWltkwGPHPBIuL6xpramGW3fHcc689+eTL3d0PbNnUFooe3rf/L9u3L+3oUGSDz9w3ImXL+TO2iSQXeUAtZVoRgvd3Rd+cjG1aXF5q1ydFSKMmEVzurCjXoZM4xSERGhEFzGq3AE0TAQtEII3qJJRfPSGlpzybIZoZBEWjyhkrSH7AUko7beXkJR5K0U9vlPfHxBiPexNimKETyZFgJKzXmpcvWo2R2MmTJ8CxVcXlANxJEjKb1OAWRAlvalxQVV0TCof+8c6bb7z5xvDIyK033Tjt9Yejgcd/+0RtbW1WGPKWxGy9UD6opf3kF7PPL1LJnvVVfPmygTMJLhmPX/by2T+U1wgvLxIAoIBiiJxgLXBULqyy2h3AWOg6fHZqYorHOCAsPMTxPbSaIu2kxWbRLWgpKyiwwpiGEpDdR4+99umbrQtaqyuro4noZ52fbWxZv2zh4u7zg3es/tpNV98EsDg1+BbIeI9tzZvBgw1a92pDI7jsaWrkdstKlMCEaYYLxwzNlTikExkJUmeCwgKKFRhxp1Fk+Ni+IXrMBx8KUUcm8SKjaoFD0+I0LKtAzCp539WUmhVhKc4Bmpk4OQascfOqOnkLmx0UXCTJHfOUNQcTCO7WI1qMOeGFK9AUWMjhEpYXkpxAMxRHTahi/YX0kJWZQRLBYMg/6IvEYkD92izm6hq3027W6IjyisrGxvkskxwa6AFEDZiz3acHP9+7F4ie0Wg8cb6TSrLgxE015TPeACngX7/vnhSGXhQrU9xwNlsTmv2SDaz/S7KRf9ovFZAvkw3ZeAfqhBNZmk3G5P3ry6urKmqrtVrdzMjUka0HgqGgoOUxHTEeGPNOzVgEo0HSVtSZmxpK9UYDpjKO+YK7jxzc2/3UumOf2+y2gdHB493Hvvu1bwKKMz42feRnhxctWJS9Hp5/y4iCVqk+AkMTU6fPnK2rqTGbTHOaXaUfBJbbhrqcBUCXHzhy7Oe/+s01ygmFf2kY8kYLzofO7PtZ4z2peDnBTVQoAAokuweC9iuZBrC89zjaPzzAGkxWpx0nyNqqgtpqt0ajITDd0JmBXZ/uG+l5fll1tQlFT42NHaOoJ+67e3JyJlpS+mrX8zV1dVmVli7yyGQh5bpXFCooW19tFXKMdX8vt/3kyLxSq8ugRWDRZdOTMofE4sEgRXMSzLEMr1OZVBgWDCd9LLDBYBIWs2Wg0qwTQ4Jy9KySCprOn89pQZI+QpC9XFI8KQRjfDAmeOPSDAXHOQksnGg0kUgygKnSHC0w0v6Du3EYNxq1KlJVXmJ3u50arc5kdg4MT3z4wQev//O9uqpqklAfP3PCpDP99IcPd/X1NdTX33vvfQ5HQXZ2Mr7Rixlf6TvPmcDcNZBOP5qzUjJesLnxhNyXdLHzzYlxKaABAJSneToBnlZQq9Su4qKS6nJUQvtP9X0xtJcKJrROHU5g86obFtcusupMYOo4SSguLR2ZGjne3wMPBRAN9tZn7zlNpoVLF7IQ+8WpA+C8DYUN0z7fx9u237Dx+srKyrHJsTJ3BYahSjYnUqkqeMh5lSJwJC3x3yvYVIiZAPRJcYE6Pa2rL7L+ZVngG8ekSkFOIIzzaLFaPd8lmdWMP5r4cBiyIanN6ThPmP80kvhkCNbhqJ2AdQSspHWItCCGGGEkicAY8YiyqyOCwBWIlEgPCoBCRI1hBg0wUtm3w9B82acD7HchwTBACbDxCX28y50YMjNBjpoenQkEgsBm0UvEPMTZ1NFQ19ZgFjTTvRNv9u5yFpU2Ns3z+nzX3/TVazZtuf6aa01a+yuvfVjbWMpwYhKYVBBMEtjQ8AiOonwZ88Y7//CE/G3tC2022+z85qNant7Pmb7/A9mA/gXZyHN7zU3wkAGUFViKpeM0LMAqDdmwYH5hcVHMFz2x88hY/yiuwRACE43sxparGty1BlIbi8fsBU5Cq+oaOr/z9IDRbJ30TH+6++P6xrr2Je0T4YnOgbOEGl/QsODPW19b07Ds5itvkRDR4/UU2J1QJkMkbxlnkCv1+umjv/Z4fffe9TWX08krxfJ58Kek4q3p6Dh19uyr/3hnBQQZLsDQS/H1Odg95yVm0lTjivGeiiZVQZBTqf1/X2nolyoQFGzWay5bW1FVqdJqoqFQWWUVxws9Pb17DwyYdfpzZ850Hj9eA0GAXw3294cVGrteq/35n//2TUm86Wf/QY0Mhx0Os9WahjAlyTw99WmWqHRGyKkpAvbMgkqNQSN0T0gAvI55g8VWYyAcLzRri+0Gh1HF6XGAaCGRDgRiepOOkxA6iXE8ghP5iJnL0+GMCzjl2lHQVhJnC+rB2CeSojfMheNCnMenIpyPkqIsTyVooMloOf8PQgWpzFW0aMmS4sICoEsoiqqpqY1Eot19vf3DEb0R2v3qi5MTIwaTjsCx3oF+MKE4hmrV6ieefOaGr1yzePGS6ekpnU4P1M8sjM7O1SXmMN1QaE7P6FyietHXv6JnL3D5pAivDKHARosxYKlo1VpjqclW7MBxYuTUYP/JHsxI4GpM49aVGopvueK6xQsWEaRh34EDP/rxj665Y0tRfdn54e5/vPCP2+697bYbvorpkS/6vvDFfWyUlbeAVuFUiIoIERES3/z4H0fPHy8udJUVlNVXNFVpnDikBcRBo2ziJsnbwGKVREFKWCEDwuyaDhX0OL7arv7MSp2fZoYC7KEQUqfSznMhKExFaWZbAKlXyiPkHbxT5qcosbQ4TktiNvcXkgt8UBE2k6hWvhBQiyLFweoMheclxEZgahVgnTxEISguMTxgklw4ESQSB1yeXRoPbtJqSVJMMEDebKyqAbJVxI3z71xUd/UiVg2Hdo8mh6ETXxzz+6M1VbUWsxmSt0rXRRKJ3pFho8MYjVFALMx6fXVlpdmg987MTHlmunt6urp7Pt+ze+mSxdd/5fooHf2XJjcXZv9/kQ1gD3IUl4wkJVbSGXX2Uoel0M7GmOMfHxobGdXZdKYiozfo29R4+Y0btzTVtwQjiTfeeuuvf3nxl0/+UgdLXxw/dGzrsRdefkFr0sJm8ezU2Zg3ziU4FEdQEQ16gxqOPHnubCyeLCkB1KSo1F62Zum6cDhYfEGIHM10/EzNG00nDx89tnhhm7OgAEq30cncu6Ts6IfAnee7Pvls+/UKIIqXeNyL4umFgJt6pYL7YYUE4soOycB+jxDEexA0wXE6SSpQkPTum76yYfOVVXVNk+NTf33xpfc+/ujF//zPUCz2+Sefnhkaev/NN5vdbsfMzMjExLQCyhgMiwgynUgAuN8KQVO//nUZ4DEul23Llvav3s5EAgjuyjRWytLRlI9OzjhKZSghMieFa4rxqWD4cLfXbDL0TQRdDpNbrQ7HmXEqSqgIq0EDISwA5cGJkMUow1aUktSYvEby3TtppplJ1EjFkWZdScoOoBLDSjMhfibICIhmJo5MRoVoko3FaGCsJCUBwjCthmjS+6+74XtLV683m12Hj53845N/PHX61FN/fLJ3oO+f77+L4/if//QXksQ/3bE1QSUYVs4cRFC5Z8rY9ATQhZ9s29Y/MFRc7CopKS0tLWtubuV5/hJbKOdMXW5ic24RS97KudABftEUlku/ZotelCRQDhDuKA3YKLDPNWYNoKTghGKMdeus/nKzwEORSKS9uOH+u+5saVjgB3QMhhYvl+sKvjh7ICbGiyxFtjZLDA//6bNnD585zPnlfBeNVVNqLFmzaA2BEZ8d/nTMMzniGRkaH9KqNBaLpaq+vkNftRGyJZWOVRcZCQCLOij2zwFuOGK8otawugq7Yb4o145LpNMkrygSV9/oYiaisv8SFiBOiQUhSvUvknbpZd168sICto3SG5+dCvMzcXh+enNWKClii3UYeOqxsAjREmDRkXiCpsZsyU91E28mehwBGhlDgP1aZ3aaelUGn8QZIc2NFtNqB2ZTRwJhcPFys+uOtqtfPvHhs889V+x2r79iQ/fw8KmeXpbhCm0WhuEu61h+/XXXLF2+VK/X+/2BoaGh08dPnjnbeeb82W3bd+z7fD9RjJdeVwoJl5iwfKM+88P/JBu57OL/UDZSKAqseDbBJqIJEiVtZTYO4gRUZBlWx2Juuz0Gx0VG8h7xfP2b199x0x0mvTEYjhYWuVsXtUB/gZ55+5k1C9eYdeb56xp2du/wxgOnek7AIUhvMYTUkZvmX9/W1Dblndx9cvdMyNvZ39nd140RaElxybmpXv7scEn+XYmKvQxQZkr5hoagF15+FQCvks+bCZHkvAiCGJ+Y6OzqdkPpJue5mUnSpX1guSlN+XUMMt5FFR5KyEXbiF8UTZIE7oSsqbXF49LoCBCvTgj62bfuvPrWW4Gmj8ViNVXV1eXl4M+ffOqpZevXA4a1yWre9YtfDE1N9UQijJKgykLQxttvr6mo6O7u7jx61DsyslMQVYkE1t+/4PHHhx9/wXRvGa6zSULmluCcLHko7cpPBc1l8ojCqIgYYTye5Jc2loow8vGx/uaa4rA/CsXi8xqrDvaFl8x3U/4oEqclQgVJnN2AYfkOxCyGKv7Y9DildzGB0ruBAkt9dIb2hhmU1J/1cMPekIHEaDbR0bLqdNcZBKUbnESVnV9+9U+a2i9jOZYWpLa2BYAtqw3ES6++1NzcAhh2eXHxE0/+tneoP0kzcvcLAjPodddsvs5qth05cbh/oH86MD2yb1SjUpt1lrr6mhPHj6XbNmeXRG7MHcox9vNcHxeETaFsJkpmqtP/MjskZwuT5qYKQnmyI5uusGysySQ0xhIkYSm1CIgwfG6ES7BT5yarXOXV5ZXjhyfJYu3aysZr13eYCJRmuWg0VFDsqCkr7bixY/+R/RO+SUEjNS1r7ekfpJIxk8pIlBIm0nTXlruuWnOV3SpnLTz0jX+f9kwfPnFo74n9J/qOT4en3zn+qSXWfnXLdQDGcn1PuaggB9kxiO7ys10h1KbGSwyE3UhUmNhqE27XY3q18xdr+DDFBxL8dIwbjwFzQohTQoQRQqzECoCByvn2qTRPGkKKVHIXKE5kRgFccghBptLioBgE3kfUOH3Gy0M05Y8PJz3HrIHTeLg/4itieRgQVBK32SwWQqf2RCPWuG6j09xglUSRSsSTiRi4hgZXNZhLoQXVEElMerwCz9ssZo7jZjw+DEdXtC64btNVLS3NhIoEGshWYLM57a1trbFodHR49OSpU0cPH+n29VJC0iDnvma2HsgBzbyC0H9RNrJBRTFfMC6B0XOikeAlK9cwzcZZc4FZX6CPhqIzPR5g3EuEuGnxehxVeb6YAZDzb3dtXtJYhcNQLBGPRCNNLYta5rcCY3V6YrqnoNfitmq1lmNHj/McV2ot7UQ7V9WtfuCmB1a0r1Ap/evAKPUP9e0/9sX+U190Dp+ZCXme+uTtK4a8BZnOoVLGotcqtvOQgjsqBUlfe/PNcCh82dpV9bXpBP4sXUIRZN+Bw8//5aVrFStbyEFPKcNML8VDpfzPqY8UCU0qOVLg/QlJ8sFwLxglDL/dYceZZECSZiDox9+6oW6eG2BZNBqhWLh40bIFC1oBjvpCoZF33qkVRR8E7UnQCMuUodiwwK/ceOXXHv5x85IlmJIASyeTXadPH9y58+ju3f0nTpyLRt+Eoo9Jkjm1j0s2+pn5kqoRhRUuKhc6gUEDGGqxGSxiJBzfd3qk0GqgGeaT/Sftel1NiXMsHAeGnCQwPl9gmIdEQfjGJhuOwkKquQiczm+SdyeQKX26XSaUDuCnd20CeOqLCOPeJMNJXl7TMxUNBEM8I0RFzqCyFhcbK1SkWUOqTXZL1RJCq+JFeU91lDBXVFSt7lg1OjY6OTUeiwaNetXIxBiMo2pCazHbvYHJe772jVtvvrW6ujr1eMFgEFDXvfv3Hjz+xcjwyMHjB7fv3AlMZ/TOO+/86PBHuasiL8M5f50oed+zH4DryhvfoXIfntn3UeV9JLX/LpwNol1kseSn0cjOUE5MhpNMlCHVpLxOwlFvj5dA5YanbldJWUkZQqLnurvWt7ZtWNaq1QFz34zgZCDgNVkLBESK0QnOxFsL7AF/kPAhtTW1KIlFmGhtSc2ChgVFjiJO4GClyTyGYWajuaG28bKlazcs3zCvrEkPq4wi1j7s5lRiNukMzu1GmHUFgSdCJTHJ8ZNxptefPDedODhBfT5CnZxgPRGJEXCzVlVv1ywq0nWU6leW6xaXqFsKiSoTUaBBSUJOdQJGfVTULHGaL28A2Bd6/QxzLIC4cdmlTIuInjBcXok5tP7/POyNTZ4hp7Zaxz4jpnxhH0slLajaSOPF1SVF7iK/P4gaBHM7eBKbGqxagw3G5G7qE4HA2dB4F+IzYyqGYiwGvbvIheFEOBxJJhM4ioqwODI2OjAw4J3xhL0BjuWBLUMQuM5oKCx2tbS2rFq50mIwv/Krv9vqbFk0TMnDbI3ml8gGKpfgybKBKXv15gpG9sfUSF7CW5rrH0hjaJKjAhSf4M2FZlSHekfB2MTAbRv1huaq+U6XMxyNDneN3H/X5nnVJWqNXme0A/IlCJLBYovQUaACNW49riG9gx63xuUudQNLHszjqoaVixoX6dQaXuRTj0OSpMNWsHD+wg0dGy5bdFmpza0FIBRMYOPBXMRIfTYoADquEEaAjP5guKmxoaK0lMBxlUqFY1gKRsGPoVB4+569Bw4fWaz8CaL4BJDMR+7uu5fOlEl/DzA3pmxNmlC8cpSSvppQqQBUFyDo4paWQjU5MznVGY//8P7ry9wFGp1Ra7QHAj6c0OpwVXR4BO3vK/X7wa2NWs3ly5a7TMZAKGRmmcsgaH77ItmFz3FyPBTDVBowWO72jo7111675PLL7U4nOhCuroNJAoGz854WjvS6SWUgKZoDIJJ0boLc3+UZmPRgEq9CsXiSkc0wGOYFIc6INsBDysqO9Y6HIvFzQ8yPbnY4bYQsPUrCvSjjsJRJj51FbThHq4DlOu5jpwMMhqFn/Py5iXAoEMYQEkdxh9UO+KZOrzOJM1qzw1TRRoLn0Zq0enM0EsTVRoZhhkeHhwf7UAwCsGsy2letXGPSm/rH+l32wtXL1tZU1XAcm6puATcFTLeK8oqOFR2bNly1uG2x0WBAUGhoYATes2fPvX+8d+4EXhhWytCKvNWSGj0EmmPNZc+WzhJXsl7lCsVMF8VMw7/Zi6QxNCJjqMFmQDVoaDxE+SnSSKoMKnCAFbUuXr54dGoC8YWuXLyAJDGNzuQsrhYJ8kT3ySiJBKnQ5MzkyUPHSh3FNZVVk3HP2MyEiiZQCfV6PXpUr3Po3BXFrsKiEldJsb2owlVRX95gsVhT90BzzPjpLnrRB3Cb8RLVVrkJv+nqXDlqhCKpkglI6QIF1CiEw7ABx3RqzKLBSvV4sYEo0OMOPWpUQRgscrwYZ4VAEjWqdS3FybHA1He3Mb0hWItIggBDuOnOOv2ycs87R8/+5qNdxTOfazwTdBiiqCgOX66puoVoczLa7Y6BsXq1ASLUfLyqzCiXx2NqCTeGEvzgyLjXF/AHQgAiKSpZU1Fe7HKFw+FjZ85oSNxiNgHV7fF6GTap1erAUtfrtKUlJWXFJQ319Q0NDeXl5Q6XEyeJU2dPLZi/oPra6rkr+0tkI18wUhr0orKRkoRUsCjVK0Te1Sqz0+eFsgEwNO6LYxCmL9SzLBsYCgCrRWPVkFpy0jN59ZKrTQWWo2fPrnEWNVa5URS2OkoKiqum/b6umaEYLgYSgb6uvhPnTm5oXqU1awf9Y0FfUC/pqESCCiVIQuUos7tKXO6iEneBu8jmqi9tqC6vUavVWdl449lnX/zO98ouQLpUaeYoBB1S3lQr0Aaj6E++9+C1V20sLy0Fz8LLW3Gou3v6/usPT4offVznsHNeH5RzqtxkTz6TM3/BYKdfgmLF+zPUOKIkXYmKo8Ci1HTev/kqLBo/unfP6m/eUFTkwAnU7qq0W4smTp8J7D3M9Q3HRocPCcIIBC1bsRyY2ONTU/TYmArHZ1hW4nlCie8DulpUXuFomWde2FZx1dXldfUEQaRuIOgP7nnlkeDwuzBWkKksykBbqksMPBtzxDHIGxRO94cHppNTM5yfoiABKXEYQjyr0QLyj5UUWScmAzjDUlPSmo2WdR1yB3xJhOSGEwLM0CK4KSS1gbskt2AGQiVl/aJyFAse9XGRKBMXkYNjiTFvTALWuAg7japKu/ps38Sd931/anq6GJtoWbocGLgYRhQWVWtNznPnzx4+0Xmu66zH4wmEozhBblp3JVg13T3dMSpqNlpmvDMaXAMWiMvldLmK3O7ioqIid0nJPLm3U3Fqn3AgmePjYw0NjRgEzYp5bhJoLh3I/qhkacn0E04XWuVL/AWd+NNpuUrbSAmXjTKRz3QmlSQ40xlTzvtjBSpEiazkLHeGgGYcCIHfGlwGrUEHbGFOYBHAtLVqLhGdX1MJBoPloUgs3jV0xsNFw7HI6LmBkb4hmmZsJTaJhBMSA2B3d89uM2yurKksLHCNTI7MjHvODp4DYm60GQuKHA67vayktNpd29bQ1lDRUOgsLi2rOAclCciU0zD6Ypwg2z421fMAUcrOUjObHk5YonguHuNmYlCvVwEURI7X29SYVYPbdLhDizm1ADST/V6AwgX/sYIP00JSFmLMpEFIzPfRqfO/+XyndeJZ1bg+luB4TqvW3a2u30w0VcMOFuHrk/Z/Dp8uxXQ2DY77UAzno8lYKAZUenRm2uMPBDmWdRUUbLhs7crly+fNmzc9PbV+4xXg5u6/49Fly5b2DPR1njnj9QZGJse8Pl8wFD1z9tyeA/vNJlN9XV3rvOZF7YtmgjNZ2VA2YZzljBeVjbT9gaZh9H+QDSSDw0qYBuEQDthjWWMfmXUgyFleCTbiiVpsFkKL+yZ8kcmIyqSyldqAkSKiIgAVjUkDJMht1DsL7SiMMjzUF/AeCE8FuJhv2jPc2TfSN4wbCZfTHoEpA2bRMdpjB45WNlbaHXbAAqYD01M900eOH4M42Ol2WBwWoGyLC0vmV7e0NSyoKam1WW2FRW6/Ai5QvhMzVZqZqnbvUlKLgCWMCcJ/P/6HXz3+hzUrln9l86bLVq80GsoB+YoyjFulwgiCy8fHXFDGFRcBm2P157pQRQU3/bKjHgYcyatAqkrZIrRYse6BmW/AcA/LVbS2mA0GwP+ZYHLy+M6R4+fpoaEBBWf7lUpQcMM+ji+wWFhBOMBx7Q6Hw2r1er3+mZkJJayEDA+VDw853vug6qf/6S4tqtl8df3GTSXtiy02m85s9w8GMMSZx5QzdUNpl6jyO16AHBZ0U4cdgCPLSxGKC0X4SIxnaYkX0RjNEGisYaHWZrVYjGhRgQpwEmVveQmDYRUMa7VIJCywdDqJWUohqdIFD/wHb454GCopDITFoyMhKpYA+phG8AVlpisaTHoVwoVGdTptKBI2F5cDoJREJBCmdx765FxXd+f5bp1eRTMCy3MEhusNqv6hEZ1BFYwGfX6fyWR2uVxg1QCdMTg5CIBLrVI7CwssOgsYisqKytbWBfPmNaeiTPL2DYCN3vfkfbmbc8wV+qzPK2PIy0sFviTRuPiySWWOc3LxO/icPqHSl0/ODFVseURECB0Z8YQBnhIawmA3gHUCZbLdER5Jhmm9UVffWG/BSE6NJwXeO+7t6+mOTkUxE6oz62rLazeu2HjFyiucVucHOz645+Z7Vl256off+eGClgXne8+f6DwBPg+MDYzMjFAsRWrAyRECwUvdpbVl1fU1Tc2asuKvDPFt2EXY1xyvIKwoBwyBs1T0S/ehTIGKHKznlTRiAoJJpfxPgBAHgZXpSYcBM+vBCdmpUGz/0Mj7Z7aWDTwFdZPxBAOLFXr77dqF65BaK6wVYDnI3y96tiTfbrA7msqqBLA+Y7FAIDgzPZOIUwRJAqPFP+j5zsPfuv3220oqyzAS7+nquWnTLZGY/+9v/71j7WpwO8kYFYlGJiYm+rt6znZ1HT1+fHpyKsElURQlCaK6tAq1oPuS+yyQJTt9ucHGvLFJCUZKv6I5kvGvy4Yk8QwPZCPVED5NaVMbOiVYJsKotGpAXEOTISbB6O16vVmPkAikdDRFIVSghFAwWNPYWF3oUuEEq8Zi8eT4wOhAdx+bYDAzKhjEdfPW3XTFTeuWrYslYk/99aknfvHEfQ/e9+D9D2q12pNnT4KP7v7ugfGBSf8kuCymJXmB12l1NWVV1WVVq9rXjh44+cUvfqO/hIcfVvQCrwDcoGLjS5l3Upzx1eefKXYVvfTOuzMv/70eQYRMd/uLpsYIipuVyXBSNBNiEpWAUlj5VVjpIcIpaUluBRMJ5W/BOyM63RDHb2BoS2udMUmT04BsxbskqUdhyqSCtqsuv3zL3XcvW7/+f7f3HmBRHW3Y8JztCywsvfcmKB0ELCgSe4mJvcReYomJPSYxyavGEntBjb2LJcYWRRGlKUhnl7qw9N4Xlu3lm3O2sAh5S/QP/t+3z4VeuzPnzJkzO+c+98zzzD2VLNbBvXsvP3jw8/ffL1i0SMjnMzIycrOyWHl57JKShuZmhMcjyeXwitYAuOMQN28fnzlfdHam8PmFaGGa+1gjSncKTiUvooBUPBGBOEMk4ojo86I+WqXTr5oNUOGMoj8oP8M+JRTI29slkJaKxTICHpAI6PBXoYdS3ihu5EjymoXMyjYRTwAblaCrM24A3d9eh4ZODCAVLaIHWV11HI6uPmWkv29Da1ttQ0NXl4DHF4jEEIQRKoVsamI8OnzM1ClTvb183qambN22JSeTeebsmfHjxtfUVDOYDEYes5jFKi8vb+Y0o5H+RDz8US0tzV2dXN1d3Xx8/eYqF4Oqe3YvESY1oVCO0tQznj19Su88acrPmpwFm3dGIRhFE2zghj1v2KSXXNgpJOPIZH1yJasSvojhsMvQxJBAJQiBED7VinXKZCoZPi3GDqZ65vTSsuqyOHZLcxOqzEiTmzmb6+noQhoy0G5gkGeQuZG5Id3Q3toeXsXa1tzF3cnC3AL+RYRFwKe0ubWZXcbOys2KT4tPKXgtx4GSGjargnU+7fFaQshG3wlcRADkvZBCDaDq7qKmXRq/vEpmXr3aQtmIciU0oAvwFYXIxZgiAF8orxfJ0wEiwnRo4QhXJG7DcV45Vx+XZOO4AjGJNIzquEBn8BCCI/r6xRoMwrE+TW+2oVdUyVNBU4dQJOLz+fAqFmZmg4cFhdIdbJnS15UZPz++UcAqcnNz9fX2gcjoHTzw2q3rLZiuFzQqTQf+WVhbBgYHzZGDloamgty83FxmenpmHruojF3O6+Qb2xhBggbeWarbV9/AITg19mn6lNSdQaP5+uobCNo3ALZ0SlkW1jfgWF7SJaEb0oUCYTWrhkAiGNsYGxgayAgyCSKBp6CxJkQCIkD0jQ0sHS2lFAozl13BLONwOJDe65jrWtpaCWXo5n1hXmGejp5GBkY6OjrWFqiutruHs42NtQGN7mDn8PnEz8VicV1DXVFJ0dvst69SXxbW5Etl4mwWg8nKu5UeP7Sy3UiFie8AqPohgBBhhcENbOIyzPUkUG1pN3/lmgVzZyMdHGvU5dK9Q8g7wiJyVTmKaB8JULIIxfEQBHnYo9cmkzVgWbBKrtj8rAJqxRhE6nC5VhhBlmYVQu5ZhAEurJIJTc9FDgRcLqSiQydNcvT0NDAysrK3NzVHQ/p8bKytLC3JuroDvLxmLlok4PNrq6pYTGZKfHz882f1RSzIgl/J5MnZ2azs7MhVPvo0qhR750nlKskxDSRRYygOj0AeSiDg8AQctrmLypWt3KULAPXeH9gpOCxcUK1XD/NIZIREwnV1wZ9ahscjyqANOWhok9a3SzMaJIUVzXKhUIzDEemGy4Mt7A2lFHQ7EjSA1NoIjgE7aTQdU31aSjaTzxcJhCL4vhZyBXoG+l6O5h2dXQ72TiOGj7S1saPT6ba2dgZ0AzNbIx9vVJXZxsYmOBiN/+no6KiorIDPR9LrhDcpia2c9obmxsrq6uT0FNrDe2KRGGOjx1dodnoVYvQYkWm6Dro3fFFRid6TicqpMU35cQSTpeoSQYasZC4Igu421ykkIAQiiVieX0YhUyGG6ujpIvA9R5TjcXjFowVpvpGuAQ1Pi/sjgUKlSHVkJFOSsRF9sKv/xCHjdYnkmYuX6DsZoCBPwhlQDFxtXZ3tne+8vmNBtPh+y/ezx80GfRlsnZTM5JfJL+Jzk1K6qtdIfDfXTOQSBPJ3m6J7TlT5BfUyoVQUIBovUOVcsFylU9OzEAWBxeOwNkH/oZJLPJFcJEFz8SizkglE3M6OFGLFRnkc6BLB3heOt5xN8A/WccETiTLFKlupDC8BjS7C2wb5p1/FWMl1CUScjYWRq6NNcEiwi8cA3fIu0YqiZzY5ewnPbCQWBDxeV0eHSCJ1crlsNuvH739cvnSpjaNdnw0iEYrb29vLStjpb9PjshNut99xI7n1dnn06Bsa/kalO1ETPftaUKqcEeoZWyoRwc4tlElkCjcUTBHxRGKeWFdHFxLnmuIamrE+ja5P1iXJSXLUc4VqmaNy/kQC3sbImlPXkRWdTaaTpcYyuSGerC9aOXz16KCwDEbW9u/2GHgayAlyCLi6FN2IgAiBRBB1MipsYdjx7457u3n32RQ1tdUJqQkvkmPS2RnViGRYaYtxZqOk5+/6TjA8ouEvUqxQ6sD+BBggwhNtEITWKzgBpyEposZlATZal2JYqYBULpbIw+ZhW7EgAUMA7DDcVEMthFGqDgXo6uRwOhkisS5WFARNKgIWbtkQPCwk5vcH1y9dV1wC0lI9MnnUtGlVxcX30tI2AbCBxbJUuaTfMVZBQVL008Q/nxQnJ7/m8SJX+xjQIGFXx+4hiGIzESWrlCvdKDhAIAKIoZCK4nruBCNXedi7w04RxVQAxAKUSGoS9dZWeWurEPZ8MgnAouBTVtcqrWsVJ1fyC6qa8FKZECHYWehP9jB0MEawzUhwkKuJxRKSDu1FCfFVGlMoEaEy2FIZTVfX2cFh/ry5gb6D/ji982V2cWEjH7a0vo6BqanJsNDhCcnxOanMPXt2r137lZ6eXu+mEIlE2TmZ8QmvXsbFsctL4Nu3vKgK89SnPurRF94JYFK5lZRUFKekJ4opcYWLQOFEUojrYMsWQXcKUMiuYE5eGTp2U/iXFP4E+JzALkbVodaU1NAM9Im6RBKZJCfIcBQcupUuJlculUlhP/M0t/OycXrdyjKzotvZWkz2HjzJd/jksAkWpmZ5RfnP38Z5eHrAW4JdUiAW1LfU55XkkYlksVxkqG9gqGekICDvGJlMdoZDttDwsaFjRzj7A77ILUZXYqxeH6Ha7gpRD+RVKILDdtNQfEVnK+SKjTrQV7MU21objhiwOR5lhJOilSSoeAZQgbIcvi7R+Q00sBQtVCrjc7kMYvV+QjaH10rQoY1FLObJ/fyoDkQKGfNYYpcQAykJafeQ1phxq1jNNRVNgzzswkM8AnzcbO0d4etIVNhkbWvjvDLCeYAHOusokfJ5/HZOO3wZwdeGqZmprY21pYUlbOfeDYIj4OE7zNrOJih0sLmJ6aVtl409jf9D39DoGMroTtlfdozuviGRKaPrVEueZCKZcrYHe4TQ9ytXqEPVEfFFrXVtNBN9ig4FDx8h2DvIBGWIsUzeIRbQSORhzl76ZJ0cQaHUihbuPnDSgIDl4QvDQ8Jgz0lKTc7kMl2sXFDxMwTdwDmfnV/XUtdJ7STqIvpEAxc7Fzh4790U+jR9rwFeY4aNHR082sPcobWyXlBQ9o4kHegJf4iG5x2olJP0Mc5ojP1PULmP1H9yLEWqmmNVF6uYHlWDrGKBvAgTBxFijiwaNpCnY2ioOEWh4Kfr5e7u5Q7bktvcBqF8xKjBIyOCvvhq1eAhoZ0dHakJSbKSMoqZGWwICCtiqTSXyeyorW0GwBKOlCwtnb29SRRK79YwNjX1Cw0dNWXKkEmTXEytdEEtHi9Uv0fUgS2IBg9F16AQ0EkvyEPxeNViTvSxkEsl6PXF6L6s8AP2h32A6WKYLkIlc1GpEcXYVYrr5MqEQgnsFwSMq3Z0gYpGfm6jtKC6GV6hTYSM9TQKsde1McLDPgKwaVOJFEglQrKxrYn9wNKKBpFMDN/zC6eOmT555OIv5vv6eLc1NzESnvJwNK4UHSWKxOLOzg5GLkMoFHRyuxzt7SA4uLq69p6AguNjyFOHhA4bHTF6SPBQCpny5nVy92JQtX+ph7KnOgRKNdGt8AOgj4TCzSpXh4lqPFpABbWK8SBk9WQCnoCXiNHJL8WgDT0TNpxQZmxq3NjcAEkamYbudocqLFMJEEPhMejEMgJbRGqpZ+hnM0DCFwARt5kr8XF08bC2N6TTcQRiU2NDdVNj0LCQHd/8pEPUeZH0IpmRnMvO5Ql4sHwaWS87K9vZwTXQK7DHzmgaBkd89jb28E/oNSJ/968kbDdLoO4goNtN3+1RUSyfULxLZShDVCp+KrWL1P/10G1R3DIQSeU4MaaKj8KrIjYESOQivoAlrz1jWEal6NmRrYMFhrPk3h46tlIyTq7Q6Fac3ikTeeD5NkQaQjXX06H7DTCzsEDjSMlU9GnkdNFacPqDzN0/HxlIjRDzhQ119QWFRYysnNLy0reZ6Xd/vzvYL8g/IFBXXw/8W4OjHsWP2bfjEXT3DfVedcouoeob73YM1SnKjoGFkeCJeCIFjU9EFY7hC0VB8GEjdYn0dGh4Mr6poYmkQ6LSqKh7gYKDNwpRW/F6hme18OsmOH/qSLfsbOpA94/36Rhgbe9mbkk3NBQKhXX1dSnFaZvmb54+flpDQ0N0YvTb3LfF1cUdgg5dI5qkQXwt4erI4HALM4u/agQqlToAMnwXDyuJ7tZ7L33feev0/KqJg+poUJnqg9pHBHpCsDoOFME4LEXFKwHGQxUBqgqJpk6M2+phx5hhuExSHaDAUIi2Nl4edFtzWTunsqAUYvdAVwdLOzN9Q0NuV2d9TV3J09jlO3Z6jxxRXFT0+sWLzDdv4Mi9A3NPlZsZxXz33dDPP9czMPir1tCn032Cg+Ff7GVSdeZBHMVFfR84pPvBByrfAbrmHVGucAcKDQRUbAndWRFT0+5eNqpxnkK7TN7BwevSCLp6OD4fiIRSOJonYM+vTIY0tAvK2uQljR0SsUgI8EOdDT0sdMwNEBoVB4EbBWUZ4IlgPxPSbbypgEQAkvryeveBHv7e7iYmdF09fW4np7Wpniwv3rzpEtXELi0tLTn1DYPJaGxu7OzkGpsblpayE5MShw0bboitAOxtsNubm1vAvxFhI08eP43Ex8eHhYUBrcFXfXX16tWrHz582N8V+Sjs5cuXmZmZmzZt6u+KfBR24MABf3//UaNGvX9R/xfYlClTTp48aWNj098V+SjMwMAA9/6laE1rWtPa/8umhVGtaU1rWnsv08Ko1rSmNa29l31gGJWKRJdCulfZkr0mrY9WZslEgtS1iKYRAmZ9G4OdJehKXoG8Y05Tv7rIkonOIMi07a9U5Qs6OUcRZNhXF2sU3yXc9rgZyIC1l2v7uyHVJmqsehSuuokpBy9mKZMbKh4M73WPG0695AFpPfsHzdTPT95gKgsT1hTfDex5zvSzt/OwvObC9DWO317KVR1aWRDlrTpo5uU/Cvq7Ifi5MTsGrLqR0qWRVp3yJBBZ+aIEdDL/nDj84rMy9bEJkVaqyi+NeY1tCF+VHLsc6cOWv0qpgtkVic+XqNNWxqdWqy7SlfnskEXPU1a9zvh4ekgvy797xhdB1uWXtHSncV6cXwcrHlXbBYpvfmv/TU4xmsm8thdBVhSWKfdbBm3RpzfAo3yiW4R18Ze+dXq3qcIeVDSI/k6V/r69ObTlE80qzHjZ0qEZbwsS966D/XRmXFtnd3L8jrkIcrgd21NHaXH/Wjakjx9f74pU/mBz4IjTnV3ojb3YNlMH0futiy/uPrM8cj7EoNWp6O6T0KLXT/YmK88OuiQUqa9acnhqoGWPwiOuSRSrLFm/jvEwfufKJj8wZfK+7/kDw6hcBpjZbw2nHC7BnLXijrTPEsaP+AZFUplYyrgUaTbzRJkinF4u4nFWpO87tOUFrIRMnv0azDpVIdew0vvHFzsLhB5fgKy6UsUjIu0S5Xz9DQA0UVUxliDoEl8Ivztv3syFVv9sX/kr49RW/GRud23Sw2b0FtqrjlQv8f/xPIqkPKEoLsnpl0ctPe7x0KpROqJGbuovYPLRp61YWmvp7ux53nuvoUgqauamzMj4PPJ5m/KE5hKm3opZ0VFFMLNLlJ3lbmxpi163uZi51t4zfsMrDnpUU+F3Tz73PPF7/yIpla7rOyC7E1tTqjA+I+/p+pCoVZ+4gJrqlBI/PSMzNLn67YsJXiNaL2V1oZWvfD1t5jD7h4mVwDY04ix2111Zf34NXO4lKPvH2fAQWVL0RIew0/NTqrD8zGirkcGLXiqQlFdYG7ux4Zf4PJ6qlV/cOj1saWH6xwqknHpuDXwZxuZJeEJVWu4z2P8B2BJC1hHUNKQ6+BIpRgB01ra/BWAEnoyFhLY9i/xm/CoZq7w1Z5wxuaG4cB9yrbhWqNnBEj61Nyf9/Zr9DXvzumh/7K6GZq6iAkm7cBHLU9q7gbTu8v30FgsfcCcXSNXQV1NacZN6aBGOpBFrNfKnc2+wIirPzAd2xzmdAuwbdwG+qoZVOcgLwcEbqyxpkNqDrqxcefeWN88jX2a9Be7+XkQS7tmmiZTxMZ+ldojRc9lH7PZQhl4TirCow5KHL+Iy5maIxDJlYz1c3vzF+Ch0typQUMhuX5Etkco02rJ5lxcO+Yu7/rAwCtGamQoG2Lk5Y18JRNy8U+sSXv8ZjeluMtJB6PCJDspjiQTc/C3e0RUllUCGu7ozf4KDi92/L13QJb31w+X1V7d3cRQ/gEAovbQJLI1Y+nFEGoiaql55Oez919mtGydj0ZYGNkbrC7+99DotD32NnDgCvrCwMep1WpdQlgBAMN1KEVphaE3beNFgGyujEBN0TgIBw5yD6MpjjenkDUvA3cYGIRDJxFl1PqZ2BpC25T9x8z536u5Xi0aiQUrAxN36x+TlR3Iy8vu1PYz1qX5t2ZwmFR2tymCfeLF5UpAv/NjEzzTz1beEcJAXfyNkNPdRwoIxvpgMp+2QQfdujjlSUVyuLqi5g38fTKbqmyi/VyRkDx+f8eTN0VHBmK9Yx2/swle/x0bMyX/bCrGmrWM/+C7E2FEpLAIcHelXQE4ct53/X1b8H7aqJhFHDwArojq4v/1Fau6pxwCEBJIoSFVdPdvPj6gDH+HyJu59sDyAYEAC3OhjC8etHVtc+6urPdpxcrLr9oHxg9H10/1pDRVNaWBMEEIgK74725uCP7LkEhUlTrr48hBn3L5JA3yYOeg+SQorKWsCn/li+5z1tuKyBjDKRyOTVcx29fLG1pUWlXHpLr6YQrqy6cojrxZXwtfpJ4Fk/OMN+w/WRvIzFlDI2MlOX/9+eC1pcfh1KVqdIlYFZ+O8Qd1xkJMnB7mm5eZCSHz4KLXUd9Cgvhbr9m0fFEZRMspI9vYdP0FVOg7x9g5Nr4SPhBzHyEkLtnd1UB0sk8oZ2YwwOwiesqzMOmsjR7deBeLxiM9g2zIh9qbpEjD+9dDp1q+e3MRO7P64gsyvNkz68YvFHwcVFbXzUna2fh05cZm/Oo1u576n8sKKgaIGTsZxMI5m3vtNIeKL3z4C31n6qFbTkKjEoDngcWeDAIhxaRfBJGMrFYoCIU+cegFMNLcig87OrCx3E1tHAOrbExaCPTfCpnmqCzUdGHKmZMd8T9CfBumoXzcd5TPzY761X+c93Al+buNmlfjRLCAIsmqfbNWP2jdouL36PLvw2c9ezo9wUH2vrOyYXkGKoBkp1I55Wcw7Uz0e3B0Uatt9LQcHgxuk0ldiLiR34jgQOFTHQIWioKulMw4M0Uz5qIxT08SmfPcpMCiV8TqxFObjAkaLOwDW4QFElIymOfgSMDJah5FRfXPd4luHxu+ZXlQz3cVSAZtttW0waxiepNO/N1NazckCYb44ggL0Xl9+FQn2LCFQFNWqu3r3xpVPd87yGzHbPDNbpqKjNaU1j4iBvgihLxh99aooBvj7oOv8FFbJKm30VZJRVlmXw9zRoDAPwgmW+ezoU4LvWCEYN9S7YO+Fw/yzb+YTyBrFThjv453MZELYY7PK8sK9BmlEQhcXsotDIM0FrKLScoLvoH+vk9HDPiiMQgrMzARWru7dxSPAO8RSgEXaQp5q4aLKkgkF2d8MOf3pkLGfAImI8RTUXPvSvnseImTh9pfKI+VVgFfDhggijtpfOOmHmTJhHWC1VNQBqTz72ovZU1aM+NBd4e+ZqJ2fujdznVtwQB+ZPDGSJwfRmyZpTLhMPXY1B6Bjc8nbmoF0i26A1SUhoSMM0LGGUJIiDjAwV8GFsLo8YeBycNzN3wXwm1AyamVPAS1Nb1aB3fY+/YuZfRlGR7M4TXCoKs1LiRq348epgwej49FmDj/LzNcUvv5KK178qn/G1Mnhr0vhtfEhQmwl05TrqZo4/DtgAkXNTRVmqk9Y6UaAHb+Vwz8LxlBUR4OujLhH0y+M221iYw0+Squqr662nDV2xbDGvC4uKiX69FVOrb2sOQIYDSLpoGS0xM+PhJHRRkhGD4x5efDKjtk/2Z4Yqmeipp6VzXgIFnOcLcndHeyn8ur2f/heGio6+c7gB3MTPUUVhqXPa+ZsMjVUoGjSpdijefvODyIBbyeH9PWXpUJsfFATk54Epvoh+L5QtJpdlwW+8P0LMlrM1HWd6T9VVsBEdX9A+fHfCoLHyR8Jge8gpBCy2ABvTMlCw9xdjGywJR6FrFrg7wXU2cUH1p2IGzVvNoSsQlanMW6vLwGvlnxEJt2U/eXEKPiwMCqVgZtn40Od3Z3VSfDSjJQ6Kg6+KvKyU8GDdY7KauEp+qs5W57f3/OJVCBkpNdYz+8xM5pyeadGoDMRgcSMsWU76bPJTkDiEWJQIpV3SsU3N+YtWbnso3k45DKchQ/Z3KGPLJFQnLoTjDvwWHNm9P66L3wgjegQHYsEc8xtuldLdInkyfGILoEjkLMyQcaGcYbKRqPYDvjjzK3ctTNdgbBRlJXtboLyOZEMFzKeaPzRtEO3KemosANwCyq/3b3snnsoJjWHktFiPxrdFH05ElwX4Wmm/6aUZk7nNfBNqKmLkoy2chMaPIbrGPbklk0dkt9YVAq+qV3WYA52RwzSUfkkAic1JaWfGxHwcYxZelkeo3ZflzPZeKAo762cJAMlj1++tV1tYPRpTfDXIfq6guqaNHsVGeU1B4JNZl+YT1p3+rfA6Yc4NWpXU23L8wfgJrtOc2b0Xw429Peq2v9sDS+zHl91etbYLlZWIcn3N5NFL5uxqdG6a3evX57yYhk6AWpubzUVpGXLsWE9u6qdBUJ8cH2S0eLSqrJFy33wZDUZLS5t9FGQ0RfPswodPRCCSVs6A11p+/zwMcLi73Hl+mDT7IEF5U1vQr29EFxPiCsqaa2WQahkFTdSLQ4GkIkqqHTbLNwlfjaPALMKSwtq1/ecGX08B4f7N9z0A8KoXCZn5ryhm7h0k1GJVH79fPKUiEkuMklmGvj0WCm64bygK3kVGLJu7619owEGvjkpYOiQ8X3NjBJwwHcp4FVyxHf3ZyxetcwKCCSYKEOTQPpHosmiNSP/ke7xXxmCk9XnCBvKu1NE9ezb4wN3RnNJFHyy3HG4W2ivmVGRQJJxGkzSM+seoLa280+c9p3hEWTe1f4w3f9QNOpfElTlnwNgx5Wfl88cCI8R1nNSL9IivILRnWtwspSn4paa7kKFZZmng6ccieno7yZB6SitUZSdVPzmeMDNZWMCMdcIv7j2ze0xw+090SWgREnxJWlnt4oxHLM/+tZt4x8ZPNV3CJvlzmG6hv92uFrOblok2hphboVvqVndsC02F/UvcVN/XwqCn6b8MDTgI3zJKIxT1/YUOA0i+gXQ6VW1COPuy+ctc2Y0G7omFg4aTtMTpOQ8FS8J0jdDyWiL6Gk62MAqm2EUtDJk8ncnRyU21SomHStrG/50uBpINerfmdHSGjikH+HbDYhDR3rP/ON0JuRxjVEn/nycBx5+YqxPhKA14uf74FYutgdIXWl9Bpjh3/fMaHVJ1XPbAB9c95D+z2fJ0+f54KkooFYmDHL3RLz87NmsYlz+wRMPP/9+RmEVL2nwwEEIngz6EMZ58vgNY/1cbxwoLipOm5cuxPxLrP0RYPQV0fN5BAKKh4WFFbqbZmsO9/+jfUAYhXXW9C+hIU4SxtZloq9WfeUoFV45lhru5IaSERyZ6HPgt8bDBzej0U4Q8nOycsPsXO37LhUl5Y+qc/beN1ixTklQcSSEyZE9eCOeOukjWo1GIhMCIsDNpip11AqngXtqVt70wcP0eNzX0WCaSV/+JZE0EYAQQysVGRXVNCUMP7196ydhpKamfWfALDNrlFKQbcxH5i76cUH0TSzaqVMgzqr1MbXWgw2kQxq8ADxtq+Ooymwqaz20Sm+Cd7B+f7cJpKPD/RpPLot6ULh48uBgheQQpJe8LDM/fVN0HzZ4gFdHfFerCjRBVWblln3jRjl4KFGTV9KUfBTM1aOrxvA67tZj1xZsa62o6r4OLyPn7hzPx3M9bVpLKqcBt3A9OspVdYP85tx+O35ZYVrNf1fffrDqxo5E4A5IrmbUAB+dnJvRpZ7bg8wMkJY7IJRKxVXVNZT4+ZJ0ICYwcyq/yl+Wv9bYAe0r3lOHHw1a6B5XWQeRiFPdfB9MDiJS+tm/VFb1G/hlGZ6iq0qpL6u7DYJDdQgpV1/tjlre1KqKnpDH/zwVJGehOMeuqCqau8qHQOkDRqufpb4GI971L3krhvSs0nowZIAccXex9jbA596MJPy4ywtXXVMPgjykwH3SqE/fnrsuk2pEW5UeOXFK/+Iefzx48iSLOczLSwGVrpu+WdG8YNxNKRbtxCpkswP+F/8S+JAwCpuGyXzj5TtB6V+SCEXXhg3OWrfr2DggEjMZzMFeY8cqsohk/PyrK55fv3S6ElaAcfGMla2z61+Vi4ghW48t95i7EsNMIh7xDZEn79r22mzVqo8IRQEwoFHWfNv0842Lj1AgFTVWxPi4Mvb9tmasXlvDm4WFY82te78pRALR28dgm4XKv9RWVrpjwOLNV2fPdgV1rSnXwU/m3oMUWUY2Blsvgc33EuNQ4TVhdra7sWI+1cRYb/OyxDV3/3iFsk9hRe4Dj0BwfvvcUf2OopCOGlJdI+9XRtLHOIU5KdP4bV3Zxb56hliwk62d6aHwU1P+TMpGgZTPjL0wfOrn0UvC/VTcs7lDuAvggnXoajKq4+c18zHt0+E34nKxqbWKxCfTA6c2vvotyJsmK6t9DgIO61kp2adjiOPDDbmfxJYWfKReeoyMLgxGyMDWgUbeM+FASch0Y3NJTd0dsHQ4BQt2svcjKv1LKViwk1JSxnDcyOm7wLyDwnZI4KsSC8EQAln3/SrzvsaubAGT/TEeiFn9jf37IyfEr9Oru/XHzTOT4Xiepp6JCRvpObSQgZOjSPsICfyrIX15WxkI0vQvFZfW+3gBRbBTZYKnnzd8i7h7GdX/a+muCd/OJeAqisuTAn28ZBLgsHbVevpynY1ZyvjRp9+M9VjfeCFmLhEH2EUlb0cum4PglOVO2jR3TNqC75mwsOIHzzKB98D/hYt+SBiF/Dw3BTBPT1TONRCdP4lewE44Og6VfJczUP+S2hWPI+K9F6+ouxFz+gEgljwDtddXOWhGugYv3B6LHYjHI14BkK35DVkWrr6SHA5kxrr7LvlIfEtq07ey/7amYtDmKSbwFsjma8sPZD7fMp4G2ruQXDF4tnlSj4DeqcduFwEiCceqAnuW+SoTjUadD3jWtg11sbcKJCkCfwML9WifbKoXcg3cXcV+WSbDUzAyqtDiMXEdtIeVR1s8ygCdP3XYQbiXf23JyI8ARCEd1Sc4wnu57eUeoH7EIRnNRMmoIsEm+JMrKa+qxvrpwsrreN8ITSz/ZayvGjN5rZ2xwPEOzVZzysd++MRXWS8os72w+U+HsAdb31b9PnIwxOXKdt4ZMEbtjYKE1MNq1HawbXdj/scZNVrdBMloKAFVLZSDoliw8qSXpT6oKG9+C0IpVFy1koxiwU5d98GyAA3G6T054Mjk0+uy26ILyBYAzHHR9C/1g4cp+W17PXg03tyQqKyB5bxDC5vuhlHf3nr2a8beC/6wN3Qf7epkX59TCOS5dZRw+QZjOlVd8QWJHV0Kv3t1ScXvtscW4ogqYFaSUQz9WOx6MMwbdRFBxHv9e83pX73ICCgqrgXB3ghGV8ceii491rLRlYxpG09Imt0hTFlMJuGU/qVB3f4l4PrpmKF2+zfdkQNmcZcJaZ+fpn/pP3qYgFbhqdu0Ck+aplV40jStwpOmaRWeNE2r8KQ1rWlNa+9rWhjVmta0prX3Mi2Mak1rWtPae5kWRrWmNa1p7b1MC6Na05rWtPZepoVRrWlNa1p7L/tAMCoViy4P04izsh4642gpliMTCdLW9ZA/JfpN3/IcyxLwUr58V5bVccKKs1UAiLivl76b5Tz1qwuYoqSki5PwRbc07ZrdCf3cih11VTt71PSrI48Ui5lEDZUPw969Eaf1kbFdQFpfsh5BFpyIVi2MBq1s5ga7r87kYCfWlNwNUp8x7bdbuRrXa2EXblXnzbhwVy2I18xiwmZbfSVOvQ60MTd5mdvPN/pXMu8d4+cnnbJWVX/Js8QKZbKmdrPClr14gyk483Ke/4AgP71gqKPoK17dNvGIzLr5Z/rP7zYv8mXiR7VsqfCPs7BSF3Mr1GqieVe+d/4ytVQIRG/OzoFZ+VXdQqPXdiHIOVVCbtRv09S3FXS3pFYlONf27LdNju/e99D7ZZ0AFFzfCz//Xt6t15xxbIndkSZudNTJeUgftrOq7h9cNlx7detsl54VONZDrxnE7VjuiSBfqKNHoVWd/tx0VVInT6px2IvNI5CVqRLAPrN8rMO797Q2lS8D4NnGcfBjmjL+HrU/V9qMvawSHNWUbQ6/KpbI/nPt/8I+DIxKZfKb514Hr36sWOglFpYuq//mqyMokEpkzMvHTaZhq+kxtWY+Z1Xe/gObYlAJUnlOMpgeWa4pNFv25MxyWyAUybLjwLzfKjWz2PePL7EB0i7O66X0ZXoXqrFLdbbtqP9+xLJf+hNJO7iiYz+CbafTFfVsr3pOWb8y8gEKpDyRKC7RbtfDnmrNh9dE6Ioa+XlvAHhQXZaixFFhFz+vfaZLsA8ANazbNq43Fj3D5JoF1UXTvpztdUyBpC3sgq9NXGY53c7F8irzJy+dMfCUAkmFXZL8RABOlVVnKpeGCjq4+dKFtl4fj/xTTdrLKQOHN57PxESaq5JnLQ9zuB+PBseXNL5aW7ctWqHejOr1Jj2+OnooI6kZNmOn8BdAHUxV65HwWrgJLXhb3rCJgT9rdJ64B74AHJhnPOgjWkPf0cBDpQJ/yeXWK8GyvbysYeZSHXMyqKzmRYG5AUQdVXw5p671T7BkMJFOBrwXZ5d5zWHsYiv6TtuzhdddrW+zFEhaVVt1UHC5qKaHSPPrqY400FrW1moIwEEGv02Jo83swq6VE7sk42avvq4QIP7jJ1OwhV3drjhtu63lP7dWoy42/fEtr9iWDpV6SfyOuV8bnuNzVEBac/5uGt8hGDzOBTK1rrOtq6NVNlMu617YWRl57LLX64MBBFDGKno+/k0XX6rZFCcGU3Ewp47gASKvMmUqhGQXZAbOm40Q8IB9eFLgBqczlQrRZtYB6nbSmOuSv4ukHwRG5XKQm5NkoBYlwSFgUCCoK0E12uWAkQFCwyY5Ko8l4pH5G/xjKkoqgBS5tpcxzrGP1fRCifzK2tKpDi62vbKkAknWuVsTZs1ajD0pBD29wHOxs8+nvew/HBULpZn3QDjNwkHxnUrCB/nUtddCRiTmiiMPg4V9qDWLmruy/6gFS38hFDKT2hQp3KwzbH13FwCauG9Wge2fho3BFHrI1vZh+efA10UFbEhh63Z6Hjtw88bKGQOxPFuPCaycuatnxNwvg08sJ/upMZizj5dXmIrhqLCWk3m6jWZv/1/eyv/Xxs9PjBoc0fwgbuE4xXJPmxCPa7fHHy4rbwUdUu5tsHaImZtqCZOtLS3KGbwQQarUIYwFLtf1bVX9gcdqTI4EM/QMNNTyeFnRl0d+ahL7dvZwz49IWbQjtSi/c88sYBGd3V6L4SgntSgt14FgpAuENU2/g4WbKIaqVVecdHZSCggzsqKVPjg3eoUst2Snh5Oi79DHzF950PeLw23VsJDCnLpfwKfBfYg0tybmFJF2LQOse9ldLRiOtiRmpXa44ijd0i7ltW1N/oF4Yn+0UklZdf7Mtb5EqmpBU1iYy2SQka3ScI47+zxSPH7PJy6WuQyZVM0+3VydSxgMuToh5nBk6869Prp48OJ5fqKDjzeC7wVlZQ9fNAf/9D04fkuFo+wHT+pdPAE8lP0g+k//S3u9cARszafrxqNrw19diwKyv4ejHwRGUZ3RNOBu7+aCfYWYfmPtkaHDJo6H2CBnMFIC7d0c1cfK5IzszKF2LvZAlp1ZbtmXWrNUJstJB/aG9n0stMdTCH7LZz7ZdWlnvCKBoGc46qb8/s/9txKLL5Yll4JgIxvFw8Bp6jo+K+d7jyHesFNLMi+AMTTz3jDWJRSl1yzYM2Z2uPhhBoajXPiCKPE2t9BFl+cPPQN2Loq9qdyTiWzjsVQu/3GGTVXRY6/LO6+OnT2wuyQTQ/KmBeBee4NYIpantc86PmXOsKYnuanoQI3DE2W1+xpbfRQrQ2FLldY/3QSu7/ca4aBOswub8SR+0RAjfnljYr55mK5R90LQtq4EtkOYgRFob2vvIX8PmjqEe4BlMJWuRgJeVsLD8T9HxP7iNvgjYqLQqhtqso2mrzq1gnYvuQ3D0eqGlgJfPzId5ZTYUlAKTX1wU9cdsHCEjk4po+RrcG6zgeb7lz5uQ5b81EAnMmivQEWaw/Ck3ovoK6rLWBbTlx3dwr2ZqsDR8uqGRl9fjUWkmRk1x0B4EJHcD0ImdWW190CQhgYUqC2t6V5TX3Mx6vrt2Ttn+QyfYZSZrcE+e9LRypPHr4f/Og+vi4DKktocMNpHsfqzpxWxGFTXGXN2jb0XpcTRoiKWxyAvRA6A85RxUyoXhd+QipXA7LrppfzZfIXE0/9uHwJGUTLKSAKpJycpJz8dw/+cy046Nh5dTQ8gwFq6dqs1C7M3hJ6cNHTcaCARM2NA3Y3VGvMag+d/j66lh7fMjAIVF1fYdWcNWfZzHFYEXtdg8Nn2Y5d/HIkgw1fv6u9pUZSMynIzAdj7pXLvOXrYIduHzbuWw7E5R4LkdoDnWyZrrKb/9MhlFBz54uy3OHrgcD2viPJ/JT8qhD+FODvbwRTTLyFZuY4tZW1bP9cbQaadjlJPi0KkTQYh+uY9STqNjAwNsRTLWnkiZjJVLyCc7jP80Ybs2HKYJ8zKHmhk/pEs2uOXNsTuAdfNnB37yGzuFDwBM6h0lfQoj5nyZMKR0FPOLnROee30Cqpa/h5dad8RAzxP09SrEcsTYpeN/3l/wtHQwR/Jvaqso7Ylp9ES5/uZRyhYdbAF4qiopSnH1I9oqgPKchu/A3NDKbrqIX1t012w5EeaYRmDvQmcG0IzJfdZaGULyr3muVprLKLfXlrJg5errGfIbYDPDP9hpXMiuW1S0FlfxxjopyGL31Ld+hbYDcH1DxmtaAIz/BA8Ufm99vKvF8+Dg4sIZHQbpvhzz34rOXxqIAF4uTin7L4iE6nnjN1cnTA6CtCJ0q1riv+1z4eE3gCrQmqJOztEl4pXt8SAc3wBBM2yohKhk6t84KyJXoe+uYHSzNKiEsRbuZLeZf2Do6spu/VJBGTEVbFY+jfuRcM+AIzKpXLm9UMGEw4WK+clxGWvJt51noj6mBDAzEkGj75WbVmIp+h/2bzp2aN9o2VCESO9zHLuSc2Z0dRrv0QotPPeCu0Xn9GcGX1z7ueRqitS9A2+ksv5nLYZp7aPQJxnbOzPjUHF7YK0b2LDf7nfrKxpe/w3NVO8djzuQDdgSjsMxvzaYx+7B98s9AKgTSjJYjnSrSwpZO891nuqclhyOQUloyr5ZiNH191yeUtpkduqOV6Iw7cX4vioJy/1AphgZGnQowadQvnrFKCD5wjEuU1OembmNB3fE2BLfUGlRErOavf5aMgorD/BbQ1e36yPLD5HWtUGTkz211V2FV3vCHbM66hxPga88qZUADZ3C47wWA1vIsFM1ZCel/XsyogpdHQ0P/AjGs0rrLqhNc/XTUY293UYM+rGYTFHWtsmLvD11dcHorrmFAAi1JpNcEhfmpgCxlKpjXWtz8HSICIVRdHcqNPdbqbvi2slgNfS8vw+uF7cY2Z0p5MdREp2dWOtn7uUaBni8ZnjkZMyHqis5zb6+miQ0Yrq+lj/AwEUg/4goxVcovMdpeYoataLjk5va//SUJ+ioKK3ZsUtRoVIrBxtxtVl5MglKnyzdXVC6SikrC8jb0ctO/cFHrujipKqhIwlPWdGC5dRKTiUjLI8vDxlwGVSxKQ3528AOShksVEyqhIkmRgZWySQP1qF7KBCMN2cJZHK/+59fQAYRfexS4dDencXZQIBh8xdMuzJi8elAEEY6WDyUYVaMy9lDQhZs/fu/jFAiZVg6NAJvce7EpiVBIaGjLP9t9el6NPXoS6m8/JDe3b3H5CiQ/oSEGxso3rIDWjkLzfVnc5P5gIcPrnDdrj7kN4zo5CMZtmYmcPxp75uyB7/Xyr/vC0q15vhgu73pmFGjm575IKqwh37ll64m9ygS+9DCq25hXfkyuSJLg4WvLdxHsZGFgAYGww7YXW6Nvo2v8pyoZ33R+NfwhMlrEhpR6NG6+U8+d7t62fFQAIEJ+vWPMIcT7zs6A3A5m7c9k+GoMJOzZzOqxry98ohvflgKra5UkXCy2Xjfvo1/thHR0RRg2Q0m+5HwpEA0cdtxqgbUfw3D6s7ly7VsSCDyormKHAqiGauopzYkH6BH5FCB1K1eiwYNPvL3zEX0/GpAHjIdQmgqqbxodmlQB2T3jOjkIwO8CXAx1ov2Gup44nbotSnpZJ1S8g0tQ5+S1XTTRARgO+PIT0oKWPf8o9R+JdqLi4H4GBL+3I69jvWXDrw+HkxuDWSrkeA+DpqdzS4wgRy9bDezcWppISNzz986o5H0mF/KhUbxbNKqmpXLvbGEXvPjBaVCCD1hMjoOPmTiW9u3wG56dl+8+e8Kw896WRcsYS1f8xv/t8xpH8XSN8fRuGQnslM8PSbMFGVgk6VMpICHFyd5LKrJ5PDVGrNBJ/9ZzqO7t+IRjvJIIXNzhnal1ozOjOayY6wde7Dv9TVHr/cbOZZ9ZbkgIBHvIeAIuHffo+8r4mFkvR4sNYmUL0Fk0goyYgB881s9ITCN8/BDFPbvnYDlWSzvC1sIa1ETHRDto44ee3Q7UqqpZMbBImCKyNH7vxTHQYFyFS83zJQ2Cmh6+oNPgt+LM/WCH4SVtbF+V/ZvXhYsBGnManJx8QaIi1iaTDsF9OLd/fcrqWbWf2HDVf/OaMa6AwNAHHcFrVIc3VW1bbdn0x1deVWNS3KB6P1sXE71cfz88ec6SMZSWi0Eyp/X6Epf19R0TYVmF+k29iiYqPMDZMzf42fEPTxEVHsBhta8339yHrwOdMNcJuxOvVW0tfX5O5kQ9S/1PYULAgmqb30ebm1G8GCzYgejmxKmQjOp4n5wu6SqhRCebq6gF9d/xBMg1y1NxBWVDdW+/kSKQgA9KHeS2fE3377rxO6nhpKpC2vCxIbbUIIpP5orqRE9u8g0E8xD2q1aP7OeRuNz/E5aBQbHM8fube2jcNXccqX340FqdkyTTo6rI0VtX5Dy9a9viQFiEIyWpng5euj1g3VMIyMemHM03Hy6IkVD24zk1IGDAR4AmAfDLfbnCGSdIOGq7udld7/IjD6jr0/jKI6o1nA2m2A6rtYkrM16MrUBevHyyVZjMwA73HjFDlEEm7+hVWx1y+erEBp6sXTlnYuffiXRFLG+Qt2ts69swAej/cd1HTn8r6LyrhAQYfggvHG4V8PH9NfO+1AMpqeSjeyclB+FzXWJw6dZXogYtpAfmvCqtwxfao1K8ioDZZDMtELXGmVmbruKc3SAY7v8NRgr/gf7956rlSLbC1tPOx9bulyNy8y0KeH5325/Yuj52MxttJSkr/J3vv0mbvTPnMENc1Z2R7GFhglI1vSg5Z1xORuizc2dTD4L27jnzEbW9P9o89+9jghExNpzo27OHTy+Cdrwp1ATfWTOtNb+qqQAls/23s/ginPCnPkQMfCYFwo+/OkEiaGvpVJeVumgr1RzqG2IP/5lbDJ+jEpc8I+ThAFHXUt2QZ+JB3sJ9APGBA6+Ox3IEU6gEJB9WPN5oAr/m+bFDGieXfiZm8EV7fRbWGe25TQM0uXee4uLW3FymmPOXdl/rdgwFg9AwI/tTiRAYYR+xBpVpJRRY7RUN9Ql8h13A49Tw3ErajvjAWz/PuFjNaVVl0G+5fgyMofK2zJ6DXum1bk4kD5tXt3o2bGLSboqHeqD4/w8i9gyrq9TG4DzLk/zn++dNdcgmqGouLp69cg2Af0gaJKMqrYiclp8hjvjr1zY4LcB2H+pQEDHQ8EbmWIVUD6eNUv54q+nA1B9+9CaXx8vPx9TCISXX7HSU7yHPvVn+gcqYB/fgiYdKRUfTA6sP8SgE+33pdJrzr3qkvQvB9i5XJR5ym9XlmhS396qSiD39F+TCNj+Opd73cD3VZVVTV58uT/7RxObeWOd+s66ddzGegcaXX5T73be8rhmwVyWWPeZpuVkZnKQoS17Dsw68vT0a2KhJYy1jaNcz4/fZPZfUk4xr+lHvpPP3cnT5HcmP92pdN3l3NVR5XnXoH5m67Fcf5ea8TGxu7fv/8DNa2GVafGr1TVfvHT+DIssTLpwUCw5mFGl/qwLkbsbvizP0nCdjqseB2zVN0clsfjGehmFOUJzxb3buCV8anVH77WsClgg/zPp+Vd/8l16Rtmg/Ir59XVDbCKV/MqBMr8u+enq2vuE1VYKeg+ty3m/FaNN3DgneJqbC6Ucf3E1N63/QO7WSbPO7fCZnN+mbIXyVseH4WtZvdHeb16ErX5/s8WYDO7qv29WgM+JvBh+Z9PS9gxDUyPaeaI1Sk1l78eDsZevzHDA4Ajrd1UFLWq09NMVsS3cyWqhNjvPgXEEx3c7hnhmG1zAnsBn/tZHrxA9BqH8HM8vkh5JPvoDD8A1qUJRMpJ1MdrIty7/XcjrojEUvnfNH19fa1sc7dpZZs1TSvbrGla2WZN08o2a5pWtllrWtOa1t7XtDCqNa1pTWvvZ3Fxcf1dBa1pTWta+/+x/R+8JjjCIBEfbQAAAABJRU5ErkJggg==" alt="" width="450" height="120" /></p>
<p style="text-align: left;"><img class="alignleft" style="padding: 5px;" title="Brees, Drew NOS QB" src="http://www.myfantasyleague.com/player_photos_2010/4925_thumb.jpg" alt="Brees, Drew NOS QB" width="80" height="97" align="middle" />Going into Monday Night this looked to be Tom Brady&#8217;s 3rd trophy on the year as his team had a comfortable lead and he sat at 32  points&#8230;.But Drew Brees 40 points ties TDQBITU&#8217;s Week 1 performance as the 2nd highest in the league this year and the 8th highest of all time&#8230;.24 of 38 for 363 yards and 4 touchdown tosses was good enough for a 129.6 Quarterback Rating&#8230;.The former Boilermaker then added on 1 rushing score as insurance on his way to claim his 3rd Team of the Week award&#8230;.This is the 7th for the surging Money Men&#8230;.but they are not done yet&#8230;.</p>
<p style="text-align: left;"><img class="alignleft" style="padding: 5px;" title="Benson, Cedric CIN RB" src="http://www.myfantasyleague.com/player_photos_2010/7816_thumb.jpg" alt="Benson, Cedric CIN RB" width="80" height="97" align="middle" />As Husslers tries desperately to claw their way into the top spot in the Bandit Division, they are using every resource available&#8230;.Cedric Benson had ridden the pine for the last 2 Weeks but when called upon by his coaching staff he delivered in a big way&#8230;.Averaging over 5 yards a carry he cracked the 100 yard mark for the first time since Week 4 when he was still on the Warriors roster&#8230;Add a trip to the end-zone and 4 receptions for 24 yards against the Whales defense and it was just enough to keep Arian Foster from claiming his 3rd award on the year&#8230;.This is the club&#8217;s 5th trophy on the year and their 2nd at the Running Back position&#8230;.</p>
<p style="text-align: left;"><img class="alignleft" style="padding: 5px;" title="Cruz, Victor NYG WR" src="http://www.myfantasyleague.com/player_photos_2010/10080_thumb.jpg" alt="Cruz, Victor NYG WR" width="80" height="97" align="middle" />Again&#8230;.going into Monday Night this trophy was packed up and ready to ship to Runs N Throses headquarters as Wes Welker hauled in 8 catches for 115 yards and 2 scores against the Hurricanes defense&#8230;.But it was stripped away by Victor Cruz as he manage 9 catches for 157 yards and 2 scores of his own including a 72 yard scamper in the 4th Quarter as Money Inc tries to stay alive in the Playoff Hunt&#8230;.This is the 8th Player of the Week trophy on the year for the club and they join X-Factor as the only teams to hit for the cycle collecting 1 award at every position&#8230;.</p>
<p style="text-align: left;"><img class="alignleft" style="padding: 5px;" title="Nugent, Mike CIN PK" src="http://www.myfantasyleague.com/player_photos_2010/7859_thumb.jpg" alt="Nugent, Mike CIN PK" width="80" height="97" align="middle" />The Warriors did not have many highlights this week but Mike Nugent did go perfect on Field Goals from 23, 26, and 40 yards and tacked on 2 Extra Points to land this Player of the Week trophy for his club&#8230;.their 5th overall and 2nd from the Kicker position&#8230;.Unfortunately the 11 points generated equalled or bested 6 of the other starting 7 positions on the squad as they fall to their Sibling Rivals&#8230;.</p>
<div>
<p style="text-align: left;"><img class="alignleft" style="padding: 5px;" src="http://profile.ak.fbcdn.net/hprofile-ak-snc4/50316_114693278602448_668325_n.jpg" alt="http://profile.ak.fbcdn.net/hprofile-ak-snc4/50316_114693278602448_668325_n.jpg" width="126" height="101" />Playground Legends needs to get both sides of the team on the same page if they want to stay in the race for the Storm Division title&#8230;.Their Baltimore Ravens defensive unit performed amazingly again harassing the Grandmasters quarterback all day sacking him 9 times and getting 1 interception&#8230;.but the offensive side of the ball could not get anything going and they were edged out by a UO Grandmasters squad that looks to play spoiler one more time this week against the Thrashers&#8230;.This is the 4th Player of the Week trophy on the year for this squad and the 6th for the Legends clubhouse&#8230;.</p>
<p style="text-align: left;"><strong>Team of the Week</strong></p>
<p style="text-align: left;"><img 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" alt="" /></p>
<p style="text-align: left;">The tsunami of scoring on Monday Night gave us 3 contenders for this award in Week 12&#8230;.Money Inc scored 76 points from 2 positions trying to repeat their award splitting performance from Week 11 ending at 130&#8230;.but the 2 highest scores would come from the 2 teams deadlocked in a tie atop the Buccaneer Division&#8230;.both Hurricanes and Runs N Throses kept swinging with everything they had till the final whistle was blown&#8230;.Ultimately the outcome of the race can be traced back to a single play on Monday Night:</p>
<pre style="text-align: left;">1-10-NO18 (4:33) E.Manning pass deep middle intended for J.Ballard
INTERCEPTED by W.Herring at NO 0.</pre>
<p style="text-align: left;">Ballard pulls in that pass and the outcome flips the other way, but instead Runs N Throses 132 points becomes the 2nd most ever scored in a loss and the combined 266 points scored ties for the 8th highest of all time&#8230;.Hurricanes 134 points wins their 3rd Team of the Week trophy in 4 Weeks and claims their 3rd Buccaneer Division Title in 4 Years&#8230;.It is the 12th time a team has managed to reach the 10 Win plateau tying their own club record from 2008&#8230;.They also are now the fastest team to reach 2500 points scored in Division Games taking 23 games to reach the milestone&#8230;.RNT has now reached 1446 points on the season&#8230;.tied for 7th highest ever&#8230;.and is 101 away from the record currently held by Armed N Dangerous&#8230;.</p>
<p style="text-align: left;"><strong>Chump of the Week</strong></p>
<p style="text-align: left;"><img 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WAOlyrSgJSQENJSVcJ73bes/sfpJRtssEFChBBq3C6G+ZAhQxIJ5sREBy9hDsRQMPhxHKT1q9i+kfCa8Pv6Xpd2T6n7tCYLpSZ3ESNaJhUelwVUJEF69uy5sRZ6sjjnWmk77fLEOgxMNOoJMQYi2Ri0IA9cFkPd90EUGMAQinOlQGC+c+pICHxGHcO2MICgHTp0qJk+ffoSqSr1msAUYgEOOOCAhNCRhPTd3jCIyLEWxg6hQ/QQyNNPP51IkXICgA15XTHIipGI4J8bOXLk9vWe2BUEmlZyk/Tvu6XWrOVJyZsoF1+HukRqx49//OPEHuAzCLTZZpvVeXngqCA6yMV7E4ddt9wXgzdMmTi+//3vJwmD2B0Y4TaI43JCaZBFROG9PI+YzZZbbpk4FLCbbB/hUgbxUcOwUfiemAuqpDdoYeCH32Wpq+UQQHxvue2VekZKG8kfrV+3AQMG/FFq45fCaC+bQHbZZZefarG7FxZhCaO8XIMQtQi1idQNkAjkQkIQNcdARv0AaUBSCAFEChcfpItVKxvaENS3vvWtxE2Ma/WJJ56ouf76JeumDRw4MPEgoR45LQVpROoI9gpeLRMCyE2bdhXD+Qn2cT82i+0jq360gUvauVghIB2xRfCKYYtwD2PHWMf4p/+lbLg0b1IY9wkhT+A2D7GkEVaatNN6nNqvX7/hUhkfWdntkbIwulevXluLg0+F68VcKlyYPIQCQsJdSfmgLQgDRCYQ+I9//CP5HbUEiQHHJ0pt5DMgEUAmEwjXWqJceumlCSdHdfnrX/+/cwXkJBC4ww47JG2C9DwXaYObGUTHs2TDnxdGdIjoRNJpByMbSRXmf3EfwUNLQNoirgNxO7cMqQkxYHuRuAixMLZf/OIXiZFvO6SUUV1Mbapv1ZVy1LAMo/3fmtPOUps/rggzVxAoS4IIaS+PNwgZyiEOAE4MB0W1AFFAkGuuuSZBHhDEtgbpHSBXSBxOAzFxOMgIcWAMn3DCCQlRofYYcPWeeOKJSZIiRICuf8cddyQxF9olDX377bdPODoIzzU8l2c4zQX4wx/+kBj/SC/vX3ef6AvJjSYObCgIkbHimSOnCwmFmkUbjO/WW29N0lcglH322Sfx5EG4MaRVY0kLwpYK1sbt+X18XTnbE+KIO01qDtfX2v5F748vB8dWNMhNIDLMT9Ek9A9L0aQRRR57BFUEzgwyg4AY5qSUeIcfksPBQAiFV7wTz3vQndgIEp500kk1++67b8LxCeQZ/u///q9mr732Sp6DcX7zzTfXJQ8SHyF5kd94LnvKiYxDLDfddFPNJZdcUtcnb6CysR0CRE3/L7744uTzD3/4w8RAh1B/9atf1fUfyePMXlJXiKmQg3XZZZclnjxUSn7P8gyWcvPmzcVKsyXidS0HomfUFt4f17t377+tzMcx5CKQrl27riHp8eu0yc4j4mOA+xLVBjHQ81GDQC6QAkR0SoY3PIVgFym/uy+82PQEst144401f/vb35Jrae/qq69OEgl5j11htzGu1x/84AdJCgjtITVIpSeKTtyFNojcI+HomzdXkSIP4iNpQiKBQCxp8GARfecenkn/SG/HjY3aZwcD7WIbjRo1KmkTO8wShnmI57KSBMY8sZRS7ZWCYmqfGN1lervSerVy+TmlCvxYg67b4J0VP8gDLoKAgYwhi8qCWmKbA9XG+75BTgcDQzCyoqLAbZEQBO1Ql0wcSJJ77703iYNwzciRI+uIg99QZWifGASIjrQ488wzE+KASCAODHwQ1oAkA7BHbHMARjYHCSEevkPKPfnkk8l3qHd4ueizJSTEiaGPtLOjgJSW0DUdQpahnbYzsNzr0rSAPFAsRgJojrqJcX23YoRZzlCSQMR920i/PzUUwXkh7VqkwoABAxIpQfoIYBvCxAEBgUjeBBUCnBfEg3BILUESkBOFIe7NR3ivfvSjHyWBRogDCfXzn/88+Q2PGeoP6g3SBq8RATpUKbxOSDSIFuniFJEwrwq47bbbEu4fEi/9wl4CeK73vvOc8847L5Ec9NcF6Fw4gjaRGNgrbMhC9WQuwthKfbh8KZU4ba3KsSezbKGwXTGW87p169aiZGMrIJQkECEqqSSrF7umHKKB86Jrk/AHMKEQg9Uq16VCFw9VKD+D+8NiC8cdd1ySHQvSAiDaMccck3B7kJTdgEgGw+9///uEwJA0eLNoCwMZm4TnQTynnHJKgqSktIcF3txfAI9XjBjeU45k4dlISwgQB0FWzIVxQSSMh8RH+uQxpnF1z0Vsh8TvS61JnvbC30u1GzPQyGZsK2n989xIsgJBUQIR1bfRIp8UG8jxBMS/FfsOZMFAhXuDQCYOq1UAn71JKQYQx5wbtyiuYjg+gO5//PHHJ8QBkhJLOf300+vuvf322+vcqewRpx0SBnEWbLPNNokXDbsIKcMmLSBGbPfJe9P9Hc9DSvgevkMC4sWKiSkNXEUFe4nxoNplcfU0Wy8rmyHL1sjbXujCz5MlkRWH0Vyf3qNHjw1qVjIoSiBC3kP1r24XT6kIbSngfnR+jGEAIrDkgDiM+GnVPWzYcq25LTr8aaedlvwOgn/nO99J7gVZ8UYhDQzYFLhP8WbhBgaZ//73vye/4eKlxhUqFtIGonP/0oDnYDOELm/6ho0BoGp5jzvpLTCErC3I8fygdkGgGPlIuqxcqixvYZodUOqZxdpLW/tibWddp/dNJU1Py9WpFQhKqVgneWGziCMtsS4Gf+fIN2CDHL2cF1wfxOe7OCBoCL1GQ4cOTSSEAUnhrbJk4SIhDH/84x8T5OWa733ve0n8BbUMNQtkh3AgNOwZNi6hhgFZapFjLyFALBANRAlxen87UXYydXEvZxFc3A5zgLGOPVKfDWh5XO4N1V6a+1jzdoIk6lolJ2EFgkwC0UAGa0DbenB5ddqsSWPhHedA9SAKDWEgESAWe6ZC92bcPsTloB7EYo8VyA2nBnEJxrFnwwBRYPyyUQmXKzYK3ibsDgD1CsMcNYjUeAKIqDqx7REC13ife9g/XjwL162rP6KKsSuRgKCTE0sBhMVmMcDzkjXP9eXs1bgu7fsMRtlKGsOJNSsRZBKIkDgxqopJj3IAYkgeKCR2vhEIj4rFe57B+7R0b2fM2kZBr8dtC5DYCOeHO7MnA++TAULCxsBLhU3hXCwXXaAiCYmQN9xwQ6JykQ/FxqX9998/uTerYiKBxJhAAJgAHimrbBADhIxdQYwEFY57SkkS2iH+g7OB+4oF82Kj2pA2h1nXVdpeFhTLCdPYvy8VsqIk2eUBqQQi4/xrQuS+4USVm/Vp4D4XcgOIPbiaOvYCEsTxBf9PA6tXeK3gzqRnAKg0IDdqDWqJXa0EIlGfIBoi7KhW6PZ4u5AkANwee2PcuHEJsdBHvGskIBbrCxnB8e5Fj5vxErBEYpAJYHUMSYXxjSPAUhNCyXK5ch9jCMeeZihnIeOyuC5NSmQRRvD7BlIhj8iNTMsZUglEC3dIGifJm84evue/94RDHKgPSA6Iw8mBcFqfoZHVrlNLUKVMHHB6pAmfQ7UK5CIQiMRBbQIgHhDbqSPETtgb4rZILXFldiQZUe3UCSsQBYSVFsSE+Dt16pQQH5u0uAZJRJvEYpBi2EdEz4mzMKcmlpDgaAePHy5xxpG2HvH7UNKkrV3WZqlK2ysFad4zvmvVqtVKo2alEogQdlDeSQgh7XofVeDMV7hhWHQBxAAB4krsYZuOC4DkTDDIBRAlxyNGlNoAsqHKYOd4qy5BRJAU6WMgMRCiu/zyyxMiQu0jhwuC45kgd7HxI2niVHsABsCzSSuhH5YifG8HAM4EXM2MB4Jlqy5FKbzD0IXnUP/oJ8mcrpSSldoTE0B8bdr65Emfj9vLq1XEWcIRMfbS2HcrhktnnHFGdzG53mUhYAPAUgQiTjpQC7pJ3okolaKAesWiIzF4DwI7Es57pIgrEmZNtG0BuOmMGTOS9xAcZTx52bCn3hQ2BMh+/vnnJynlICqq1VVXLXkWDN9ZYqAS4TEiqIh6Ze9VsXGztx37IM3oZpxIOjaCYf941yDPw3tGCjxVW9hFCfPguQQI6TOp8kgvPHE4A5yLFha/ywjGVZQuEq5xqfT5UnOS1naaygXDO/zwwx/U3Nwe3yOGNYR97UceeeTTBxxwwPhTTjll49wPbABYanWFqMdVOsEheMJBABCWSfGOQSQGATlHxLOkh9vH+4U+DkdFhwfgqgWjL1Hh8BThseI9/7ErALxWvMf2gEghToxfVB5SUADiKRjVAGqXVcLMSStUOsGWwbCPHRl28RJzgUCclUw8hGch8TDmmRs8aHY40B/ywNL22tDvNA9fqaTRtLUJr8ty35bbXla/sp4pm7HpgAEDDrrvvvu+JzvxfTGzB3v27Nnn61//+r2onswxjHP33Xf/ycUXX3xSLmRsAFiCQMT1VpX02Kmc1JFiu9dAIteJAkAakMVVzMlTsuqVBebmJDc6ic91c53LhBGOukLyIwmJljgkICKhHE23sUscBGMebo3xTB9c1IE8KgcKS/WJ1HaSJImjxOnvjB3CR+rhVqa+MOePMAakHJ4tpBiEzb0QKConkoe+4J1jPwuExR4ZGENahkGM3OWmu/t9Vrp73vayIO061g51FuYlgriMGJEk93tah3dhTqwZzBC8kN16oObo1BEjRiyXg0WXULHEYXdV59cvp4FixGRPlScUSWAdGwnARDlnym3F7dn7hcFq28OeMQD3LXo6yI6NYeJgfwWIj+oC8FxHvolSY7AD7PZjUbxjEPvAhOjiCmn70q0SkolcDFkgAtQlExAECEEhLXA3gygQPPczJyZUx3ToJ5IHyDpQNM7BSktMzMrrSmsrXoti7RXL0coy6p0VMXPmzGR9mXMxhzaa045iKoupH+CMCK3nBn369BlQDk5WE5aQIKLYPlkTF09UKXDVQpcFZSK8U4+F5oVXy5uD0qqauygDLlpUDKtEIBup6HiKQHrS3UksNPzlL39JODH3AagzTlungIOrIwIQHhwawIZBrMPRAKqSQNTYPTGRmNjYb0LaCxw/RmD6jyqJWxcitOsYgiAlnlQXpAkAoTIX9qqxDZcoPPfTX8qe/vrXv14iiTOcL0M5mb/FsnrzRM5LSZM4kdL3ePMZa4DqjGREtUWqaw5rHVQGd5irPfbY49CzzjrrgVyIV2VYYtXVmb3SBpkHYqLyQZeISZAbAvHxBDbM7QLNqlFlaUDBNUoCAbTBpNI2e9dj4gBhQXSQiQlH/cIAtxqHl4pdfhjLICzqHmWAAPK5uA7OBvhsjyywgY4UsJcpnhMf/Wx7CcMe7xpql6PluKRR9SBM1I4777wzkXxsD8ZljN1iIgwPLs1ao7Ts21Lp7mnJhmkByrzthe36d9bMajbBXeJUEAeAxEC1Rdr6QFQ8exCTGNyAQw45JFsPb0CoIxCpAutqIN1jRM1jj2R5r0BA/rOoIAcT5OLSPp4srGMbA9eyd5t2XHiBZ+HlQaUKKx/yn2xdduahukAA55xzTl36vDk+CIetAhDxBrjPv7GA9pQRgCxmsDtPjUg8CB974qw2QSQOiuJ1w1t1xhlnJNnHcEkkKRur8KCRjYznynlrMBoYDIyBzVV2TmR5mCpJUkxLVU/7Ls++kzQwg2D8SHbWh52ZODjCa1BtGTO4gqeP3DYkt5jKxpLmy6WKfJ2KpcXdXhPQopyUgjRw3MK+f6s2PjuQF1y7cMxwgiBpz7SKhipllccxk0J/k9+5F05ELANEpCI8XiG24IJouFMN2CgQG8QDEByEa/lwTaSF1SRUL6fMA/QnTdLxHeNF/WNRPW6A96hvLmyNSkHqC04C2kHCsRUXCUc/2Flod7i5rW0X3iNJAQgmPBXXkKUepbmDi+0mLKaGZbmDs7xezLfXDKaAS92aRAisLevB/fyO9HBRDuZD6zFEl40rE7/rDXUSRMi1Z9oF5Xi0wqxd3ltaoDf7tCcmwrEQkCCrMJsRFST3GRwhN+MZeJBIY8dzBXdC3YI4iLBDWNbnzdnh0Oi2tmWQEGHEHE7uJEPUrXjrq9XBECxFKASB5LHa5fMVCQLSFmMndkIWsuv80hfGh31x9NFHJ/eS6MiYIGIIyHtbuB4DH9ULplOs6F0eL1eWppAn3T2EYgzUxIEqCaPCY8faxx4/z63Vbl4uXs57GIzWanBuRKwi1GGnOtMvbdLLkSCWHt7fwUQwSO9DB5Akjo/E1UpCAFFBGjiJc6dcj4v4AhFo1BW8RHi32GdODV6qhhBnALldfsceL3R42ysYwSwK3i4DffN5IXiaCOzRR1Qw4ihEwhlTPCcmGgiPPjohES8UXi5UCYiHfvOeNsxA6BvMgrZJy8c1DXOgn0gUxmQmAgGhcnpMedcmb9pQMRWtmFSKwb+xxqT0oOoiXcEBl141E7V3E9sMomAN+B0tg9/AgwKhdDvzzDO3yo2MVYKE3YnC26oDXel8sXTsPAsSenK4Hq7gQ2VANiaBibMbL02kG6FBUu8zR/xi2LmSIW2h97Mz0Z4gAOMcjsP3gFUxVDCe5+OYaSc8txy1h776O7xHEAZbcZkTJIS9XU4m9M5BMxau5znozjwTJwKxDPpAH5FwvHeA1HWFMcJBHtJmIHqQAwLnRTkkxoS05B4QDWICobyDsRTkUb2y7isn1hG3B7Og397OgHHuQnvOPWM+mF/WmmtgrA7oWmJb4mjd99a/6TlxuyqQsCZ1dhsNZvVibr9SEKekA9gXDM5EE6paWdmyTkwksIZ3iYJrGHUY6YcffnhiSJNuTuCM4KCJgwkGQZESSBxEum0ZAJcwSOWTaNFzHW0H8BixYHBunkFfSSpkoxXIi5qA+5j0EfpoaQbHs6cKoDIkYyMijncLVzGqEoSAfz9Moece+uODSA2u5sjOR+p2Ua2FPvA85hSiox1Lq7yQx31fn/T52LZhfBC7SzQlCFdgLC5cYQLhP8wJ1zcShd98bB7vuUaMYWg5yF0NaFoYSJ801cGDzjv5DurBHUDAMM3d2boQBxwi3DUYLpA5K+kGBM1AMHzkvMdrRVq7j2X2IjGJ5DUhWThnxJFzG9AAnNfSCGOc65AmTn/hGRAyNgBVUYh002cWC85Hv3hPhBdPGSkiTgEJkR4XMf3BWYCqxzxAsNwDsvhaIxPjpJ/OZGZ+XGwCewPVEenp+eIeu4dhRuHZ6nmgVHwjNsCz8CDruvAZjMnn1Fvq8pu1CCStf2fMqKQwPpgjqrO3QqBm8bsk5k5iUO3/8Ic/vFYV7M8BTQsD2toDKDZhxSbdu/1c1ZzPYXE31BcQkYnBGM4Cq1dO90DNwL2ZtdB4gU4++eTE6wSnZs+FidBtsYmK99TrBUAqdHvABIRt4KrvLmgNsaAm4aYO1TGrBi49CnFBPIwNly+JkSA2RMG9xDWIfbhP9N3HMwAY6RAB3+PupSwSujuBTgKbxEB4jrN8IXaIhz0nSLqsAhdpUMyAj127xQgl9GalebB4j3PClS/5HmaBZwqmYi8m88O1qMUANQGsXYBLEA3EAZFIgjTT2gzUT1fXG/NzQtPCYDpW4qUwMAEgpWvoMgE+n9zEYT93LD3ixfO+D+7lHhdjswpjRwDXgvicOchEQhzkRsF5QRpnDNM3OJKPYwaZiIPQhpMOST1BzbH7F0Mf5wBEgCRwzAaihcOR+hHOi4+Dg6ODADgA0L1p38c8w/VDBARBULkA1ERsF4gIwxypQkCTe3Ai8MJOIZgIcdBXExf9T6sfVgrSYimlXLj+zutQKn3ehjZz57phvHiPFGduUJfpP5oCbmw8j05HYh1t1NuW1X0Es5ctgWiB16tPI3BO6+K8D4nDh24a8bP2nANMRqjqOQ0lTHkHyL0iyAYi0z5xEorQhcTh9jDsIVyCc24zNirh1jwH/dexiILOW3ct7WLnoMbBuSEUFpFnYNuwNwWisrrGOOGOGPnYMj4YyGDChHhRH0nNx8vFfzxf2F+4dRkj6h4SCrvKYwOYV2wbu0PLhTQ7o1i6e5z9m9VmeJ/LGbnUKnPl+sMQDnPtoyVwOiB1UGm5BhsRgmIdbLsKz7rWB1fLhaYS39tqsdYtxRHSIFStHNsIicPVErkG7spE2HBO265qewWwtyfkWBAF6gecxtyFZD4qFyJpQuLg2SwAMRE4FQhnhA4NRhYGAx0iAyHJvuU7p9EzHhbWOjXcG/cz1xCvMAHTLguMlHH8xCn0dgCEiOVdhqTC0B6ExNhwAkA0bKxC5ePlrGeIzEc1AJ4vH84T5z2VC/VJd8+SNo6gs+YwGGdUQNA+p9H4wzic2Mk6Ml5UXKQmajn/xey2/N3vftdd0vaZahNDGjTVwu2i/2vkIYb4M4vs3YJGJhOHzxRksA4YWrdMq1xub5czfI3oRL+xCfAs8RzXzIJzPvDAA3UlekIpBTDZeK4Q8y7kEAeoXPYT+4M4B0Y1REbb5H6h+sRnGwIgtaPBoc+fZ0EgzAXGOotLwBLPWlpwjO+QIkT9eXEPYyW1H5cyVVtc+AHPlqWfty47yTO0QSoljnAs4bpUkj4fXks/IXDbUBCF4038Zx5tkzAOJCbqJPehRnIvGQj8hoSFQWm9OJd92RCIHry7Otis1Hl9aSLXPmsQwtzMqQLmCI5MO0CYNZFGbiaC96QkYKTCNYwAFtNIDTiuc6rCs9CTQRWkB4hGpNwbluJq7LRHsQYWC6OcxeHZuHqROtzPXne7q53Z6wAkiOoTcxknEgigfxAvQL6Xc9LSxk27EDIHCfFsPrMWEI6v4XPo6cpanxDqQyjxmmcZ6eFzQ6Lxfx8VwfwyNmciM8bQ5e8Cecwz4wZ3YFKsK+oVjJNrSftBxdW1nXjmsji9qqkG0zfth1LcgUHZyDVyQyzW361uAfb6gMRxDpEDgz6gk8lgxx9qh89Et5qB+CXSjIvVAPfH0Av7SXvYFfwnhuBFCcGf4e6oLHjDbCPgNeKzVTCfSAuCgsx77713EvVmt6DVOoiHscEcfAwCdg8EniY9DJYEpLvbBmOuIFjAUqPcTWz1UbWK4YKh2I5E/2f9XU8ANQsmyXu+s7pt1dOVKO35xA2PykocCvUZBgwTYv+P7L09tAadR44c+coWW2xRK3xoMCJp6pB/OZPpYstOHmRgUL8T7BgkA/LkWdVynk242N7zYeIgm5UXbWI3wDUIAGIAx0DgkMlDrYk5GioZ7lXA0sLgz6SWQ2C8XIKHfkCMtImaw3NBfogInRgjEoOcCiUQHwHBUPrC/UAMEvOIzsfH1aWBUy+cxUA/kEYOqjlRMi9kuWvzQrH9JmntFcvGBrwJDXXW1TRDorAta2JhLkjzQXqgkoEftgPpzqhRo9bbeuutxx988MGbCTc+KGtwZUJTIXbzeKNPMenh4wfgAN6bAKd3wI1JsSFsF68niwkKDUleVo3oAwgPcSBeIYowEzcmAOIdIDEpILHqh5iGsELDPGzHkgL7AInnFBsWgTgEKR8EJIsBLlkM+nAPOc/Fk0atLqSMkTsPgCyuXkKf8eBwr2MfxXb/5YFymGCxzVilovHhc5D8jAnbzFU0GQvri+T1EXdmIo6c4zABb2yPOiOcfUD6vlZzvliMcV0xII7zOramAaGpOtc668c0TsGAfOY3A3LsAwS3Pm5OYNWK7137KYwkMzHe38DgycrF8xOW57Fk8cJgcKOOwGFcgT1Me+CZ2A/2osXqjftKtJ0+oQ7BrWkPeyR0J+NNYv+CpQoSyf0gZwqwisX3JnZUNDsx8oD7j/sYZkMcBFevDy5NQ8w8O/5C5K0PpOVwFYuVhODaZ5bQxh87bGxXIp2dmcAaEhdBdeYcSYMPdaUbzK3W+VuDBg26bMSIEZNqGgiafhGtYtZAQz2eRYOqPfDQ3ggn08SBVwJd3G5PX2NRC2CQk5eEmxMA8RCtlm4UPCBVHJELh/eRB/FhM2F/nUwYjov2SLv2QZ6oQXA6kJP2Cc5B9D673HvqaQuDG8kCYaIy2K5yBgF9Ifhnv37uRdB9EAVReLw0fOb55qyl9ns3NMQqWxq+ZEkoB/qQHN5m7cCm1Sx7uWAOzmtj3lkf8AvJjCpNEJF5JWsC4oG5yYZEzWiw2AgEgpupRTjY+L0nAIS1oRXm1ITJaIZQ78c9R8pAOIn2dQN4iigRyi4zP9tJjwTZUIVI22BS0O0xjnm2E97SFrPYWPAwYZyzecmSBtetpSHghLqwRhZEQOCRPCEqJOIGdlaA97PD+RwIywtwTKfZ+3Mxwz6Garh4y4G8bl6PxXYFuMKa2/PppE+7evkOdYz3GOkQDhkJuOC9hQApAv553sVYtj3wwANPk3S/oCHG2lQIUJIVhSnoRl4GwnchcXihwrQLUkGYEHKfGJwRLowqYwi7sLTbQZKgSjmlG184qd8AiOgJzoK033g+i4R9QNqG+2HOFRJt2kK7pjB9wsCHQDwOFhkvG+2GSZJ5we7w+kiGcjc9VUJQpRIcY3uQ+bKn01U2YSBoFv5saY1NaacIFS+dn8bvOEzANxi0j7/jfvDsrbfeOleEdJNwZF7Fk5cBTe2FKjYJVodse9jz4MCgrwkzdhkM6gLEQtasPVxWV6yv8z0bjcyVMHwJ2EFUcBCeifpDMQYgDCKWA9zHGJBGSAsnDjIW+gLHQkrZdR1DeE4KHIxxQQzOEKbMKN4tpEu5xEGbdngsK9WpvtImy2CPbRUQO6zJ7DMoCcCCH6wD34EzJHmyJmgcMC1y4wYPHszaLerQocMqEAaqvQ14P0PfryoJzkafHas9TyXPKHTwyrsDGSQcIAx82ZXrjF3/hu2Bl8feC4PPGbdd452FSBv2PxAAJFsVqYGtAXFYN00LuJVaSBMVwUc8TE4+BFg4LxI2gI3IYntj7F0ihQRw4iCLyTyUo175OSYq7zZcUcAGeFoaSVZ6Uug0saRgXCA3tgTBVnACG4OMBc53IQcOZwmqr9OIeBE+6N69+wsiiAPEPKfjyGHenb5iVVR2ZE+pzFXfLyK8a9okPB4s/G8DOfzdnqIwrcRFGJy370xcBo+EAIGMNKG3x8BzCMyh+uC2xcULMmOU4V2yzlouWP+FOEg/Z3KZ8DQiw1jH+0UmLntL8F6ZINMQlvFgdxDQQy2AS/bp0ye3WzetPf+vb5Cv1NbavNcUu7ZYunu4y5J1C+fQeMXc4qFibRw341qYKpIcwxzkR6XSPc2GDx+OhLj7nHPOuUDS5Cc+NhxA+mK4i2lREPveiicuBZp06dLlcHVkg/DMb/+nw5Yazhi1rm7KhTi4Fk4R7ikxBzHxuE27duNFYa81EoOiCyAxHgrEM88tV2oAVpXoA1VPiM5bwoWLTfsQNuklGNh8JvmRBQbpIe60vfP22dNv/uOa9n7zcsA5SDATp9Hbc1ZtyArwFXtWLEHypLuHXi/mHKngNBkkNRvIUKshDJwTzBneSTx5qF28h0g8/7Nnzz5b6laygWfUqFEPqa3BelZ7O4rs7RSePPSvf/1rVDXnrEn79u37iGttr4WqjQcMgbgDLJp913bpok5ANBBHmgiGwk3lnlwfwhleyySSM4XItSFtT1m5HBmEC+Mfv/rVr5L0+LSYCGNDF4Z4SCEhrYF8LMZKoiC2k5PsIAKn0Vj/ZRwwABIMsUlKEYdTK9xHuzvx4OGkwHXMeOPqidUgllJEUOr7WFqk7RHxe78cKMXYZq7IUSOWxHhhSqwz2dbEwEjUZF5gOHiuvH9dOHit1OJfhP3aZpttjhAedQIvaYN7Ch6tE+fNm/dWvScrgKYa6DS9kO9LVGtwDCGcCLsfnfrNItv7kgbOt/EEuhhavCDhaa5W6ypBirAgAvYAdgzJbc6nCoH+o1L96Ec/SlQq9nCQvo70YgcjcRui5WTk8mKRUfsgItQqkNgMw4jjz2mIbYSx9GVhcVvDGDg/MSy0lwbVSmPP81taImLWPSFBhJ893yA5m9WoPOOAKgwWpsL2BZgOajUGOHEmqcKL4dR4PefPn/9N2Sb/oB0RRe3UqVMX77HHHt00d7tCHDwDKYOKpfX4xfjx46dWNEHF5k5688FauOuF/KvF3iwXV6ADcEq4u70QSA9LhNgfbi4YHmsAkvrs72qqD+bKXhBcsLiDCfg5ozjNvcnC4XkC8XmP2xbgO6K6jsjjQXMllBDgWqgOSA4WyenvMA1Hv61OWg9n8w9qI6kULqVqcKoOfSGCXmrMhrxborOuy3tv/D4mCL9sQ7mCDZ9hoo5ZMQ+47/EmIknwXPEe+01rR+HqWhHUtKuvvnqQ1uLVuD+yER+XpNjZxQlhiLr3mb///e89qoZU4fh7o3jX1DygwbcJCcQ2iI1vCMQb6OkUuqGpOARLl9D2cJDR5/pVw0sTq19sosIQZ6Idhc7yJoX3gsCIeYAIPVIPfzyeNFy22BXkdFEAjkziqk5+xKkBJBiMpdQclYpgx9dV+nsaxEThoKqlKAzCOXthXQIIBkaCt4qdkxAKLvdCHhwDrpVUXXjppZduofmeHz/36KOP/rPW4gcu5wrAoCTtD5JKfGdVF6cABArnimsRtq4rj+FJSzuaAMSzGzSuhOJFZRLCmlfhbsFKiKOYvx37gokGmV10LOuYgPBeZxb7KGmOP4CIicFgC5HagmeL/vtYNhwILjpQSfJg2hZXwB4Zl8DJM0ex3p9XOuRNhU/L6I1VKWcasNaoSs6esNEc5t25iiZpPeAHtb5I7eF70tVffvnlWjGm92TA94U4ZAvWihjqOnD44YefJ8n7A+f1mYFLis8V0x5W00AAgfxbHf8gzfgKvU9WG7xVNJ5MExLqRrzItMP3YW5VsczQus5FQTtceag1EANuQLi7vUxcV463CylHXhVSAxuDxYUoAIiEmlveeEWGLpukjMiM3759G6KlCNMeM29+CjdB+bMRrxwoRwLk8VoZ0uyK2Pj24atphGF3v9Us1HSuZX+9C1czh9gaIopazeWrL774Yl+pVa+zESrUDkQcF0s1PRnPpomD38EHEck3b7/99vyBpzKhqYzERVJL3vbExXqmc5BCMWl92eDJcC5T2iLzPepDyFXsCLB7OPaxM4FsfEIFAimZYGeChgXISkmMNESh/+T44NJlop2di2GP8WjiwP7AeHf01hyTeQiruYeqRoyQHlvs6UvT6csdR57f0phRsd2daYQRpu47J8rz4TyqMMhpNct2LMyHeeY+8AB7jNQcDHj14xG93+f666//KNwANWDAgNVlD94rqbNrTBzgZOfOnc+64oorHit74soAe67mFVMZwom0a9flI707zCI2a+GNHGFp07Trw+eBoHAaJIZzr3hunk1IRQetPmAsYycRoGTvBQWyCfxx6CcLCqKPGDEikRzozKVczjb8K9nYVC6Ua1dkrUXch5ggwoCfi8B5fE65gTi8HcFS0ZoG3zOf2IcwE4iCOMfMmTMXy8arxVmhdT1TzOk82txmm21WmTp1avJAqV87iykO03VtnXLkfTG0JbvjIhHHuRUjQU5IRisq7ajB7RVyuqyFcCf5z4Q5PpJ2QlQa14wXrthi4/qDGFCrkE7lbEAqBhAIfnfEPQaxD9thiyy72BgLGcMUXWZBKymp01CQV6XKq0b5v+fW3ibPs1PPLTGcmYtk8EYmfgv3rYDAGOfU+sKbCKH47A/UsNmzZ9fKJl04a9asAWJA/3B/tAZJh4444og/iHCueuWVV1rq/2K1XetgLX3Qmp0nVez0ZTHfycoL+VqKQxwVqznFJt6In1bsoVwPS1rqtKsWwunxoYO4LhtTDS8YbXTq1CmJoJODRWFpjHKAXCE2Ztm1vaJANYgjliZhWr/fu5aZjW+rS0hxVB2IA+cnQVUQ3+5bVCekLUwHqY8L3cftuaRswW4bKzVq57/97W/TsDec6n/UUUcNlG15v9Z8MOvOfXp+rQs80Ce1/38PPfTQr5fVnLv06Nw8SBcTT6l08/osqE9XApzAVmrx8wKLRToD/71zj5pUIAJin9q8PAd1MnQSVDuGUw6U89ysbbIhUcRqlLmzbTwfW+HjLPA+waQIwKL2ci1BTtQfgrEEWiEsVyNh777T3e3xgtjmzZt3miT2he4fVUl23HHHVmJWF0uqHMe+IR+VAQE64o7NIQI8Qnbjzcty3hMC0STM1iBe06t9JS7D+i5ofJ+rxFtCkQ4CN0fNIsId7hSsFJw/huuWSDreMDgcgUGAaHlo6xRTFVdkCN30IUGEJ/ja8WI9n/lHWoCoLpkEYSAdkB6koWNg40nExe4jJpgvkg0teUFsq+L8JpXqexdeeOFfw/4NHDjwRP32axFGG9fppU3STQimkrOlvj2n7w8Ucby8rOcvIRCJu0+7d+8+HQIJf8wjKbJycuoDIde2VwgPCFt2bZPUl0joN6ke6Mmkj9AWhR7wbMGt0lJtlgfkcYfHEHuhTAxhpBuCQGUJ7QdvgEMKeHsD1+CiZ7/Mgw8+mHyP7Ubumnf3wVjIYGDeACdguvI8Ke5se5AU+l2fPn1OEUGNE0OaJSI8QAS4gzfXcQ+FyMUEF+P6xQUvzeEiSapTl9v8+40I5Hx18DRPVqWIUQ3O7sPk3Q9zQaKucBYWo777JlgMsodJa0c9IO3BVeTzHkyzLKCctJI0L1Qc6QapQXoH7pwXBmGEFTDtqbTRXjgGLXlPKg7cHoJCoqNOefOT7Vjbj0gbnxDG72Hcx2dWQmTc72O7kehvvPHGWBHmD8W0Ji7P+a/zuWrgE+2hqg/XDCO15SBwVkzAHjMWC5crKQpMJBLFVcMrARCD3Yvea0IkHXAeVDiG5SlFSql4aZ6okEAMEAUvEJTfXGTcyabMsSvPFAhlsWyNWnZJIhlat269WIRTa7eukHeRkHoVOzH4Tgb8YkmJWuwIUnO8h8ehATt0vA3Xdg/tY98gMVhf1lZM6y5J+CnLbeILUDfj3bp166LBzgh92fVd2ErUA+5hEeBQaf58uD2qEccSUF7HE14JWBXAk8U5HHBObJG8XrgVAcKUj1iFciAP75L39ViFMjBmx3BcBREbgMxlzcWbb7311u26d1/91oHfXcdK32+naw+X6vUzgn1eZz3zeUmaUfrfS9dtq2tWN4PzQTkmDseNeL63HGPDwKQK130hQp7wzjvv3C9VbJjsnhcqmqR6wBKr37Nnz+lSsbYMqT3zxjKQv5QNE3Nr19hKIxAWj625PiOdXYggdbn7wAEjEGVECRS6JM3KAqGL1oRh1SnckuCiCZ5Trgnn1kY2L9L/YTxcK0b0uGy0/ptvvvmJuuwvvh4VS3P1A/0+Rm0/bynO/bJP9rrjjjseOlggxvUHqUobmTCsFpsgTdBWuxx5B5AqrKvdzLSha6ZKQt0sorl14sSJM5fFHC+xB0QdJgd7S38uRQR5DfRi+wvSKmJkESfcjrwoJoxdgkwqtgO7z5jIctUtH6bjY6aLHWC6IkEoNcKEQWcxu26ykQuJi8sUFYtTszzX3iGKVECtwUDGM+XIuKTNhlyrdsZ43773mUv9+qPst56SvvPUVgfuYeOTkPqMww477Pdz587drlB7YLH6lORWmTDt8YIh0SdcyM709h4i7zYEkIBcq/XfRtLpPLV7rqTMKLV3u9S6W2SnvNtQc71EiFgPb6NJ29fu1fqkURe7J9bt4z0HNh7jnYf2pRPIY986lQ+xI8JCZOX0hRd6L+5E9OSsg0VXJAilhRmCU8xBdG9BcPUZ5hGkI1bB3nk4tLOGGT82CEUQyHfzIaPcU3DzCh2aXC5De45U8EOlmrWzdJo/f36TVq1aban1aC6CXIc4lX5bPGfOnM66bj2XoVV7yQKGWglzLeJ6SJ8P0veXyZZ5WarzIvWzjV6tLEV80hTjISAJwdAv3VMrc6CzXkNEKCdqbJ11/xtillU/u3AJLBeX2VjG2Cxx1ibeGhpCucUAsn7PkiCBHptMBJwqbf8In33IIwuP98kle/J6t5AeIAzJiQAcCoMzdhCsSBCmgdjAtdFtFSbcnWnbjM1dGMG4sOHGgGtSEd8gB425Q8rwO/YAdoqQfc61117bRVLn0x122OHbevYVll56xmI9O4ly25Zw/AQEt0SDGDTPum1xLW1LdZogxP+Z+rLU3vGhQ4e21j07ihh6qT9DZHv00hqv6s1Rfoa3TmCruGg6yaySXs9rzBdceeWVN1ZrzpfCcnHlyRp4NxtPaWpUpcRRLjDRaZus/J4SQQSvyKtiEpEmpI/k2ZQFZyJISDavd/HlTTlf1oSTplKF+9tt+EIcBDjhtKg8IA9MhkxaiJ+trSCTJQSVJYkpuR3UK3R/iIMCCpIur0nCbnbnnXcm7ihJmuF6xiBz9jA/i7XiWdgnICu5bUh7JBSfNb+T9PsJjz322OS8495tt93W17gGSJ07QWPaWapYk3DMHgf9sZsZRieinSkcvlBjuEr2UL0Wa6ksPE0wBRx6piUtloqPVNvjE54kG6p8zg1Cn8YPT6kefPEgBlIl3M2YBvbB33jjjUlJVMcGwnFkveLfGxpMHH6lGbmOJTAnSFRv80UFZV6QlBALwT4YDtcTIMXuSJCgsC+FeeM9SI0UEfdf9Mtf/jLJe5KE3lzX9NQ13XxAEusCMTHvuINxmKCmuToiv8PAiJ+Iu6t7izYXIm+lNtYQni3aeOON35WqlonAWpuFEmJTBNepr1eprZkizLXVx42898cxGxeVK7iv19az9xGxH6lnT5adOSfPXKfBUiusgQ4UJY5w9Q4jRCULWy0ECc8bsb3ivjnSzhFmZI66DFFa3V4DyEAQi+MWANdgylPwLWtXYENIFe+JCdWqMHjqc0VcHNqqqY98QA2lSiFeOrYjw1BAZjaD4U4FXF2FFzlWID7SAyLTPH368MMPX/r000/3lRToU7D1FkuKJAmGPI8ET+6jHRIZiX9Y5fJhQHYWhPv1eYkpzRZSj5ZkGSOie+ahhx56Ls+8aExdhQ9HqO2j9X8DaxlmGj5fnXVGemms96vPJ0sSlu35Wgrzt91227UkouboYa3j9PdyFraSGEhqBwvtOLoOhNLB/n0DiYZeNBeWsJvRwORRgoadgwAGKol35VREjMfr/1ljLjem4kS/cBOWXaFWLxhX6FAJdyjyQs055ZRTkjNPQBTiFezZh8vTvhHWEpQ5A7mYC7x7qK5OWoQQcQBAPACqDOkmPBeXOwX+rHaFm6J8JEYIdt+6bV58FlG+pHV+UH0ZozUdI4L5d7E5km216oYbbvgNzccpItjtIFp7IuPTjFH9pG1coPGdddNNN+XeYZe6YuLEd4s690uzQ8pZ7GoRSmh0soAmiJBQzLEM7CNnzzOpJEyOuarLhlKkDZ8/uisV2+Gu1UqjT3M3l0MgJg5LDtdENlE40BYSh0+P9Xz7SAWfyMt4UXVQwUBux0wcKPQpTuyDceVDwOdMmjl574+9S9yndl7Wq5P62gRGpuctFhHUOr09jquFJUMBV8AJub7ef6S2HpV0uEu2x3AR7RvF5uzAAw8cpP6coTHsxDhie9IHE3Xv3n2efr9a30/SOB8dPnx40ULPqSsmKTJUnbwnFIexgW5DKe+CVwPcD2/YcXAwrsYSIynqBfoxxGIkwrXLng8f3hmee5j23GLjiN3W4caucos7WOJZ6nls/i7cshzuaw8P+HT7qB7syWDcnNbFexARVdQZC3Bd7DC4vaWP95ATnzC42qMllbj8J0Lyu9Zaa62/yLaZo3mdpf41C8r/vCLm8xfZAdup7V31uSPr5vST2EsaagFIfhNMYV/KJxrLKLV1v64bJlUp06Y46KCDDtBzzpPtshXj8HjC59BugWkuUF/PGTFixJ8z1z7tS03o+tLlZ2vCmofGcSjqLe7LrcBRKcRIaEKBg4VHM8Qbr8LJgVCogoJuToYp20EZH4ak3aV5+hGOKc1lHScLFmsnnqOYOOyhClPvvSYumpAV4OQeHy7KPIEUzAcuX+6JiQKCwtA1sjoqb0QupKNMkgS6QX25dfTo0QlX79+//yoQiCRWYvUXapH9ccaMGclpSL169VpFSL+t+tFL/e0tLYA0la31vNZeP0f97RWzK5c+oK4xhsKxbRj7pJ5c9/rrr983ceLE1KLNUv+OUj//PGvWrDWKSXQ0DbXzLalz16WuUxYiiMs8oMHsFeZl2Th0NLSctIxKExfTkCm+zu4+H7pjJIqv80RRxJojnjm64JprrkkQJm+f8m4fDhMHw/EXSzo0ITjw6UIIoYFu4nANgKyArg13JAHIhhsbdTKsjuldgqhP3qTk6Lrn0O+FbC8LqU8cM2bMA2nj79mz593q+348izyujh073n3WWWcdkDWfu+++e1sh/PZqfxcRxx5C+O0ksVqFLmyDc8RcGMQ1EPT/LY3jdt177cMPP7zUMWxiiGvoGRfPmzfvmILalcRjYlwQ8Y499thjd0rrZ+Zma3HVNur4oFClMpd1OrMnNA/UZwNVKXBBATiM+xgeX+aX28IIJUUFRAz11bz9SSPeNAJK83BlxZZCr5tLqIK8nu9QpQI5zJyybETbIT5113aMj9xm3N4+C8GY4Gz7sEfGB5wWYizsD+/fu3fv/cU8NxVT+VzzLaHxRtJp6fYd1daevGcdpKY3k6F/mVS4VM6o+f9IEuYVGfijpk6deo20lqs0vkf17Nc0ntXV93Yawyoehz1tzAl9L7iyW2medtTYvq3nDZRm8Lnw9nmpfMkzpTZ/MmXKlHv0/WO6dy9dv0a4ToyNGmi6t8XMmTMvW7BgwVJZr5nYp5u2kB3yYpodYtFf2DO8FBKUglLXlkNM4bVGdBOIa/KGqeDWoZ22gkGYp+h0sc9Z6lZ8xnnWluWQOFxO0xHxkDhsHIfHRWcRB2AVDBsjzWZ0ao3nifmQsZuoHRAU2wsgovDAIrvYsRNEbK+pr09vsskmTwphPxXi/sl7zynX9MILL2z+5JNPvpR7MQOA4PScvfWMfTSO3dX3FqG09Bqzdt70Vdgu/Iqk3bX6/i/Dhg17x+317dsX++guEcmQUAWGYSCROnTo0FMaxdNLrX2xTkp3fFocuXt4mk8YrLO/uZxyotUkjvD62PaIkTCOxIfElPcZWe/TVK8w+p3W15g47K1yuU4TRGgYx4Xn0iB8HrYWdgf1hgHWyjv3fNARRIHxTkCRZEPUMBAPpwVbClhn+uS8uLQxBzixSNetwvWorTKqz7njjjt+WdaCpsDmm2++thCY3WyHigj7auxNwgr78T4YiFcq5Tuysc4YN27cElt8JQGf0BzshLqla2t9ypgk5k0y/o+Mn11UP9JDWmvQX4/1XHM0682WMnkgzZBOi9rnhbRof6hWZUH4eylDOiauYipTsevC/vkaL7CPpw6N03CubRukEUfsTvd7IunsnyGmAdK6uiW/kX9FHIM8LYiDqDrE5K0GODHYvOTnucxsViJrgenUWnUhw0Ft7iIVa7Je2S7CHKD7P5JK9pRe16655pp/07Nmi9g30vPW9bPtOCocmYCzoYXmdkinTp0OFeG/N23atOe5Vjh9kwjoCKLtjN/Hv4lRdN1xxx0fltSbGz67qPKthbsvy1i2Cy0ubFAupKkgeaHYDru4/bStqOUSUdxOmP6R9cy4n+G1vj+sQuhTX10HysG8uERp3F7cv0KJnORekBUg7d3HMRMTgSi4zgRGX5z/5rgH34uwzpQ0+LWQa3KbNm0WhcQYbnryOOk7z4LwJMVu3HnnndcuGzEyQDbLPCHxnydMmNBVyN1fxHiLGY0Dp/aGFXZObiXj/4YDDjjg0T59+nQU0X8sqTGUffVIDztBSI8RUR0WP68ogTz//PMz9G9cMY9S7EotJ/JezZymLCQN31czHSQklNA1W+xZsZfLTAawDeC0dZDUEsP/s4KuYV8A2qVulXOr8GDZzkKS8JkYh93j3m4L4Xhnnw+wAdHmz59/7ZgxY34xatSoHfS5swj4EBHMlWpnuonb23itDhJfQXKp3VZ6VqeqTXwAMsAfF8IfLkLppP5c41oFYfwIoC8irN303SuSJsc/9dRTU2VjvwSRkEbvcrka+57xM0ruENKEXtmqVau+cV6WFwrOZi5YDpRTjKDU/WE7xT6n/VZu+kfW9aETIMvTFatWgG05nAUgNEYxnN/bY2NbpFgqS/gbdb+M4NgV9I3aX3iAIESXVuI3SycTB+rdM888Ez6bU0qTvRYiFIJ0vG7ns9SSTYQfOwlBB2ssvUVMGwlJmyCZqIKie3F3vl/W4pYJM2bMeFWv4/faa6/f6rlnaixHx+fWMA5JiFqpaFcdc8wxZ4lo1reTwiqsft9CME/j/46IL9lFV9K/KS4zQpP7aTj5YeDI1Bcbu+XYFNUgjhhKqVqlri/23HJsljQI86tcddBMBmQFcQmOhbZd7KqOnxMSH7YGL9sLEB5EgfuVLQGUN+I5BApBEqeNgFRwYdQr78UBwQvHY6TCxIkTZ8kQvuG+++47bNiwYZ3VzqUmrEJNrBeFvMtke6wI8mWN7Rg9s4fGfH8cJ+Izczt27NiNnn322WbeXQkgWZmbHj16tBfO3zdo0KCD+L4kgUyfPv1NLd5N4QLEBGJbJAthqg157Ya0z8Wuz2uXpEGpYKbvcx6SvVL2oqCeoApwHeoPOrF3/hXrW/wdhGbbwusDYaByUYTNFfadZuI0FR+5jCQDcYLjLkYLmWbnXRu1M8H73mmjffv2nYcOHbpudTGgODz66KPPSNIN0vj3Vj+mm0hCVzeE4kNiPX+oXMR/OG1MkuRkvssVIdMi1rnKmHQm13sqnPTmxYphWW0uykKeciCPTVSO3ZTm6Ym3EoeVPiAMOLeliFUeS5MwnpNlF/Ib+WW0YaQoIGqybqwZ3hu2LRMfCdM8UMsovfrII4+EBPJUOXMo/Jjiiv+FdPxWFAKp6mLnhEmTJj0ge2NrMYw/MyeFNWAnZJLuH8a/kJwcS81ZMfRfDGqjzTffvHUuAnnuuecmSBUY60XGoPOBKQ4iZdkgDbWxKI+bNg/Up29p96ZFyo3YIXEwb8yfc9qYU+wBrnUuFNdDMBBKmjQJnxc+0+e0hDETVz1EMkEItOlIOuqXDyKi0Ft4xov6UNa54zLgZ+r5yUmzPiFZY+5T8SRXAe65556TNcYBGOnU9hoyZEgyZqevMD/ehUmfqVMg5rGGCKlT7hwLTdR55l5Wpwob9ZP3oUTJQpyGgGpIrTxEnLazsNjYwgRPR3y9M7Iwn4laZWQHUVFvyCzGLRueCAyRgMzxQUFZ4wwzBkwgrJWzlr0vHcDe4DdsFrxOHBjkXDC1M/7pp5+eUM5cPv744x9pzOMcN4HoZPx2r98q1x9EJI9uuummfQYPHvwBTIJ6z+EpxeE+ksJ66efmG+cmkMmTJ9+vRqaH34XeK6dBrAiQdw9Kue5oG59hcb2sKLvnJ3wBTm8AgTjJikAe0oMgHSoPnIw9G+wjJ+XDhdoAiIiXGVGckOlXvF/EVdspbMFGMQiAFHiXPbKLl/ManToE6Ls/11QAUhVH0gekUkEF335ZrX0WnHjiiTtpXh8eN27c6jgpwmMtWItwt2OBaTXVGNbMn6VXkxg218bqQ6gTlzphaVnt4a6n3YPH7sPY0I+3vMYZp1mpJnGRBRbDBRUIpmEoOskSFQuOjg3A90gStgMX8p6Sdn3kGdLHOnQs3ULiDYnaNYchMtJQuJ/ETT5zyhZ7ZOwCVv8+0D0VHY6p8TxHH7FDIHj1YwtJr80afPFT4IQTTuj3wx/+cKSk8BNSnboy53ENYQgjDDQW1r6Jvu9UVvCiU6dOybnV7FTzLrbYAxQiS7FgWUMb78WkSIqK9JqQZZgm6REh3kQh4WeawLZCtLU1mT0lGb+ptrob2UMETHuO0y34nmgyE490AKmd8oGRyC4/1Cqus+PDFdGlqiT/QWSuRc2CaABXQkS6+ISv0AZ0XMMLbjUL2wTC5Px3qplAqFxL8Qp2EvJstbuYlBEZtrc/8MADH1Y491P1eld4sqar8UtSDpo+ffolDbroAey777792rVrd5YYzteZS9YNRmTpqvlarPWoZU7Iy6K4HXMa4AZ5M63KIhCJ5YF4WtCHXT6mWGGHvKpONaHUM1PUoAtlsP58ypQpcUqvt3jiLL9oxx133EqIyAag41wXCkRKewbzwmJQVofnEa1l37alAJmuqDpEtPEukXId7rXxJi7aYa83RIAKxn5yYhfkSQFOi3fSoVVc14qyhLEEgaOzV4NKkkgmR8Gpck9/C1HoWhHtPPX3+5WugfT794Qrj6k/SRFCCK9Xr14HX3fddQ1KILvssstW6vtBmpPBkoq9Od/eAJPxaVjMk36v7d69+0z1b1Uxr41hNlFC7ipiHpuVRSBa0DZqNPFMsKjhWehAnOkZJ9GF0FDEU45nS4h1jPTRv+dpd+LEicz28VrouzTBN+j92uy9rokyop3AyT5314WCGFwtkIoiSAsKImB/ODkxvN+EAnd3moglEIUVqITIZ5iVt9qyJqEu7ZJJjrk47iItILkeiYTPn6Ow6SdqHAjEc995550fSPX6hOPROAGqknUQAU6XMbwvz+VsEDGYnffbb7/Ow4YNe6Vaa73nnnu2FUHsqPEO0jzvojneDu3Ge+EZE0wKic3c4cIlGIg6SZkiqX1zxIAW676NbSJ4S3Bh/8zqZRGIOjKL4tG4DE8//fQ6keWFBUK1oxSRVBtCYk17bmQ/Dc9LHCFILRrRtWvXTcUVJ4pBoFfXEQkMg8WhThf2AxwMCcBisUhk0CLSKZuqxU2qi3A+ImBEj7N9AZAdiULb2AyFVPKEkCBA69GurAjh8Hyf546EKXDNhCi5n5QT1DcIhD3qCxcuTI4uEFFMuvnmm5P8+EqJozAXD6rfPwXh6BNIKYQdop8qMvz79u1LpvBGkoLbaa5wGw/Q5+00jpa4rC0tGS8Si2AfDICxo2LhumWOSe1nDhm72uouRv+FDx2FoNhpSiyITGZJ4i3LOr5Vkzu/f//+38ePzuLjLkvzpMTImPY5vr4aEHuUiiVZatGO0kSUXcsVrqqxf6zJu1qcd399lUSJ7eaGM5FCjhoqqZNwdiYftQeGwtHSIOkxxxyTSAcMZ+bRdaaynByMhQVG1QJQs6w2scA+7gyiYW3wgLHgLq/j+AoSBMLhPBTWkXZApMLZHwt07dd1/zu5JyQDRFyz11lnncFC2Pb0iz4JkTtqrJcVu693796r6b42IuJN1b+dJIkOlT30I/XvV/r5bPXxSLXTXxKwg/43M8d3RgDEwfzi8IAoL7/88uTZnTt3/kz3NIExcB2nlckWW42dkhAw80NhDxgREq+g6n5aNnaKGq/aeeedj4cqTzvttLodeTFxpOUJxe+LfVcpxFLEEEmPf6n/FUd3rXr07Nnza9Rw4junvXO4D/NBwI3FcCIihFDw6CTIW0DKJGAHZ4egqFxP0YQQqWOvobNzkRgQFtKCKDGEgXpBmxACEgouagnP73a7shffkgtE4nr6INXtj1JDflyttejXr99AES+5fHWeI/XvVPXzDjGT9dnPoe+Rwu01ns30XXt9t5EQdnX1c/UwyBpvPLN6b4YS5luFWo1ej6nt8zT/z2mMj2met/KhSbbZGD+ExTxCOE7T0e9zyyYQ6dAtrrjiilf1kHYXXnhhkrHpMpTuaLHdfGmfs76rD6R5lgzq6+1jx449pBrPEbN4RIu1O9KDQtgQAt4pVBeffYHeCzD5fIde7P3wgLf+8hspIJy8C8KyUE4kDMfEZ65HVYLokAJIBhYaogHYLMX2WYxTiBDOCBJwvBkcEgTjGah8tIuqhhooIhpLgFBI9R+NAXsBz0IWnizWONqKIaxWiPSvyz5yvV+ncGzbWpKcB3IhCMcc8T1Enba3Jvwu3gbtoLRT2XlllUDSNf+V9HxAEuNiqdFj3IZU3HPV9i9MXG7D88r88RwzJjGPhWUfiCH9+aNvfvObv9tnn33+gJpAApy9WSFBpNkiIbKmIXC1iCRth10E/y270QzQ2G/WouxO+gJISoSWCoZOQMSpATJTF5cFgFgwtL3QSAyMY8dCsAcwwikqgTqGVAhLEtl4t6FfqBiYuG6RGhAb7yEsoub87tQgnAUQH6qXK6bQJz6jbjFf6nM/PaOfzx8MESht45m/j49+c71c19YKpUCoRsZ44exi5ozAJnOEQ8J2hlWqMO4GkWvcH+mahzWft2oM9z/55JP/iddK7b8e40RIaCEzKrTduqITY8Qhp5Dwhq537rnn1vz85z9PLQFUzFDPIpJ40iqBLK9a0K+36/WAAISoU1kgfP0gM0a569vCtZl0EJYAFXOEnkt/+M5HXVsCO7+NbFxcuqhS559/fl08IwQzJJ6D1ELagJA4UWh77ty5iSTbdtttk6g5hHvZZZfVIYEDZXizXDvLe97jIKjnMCaU+KDQcNtDWsA2tjnDrAR73nzyruvsItlgIE6zKRSt45rPdc80Efc4DvjRNRKMD79ZkwIaf62YxWIR/XTnmcWZB8ZHH/9QCPR+WhGBaELfxx9PR9noz5Fo9957b8K9HGxJy8mKCSBrz3c1Ia0fQoR+1WpfHG0BwUCQC8+HEwzR7Zkb1BgkCoj829/+NuF2IC6cFalB3/gPOKKLysT9vChuR+2usHpMyAB4sRYQE0TgI5pRvfCa3XLLLYnjYNiwYXWIqGe8IQ79spCvH5/x6GDIepttORDbnlmOmrRrQluCeeNlSeHCERA0Ek6S8B3Zc9M11kc1hxN0z3Oypebm6SPEMXTo0HZq52esUegMMa6GdY/dN63dmxURiCb/eb1eb9u27QYYfhxggxutGHEYShFAtSPtGd6zvlJjdhWijq5v++J6izkEFHvAKgDEAlLCEeHmEAdFteHkcGuIAHsAJHZ0HQmE6sV8mgvTDu2ibrhebtr8mnODSCAATgCqrFPEG2KjqgmV2snMVf8maeEv1ed1OdkJQuUZSDifSlWfOc7yYqbFy8J1LhDCFxrjAvVhrvr3Cud8UPRBRDNF/X5N6nxFOxNlJx6tNi6dP39+KwK8BEPDjGXA1Vvcv0LgNmfVtwhkvH0uUb6mVKz+NIxxh776wAMPJFIlLhETT2CaZMnjFq4maCHWmTNnzs31bUdI3VtIdiQ2BmPHpnAFddy8pIdgGxA4NAExZ9gP1113XWLMcy3SBkJCmnj7bXjYJhw+TY0Ns4YhELguyY48hxfSDQJWm/0ef/zxi2TEPymk+1R6/TtS5Qbqvg44D7xxS+0tovC0DV4TTYxM/hxvCU5bS13LWSCUbvxMz1k1lB781xxiSO9Oxrgkxx9FCJe++OKLt0vyPqJ5mip1cYH+567IDvTu3ZsjrI+VXXiTJOPxWpdVCexKNavF3kJahnayJYiLnBf69mHFp1bKCLpGBuUvXGSYk1EJsuAhYSHD8vNeyGL7tLOuaagAo9oestNOO52kcVQUuDJoQQeBzKgGIDuTTxAP6YDujD4NR3eSoYvWcc8ll1ySuIORHiApqhn2RIhgEAseKZhPqJrG9p09QawHaS24kTHIkVq89N0WunWJzU/q421aq94gAypNwTj+SOrMYUKST9T3jvq9jd6vIQnWQpJmNUmfT8aNG/eZDOgmkkC1YgAf6vUfPX9xIR9sgdr6TH3iOzxg75L8qXG/p/5xtvpjklZd9TlJ1eHZYi799f3ZIvDvSxOplwNFKmZ7Metva66PEzNo70wFxibVrBZmjks9TVKaSAzq94x6senhw4ffRSlKkICFwduA7z1Mey+F5Hl3ATaEbVKIfO8uVWtUJW1Id+8moy45Uox4B1z4pJNOSrg4RjIeKRAVJHcFP5gHkVxyofDSEMiyxHA9KYgMVcsb0hzYI2cqqyYV4PKwRIKRWDbSedYNN9wwe8aMGZ3D+/TbdurXc0g87p0wYUKyjiL23XTt6KpOeAEOOeSQtWRPTRSRbWqnAAByijks1PNPvPPOO68vp031v4twbg/h4UFiSrugGrlOM15EJDjrQUgCIxxJHc6ZDzpljVxVphCHGlaRimUQ51ugST7KZ9XBOVlo9jQz0fGBNHk2UjXUDsS0ZxayOo9Yd911RwmpyjqmSwbwFkLi0Rp3EollUjGomeBbb701aZu0BgxtIDT+kDZ4/5AszBfuV2wTJAkLiCFvm8NBWJCeGEkxG49n0J49PqhurAW2iH5bU8Q5W9yz7hQnESLFn4+SqrwWxj0qYSGI9p6ky8hqzzsBVhH5R2Is10q921uSZwOXPmIrrOaluf7tr9920LXjZb8tdfqOVPvV1N+t1N+Bkmgna85+rzk6WwyKBMXOVHZkLchmOO6445LEUBCfLQSowQU3cV16kKWv1cmgBOwive6vF4HIEHzl4IMPHiiR3MGpEBiaIIh113L2eReDcvaC54FCW6wLef/HatI7SPw+L+5S0pUjqckWzuG6ryU5TOJWtaiY7Ni7+OKLEyRDrUF9AkFRX0ACJIHdmEgX/iNNYCy77757ol5hwyCNnJ3rWAXuY7hgSNyxuxIAAZh3jG7iMrTHswuu3q2E+H8xskqtWyxE20H2zfYQMxoAz9xggw3We+mlly6uykQHgNrJc4U3n4gpXDFkyJD1hJw7FhwXyQAKwcQtReg/FPenQPabGsceWp7DhFs/0hxeIIb0E9kQ+2ned9BctQ2zlhkrahTxJj6zz5zDS2FKmnt2xWKkd4rxzqpvkFH9OQHlemPblVde+Y999933SAe6UCHIgeH0JrhhXO1kRVK3PDlhEEuTdI8W4C59nq6Jn63/H+u65hpbB716C4G+r8nbrhAZXqzFpdZSIj1IFcGlCyGg1oDoIKjnACLAnkBC8DyX1oFQnJ6OaoAUctED2uK6K664IjEswziDd3TGdYb5jP0DwbEueLI4tJOddPp8p9o84cYbb0zC+Fq7/fX7XaRZ0D5rCMES/JSqU5HqWQ6Iwe6nvl4mwt7A68GYfPaibdm0cxpDCOM3rmQfwP1kKEv1nSXJ31ttjLdhbgcE43YQsrCH5kOtx8H1IpATTjihP3n/gwYNSoJbNGx//UUXXZTozXFnyy2p01BEkuZAiANeeuF5+QQC0at16LHhPzYE7lRUJRCaswDxJPG7CwA42mtfP+2yJwM3sA1yrrUq5cRDOB6Iyou8N+JMDqY5ZmACCfaQ19lW/IczE8zlv/eo0LZUnIW69yqpHDACNoJdzPcu/wN07tz5NRH+8VKDJorAv6DoWmHqFmmMpB6TJr5IDGNNITPnpTdVP9ZiLLoeydy0Xbt2bYV0qE6tNAdsQGsrfFhPBLq+VEZ2hq2ra5uLkW6ofqxuFcd9iFOVvK07zCrw95YejvUUHA/3qI/ni2mN87pL+u+i70dDgOHGtzDVvdDOAl3Tv14EIilxoYzK/0M8s+A2ulgwPAVwrbj4WV7kXRZEUk4fwgXx7yC4U0iwQyAO/ruMqNNJvEcjDIpxDbWqUAUsUbzbjQUyceHevemmm+qIAYZjzwzXQph2uxrBXITA+VysCxIlLETNdyHzitYoiRUQfBSS/Ffffaq2EFP8uEj3JQSicaOnr861anuVUE0BHPgM01JCKWAIEd7z49I8ToPhNyQhaqCDfOHhpf6v+5/RPN6kObr7hRdemBWvoeZ7Xz1vWEgglsBWTwsEMkvj27ZiNy/Q5n+Q6JaoAUwowKSAPOwZIXpsZCmnmEIpl3Cx76sBxWwdPw9viF3ahVNaOY4sWVyMQu/xsLrgrbDcw3vKe2IY40UiXsFcgrQ8mznFPuEFkrvyu3clWpWI85rCZD8fnoOaxstp3d6ea7+/ES2oL1DrNA+2nerSVmGZTq+Pc7yM9PGhRfQ5i9nFNpSB58BwSdOhfZDW8SVUVjNh36vPn+j5kzTekVJP/ylpUfQoaSRamos3rgyq9heIwD6qF4HIaGrKorJwVMfgISTHeQHgkOEhilkxkXKQtlq7E9Oi0VkbvbLat4Rw9JugoFNwXGjBR9U518rlRZ10yItiCRAL34HIhVpSddLYyBjmEcWHYMYJoiYE9UN4/l4b7nfSo8fi2lzxXPp/mq6fJgFKOWCyPofbtcMXHjtc5SYwb/jiZXxCdRRTOknzdtWMGTNyBxHTCDb2DBY+J0dQ14tAhBifICkQ31A3gwIREI0MHm8CHBUdOiuDs9jElrMbsVxpkpbuUOp/Vh9dvwrmgPcIro2DAiKBk9v4BSxNrEKF+jVghE2reRyeZFtqTO6bkOkiESz7fX8fqhV+ZpakzhpzqSP3im2Yi4kv7TcA+6sQh5grrQT3+6aa0/WdgQyBMM+yk44Qrt1cDoGk9TesaOLvNO9JgZLyE28CEOL/HiOS4Bb5PHhuIIpQR8S/zqKH52n4tzydT/uu2nGSYkl2ee83YAgzJz6q2uV8fLSaVREvtoN79d0zExqbUTZu+8mTJ/9B3w/t0qXLTHvHXHUlTBgM2wrLBYUVGkNjOHxZMtrein8PnRuF532mF9H2fwknHtP/m/X5Qr0/We8P1P8dxXS7jBw5cmcx4A7q7+3eE1JQIRdPmzatr66bN5AUjgrWyp9DtTDAg9nJ7/VFrgcffPC3/fr1+2mhltJSv5MHRLIcC2J9nQhvmNefB/Ia7nl/r+/1affHkw+R4EFCBUPF4bPjElZDvfcBiGszpUm5GGLi9tmMTpvQ+8tlx9RVKJFE7yVE42TZrpJs6/z73/9+H2TdbLPN1pUduZcLaPsAH7U3QqpMrYibQ12bicDW1PvFwZHgJP4tkpr9JjlXNf/bYPWO3uMBpO0k1aTmf/XG/qNr3xYevCmmiQrzvrh/7gTEnj17/kz9+o09XXjLiJ8UVMlTyTUr1YYY9lD1+R7PkQkuyEWzN28/4e49VWHFFD+QvXFU1u8sGtyUBYO7jh079h/f+ta3bpOIPF4d5YDG1qUQoVwCKee6ahj5aZu0vNcAFcu2ivdgeMun78OTBYeEiRhJ8/QtTPoDwkNxCqfa/lJ6+jl5xjBgwIDX9OwN7fJE2uj/PjJ876v3BFUJtthiiyM1V//gPQY3U+BArBD715MmTfpFsfshEM3XPa5v5l2Klub2Oso+20ESanK9VCxDnz59jh42bNi39ZDUQmM8EAQoFFD+TJR+ujjHPx944IF9xVE7iiMdqu9v1SK/XSzXqFRWcBpU65pikIbMth+84w3Ex+sFAnuvh88GAdC7ST3HlnNMJFRLYkM2VFfiuQjVGvUh99kc6hObj5KSqK6QsuGGG36nXpNTZZCde6Nwpqv6Nk9jrrXKV2AGP5eEvKVEE18U+7Ewlx/qlexdrqoyf+qpp67ft2/fPhK3H4mqPyRbU6L0XakXzbfbbruviyOtf/fdd//xrLPOmpV2v6i7lUTlblqkQfo4VK/28U62LMjS2TGcIUyQ0QXX0o5ErqarOMvT5jMAAZ/6hApmaYIE8WKHtXwdgA1r7jIm3rs9t+/aWM7QFeH1eOGFF57J0+9BgwYdPnPmzJtIOCXqzl6WDTbY4E21sbGkUMWGcEPA5ptv3lz49IjmcCerSa4BoLkcpv7vn3bf9ttv/w39u8GlkmIJUvjuX1JLk6IeDV8st0LgIHrZNPuJuE5Qh/eM90DHEH7nfcYk6eGGtgqDCxb7xypP1hHQlRBLHpvBsQafBUjfvBmKPjna7dhEKE3dnlMviDnxHw+iDX1H6mkDde71119fKG7b9sUXX/w0zxikCayjfrzcsWPHNZB4pM3jiRMRfk0S/4k8bSwLCAvayS65XeM+KIzjFEq4Xi9N5eiUMV4thnScCcS2mpNDC57Ce8UQ9uVNvZIVGxKkbiyaO3futFdeeeUGcUsKIyzUgDprItZIuz5UMxgwEWpc0OxPcbR7r732StJCXEwgdLOmtVWO6pXHoDbgzKAf+PuxNzDgXeoHJPdJs3j/nMcVVu3weeeOD3jMlrbmpKSC6PM2Yg5bS5J21nysp1cTSYVaGedLqcPz5s37UP0aqns2QkIR16Gfa6+99sfTp08fsbxxwsCcGTSHt7dv3z5JegztQK13NxF6c/3+SHjvpptueqF+axtWRwkJq+CBvUPM5dFkXZf3YMsF6ZjfFXf7jQa0VpZEYbAURyCDlQAmapZPayJGA7cmsRAVohTEm5RKXRsb6lnSjmgxnB6DnWg6BAyh8AoDfSAqC8eGqhjg7o4sx7ab1TEvvlM+CurIByLENzp16vRfEdlszce/RIwzunXrtqH+/1LE0MTcFUmC10lIuZG4di5JtDygR48ev9OYTw+TOQtq51EytpMiYPvvv/+OGu9TZEU7aOs6WmFgVr8dJAlyJ/essBIkCyQNJkl8/kWItKoGl1l8AekB0o0aNSpBOvYH8J+INRyI/B6IJ2+afR7ICoSlXYdqRQYtAS+XywSsanEN0oGUdVJRUBcpwkCsibgTUghJCIFZ2viFZAnTPuItrvrfXMixdiH4tqWu2Umfh0qq7iaVbBWfZsX1SCrNI3u550qdy2XLLA8Qx3+4c+fOGwnRu4eqs8awvyTgcPV9/mabbXaQ5negC1WHEsRJnoVM4jM0F0m280onQUKQ/rmJEOtCDfaAuAQNaS4gCblMZM/CbeHGTseHc7BF1lCO3VGNa1kM1BcIAtvIkXNLPepiudAagFFPfhKuV+dVkbjH/zDPLZQWQPg+DgDGnrC45I+Dm3jW1PazkiDL/aSoUjBkyJBH5syZszv7z2v/t+GHcbwuRsMOxpukcu3nbAV7+xw0LWRGvzxhwoS6s0xWagIx9OvXbxfp8NdokJuGXi84LwiFrg/XYGLYYYZNApGkcflqxley7gtVL2dBIwUgaiQCx6DZ0UD/IXQQFfWQvmOjOCU8jKUAGTr1EvYJEO+FCectVg2RXEi7kSNHbiYieXn5rnZx2GOPPdiaQGX5ZHsxwUTqDsuwf1sSd20xlFqr2yYQx45gnpqzm6XyHuH2VjoVKw2kU74qjnuJjLJm4gL9+c7ZqAMGDKirzseWVgxPSuMAebYAhxAntFWS9hKnsxAbgQjoI25oDrIJ03B83FqY5Oii1EgS69GOyEM4qJdIHGcGwxwKcYIl1AmrFOHxCH7vXDEXmEB6iTjuknr66vJe7yzAuyXk/lzrPHKttdb6QaHOVy1jFsG0JC2fuUYihqnyzl4oJHNermsn1a3X8h5UtUFSY3MhymWagAF2e6K2AKgyrocL5E1XCYzbOuQqdn05kOZocJYtKqG5eXyKsN2atldMPIWjFn4gG2WEkHwbIUB7Xd6B8j66fkMhw/pqey1d10Zz0VrEs4ozjVOOlGPjU/KmQDD7P/XUUxUdy7asYeDAgd8VM7zcbnHGiKsfpkH9YhfTdtYA//lOc7/Nc889N61uHpb3QBoK+vfvf5gm4xJNTLswGS0ZdEakPgbfA8L6XMGw8HEW5M2jynpeWMPW3pXYS+U9H0BBCiTHiOnj408++WT/Ys/Ze++9m6m9NcRJ22hcawtB1pF0aafncpTDemprzXbt2u1FloPtG56h8V85ZsyYFSqyXgykbj0i43x3Oy0KW4mTzXwQg7MNXMVE382UBO8StlGvdPcVGbSQt3Tv3n2YuMYFmoSTQj07JpRiLlxHsR28y6ooEt8Tfy4nZT/cwBSmpxtC4igscpK0p+/fEtLvU+o5siW4+e3CK9XXveuuu1L9/tbQoyYpso/skZPEYVdYd28IQvofi0k+61iSN3iF8x1uN9B1D8dtVCUXa0WFZ5555uNHHnnkZBnA3TUBE0IPDhCneGftU7CuGn5XLpTjKg7tgzjXymoVUFARrAZJGHyy0/PPP/8eunh9527+/PmTHLEnjoRjgMIKUl93a6Dlqjrcf//9k2Wv/cPzCtjF6+/M8ArnNT4Qt/GlJhCDxOazDz/8cB9xiO8Iqd4PXZqxVAknM/wcu0QrhfrcCycMI+uc1EqThcjxzk8//fRL9TlXMAS1MUt9fRECwdMGoKqIKx9c37aXJcjuPN91EXwWiu01IKhX9r7mcHR8/1eCQAyPPfbYldJJNxKS/Uqc930baWk76Up5qeLM2jxQKhu52DZXe6CAgscpIQ78/bKRdps4cWLieakGcRj0jPvxrGHUOl4gGCwiXGlU88mTJ7/Qpk2b5/D8QSjOwwOc4FlwgIyaMmXKUoXqvlIEAmjC3pd9cja71IRwZ2my3gl3zAGhVAkj0aWi49UiFINds1aprAoU1IFafU+KyGaSHKMbYq7U/gicE6Rm4B4t7JVff/vtt9+vQRangaBVq1Z/Z6drWHQ7tj80zpvS7v3KEYhBhPLB6NGjz/3Pf/6zkSbqDHa6pRVDANICaVmIXV8bxcE8e14A98l5V4Xfbxs3btyWGsesatgcabDGGms8ueGGGy7w7k8AIpHBflwDLUuDQJcuXaaRvBpuDQi3Gev9eyKQ1FKrX1kCMciQ/++oUaN+i0TRxJ0uQpkbSpQQ4UM3bJh+nwZpG5yyIveuiWVpEWxnrdueG5Tqma/FPGLChAlsMqupls2RBk8++eRHIsp73CdXH5wzZ87ee+655ybLeelyw2abbbY6VVC8H8jghEWNbdi0adNSt/5+KSLp1QDp2Z+/8sorT0pXvUiIPEYTRzE00hWaV1LUIVbTooqNdTlSYa5UWoGEQO1bKES9gJq0khrP+zlh6ndDQIsWLWZrvN8Lx02fZfc015wNXw5LVTb06tVrF2kKg8mItrve+0AKqSbfffPNN1OPBP/SBgqrATvssEOb1q1b7y/OebSQY9fo7Igl/sfvS/2WN81F9z2hBbz2ww8/vENGZEUnLNUXunXr9rCIYkAYm+FYh1mzZvWdNGnS+OXRp3Jgv/32GycC6UOA0MX2TCAa0x2y4TI9cyuNN2J5wLPPPksyz3W8evfuva2kykBNKP9Rx8j43LhYwmPe/SPRtQTunhJRjNVrtFTAKct7HvD66TXANhBqFqdYbbfddteLQDZf3v1LAx/c2b9//x7SCvr4eGxrAprvt7WOd8su+V6xdholSIWwzTbbNBU32hQ1TIjTXogD0XTgvyafGqxt9L613lO6k4reITNKakLp9YbeczTxXAhCKtR4SYoXBQ1XdLhC2GeffTgObXfcyyKQWo5voGi59PoHzj777L2Xd//SYMiQIR2lXj2sfm9G9UrbUbh89Tr0/vvvv43ritlxjQTSQCAVpFaL0YIDdkQ4rUVIq+vrNfT+M3Hj1/V6+4UXXviw3g9aRiA1Zct3332XNPJEj8f9y9YBUuFHjhz5z+nTpx8oJPtseffTcPjhh+/asmXLf4rhtNY8U2i71qVLZVdRkLvT+PHjF5Rqp5FAGqEkmMOKIx/6/vvv34JjwJupSIOnQAQHDwnxThszZsyVy7OvBx10UD8xnx9Jyh3IpjPycNZee+0Ez3FRQyAaz4TbbrutT572GgmkEcqCwYMHnynj/BxnIHjDljcdiWtP1fdXCRnvmjJlSq5zzOsDsjGatG7duqv6sb8I4wA9d1u2MQO2mcglo39sRuO7Dh06nHLPPfdckqf9RgJphLJhr732+s3s2bN/Fh5FYIdDkIH8hYzgF1ddddVp+u0FIfBrsgFe0/vXZWu9JQ7/tggoV62toUOHttRzWnz00Udrqv312NuiZ2//3nvvdVF7vaRGbexzGZFmxDbYoenNXsSYkB70VcTxyYIFC9pNmDDhgzzPbiSQRqgIDjzwwHPeeuutM9kRGZceAsLMA2clO2lQ7z8WkbwthH9TiL5IRPSFrkUErUJVww8++ODjjh07rqnfW0iFa6X71hKyt5QEaC2iqNsyS1UYTvFlByXbqkmJsTRzjlVYFI7r1d6Bd9xxx115x9lIII1QMey///4HCGGvE3Ku7oh/HBgF0rKmne7hPDMgDJJ6G2xwqGaiHpFTxRHXuJnZwGYVj2o1nAtvScF1Ur2ef+21184XsbUXsX0uArt39OjRZe2pbySQRqgX7Lrrrmu2bdv2t0LM7wgZa711N+28lpA4LFUoBkEaCFm2HHPN7s14741f3MNee8oeQRjcwxZq/vucRwhDvz2jay+RpPh7fcfXSCCNUBU46KCDOi5cuPBQcf4DheQ99dUqGMWLC2cuxvW5ABegwBMGYRDpjg+yif+7bnFYf1jfLxKhzRCBDBdx3DV8+PCx1RpXI4E0QtVh77337iR9f8eWLVv2FjJvIy6/ntSjdjLM19CruT5DIYiJhFKsjoUbmYCCA4AzBdHDvtB1H+n3d0UEb4swOHhnquyNZ1u0aDF94sSJcxpiLI0E0gjLBI499th2q6222hZC8E3Hjx/fSoZ4BxnnmwjZNxdhbCjD+3NJhY/Z8SnEXyC6+ERE1kwENUeE8STfiyhm6reZL7744kfLezyN0AiN0AiN0AiN0AiN0AiN0AiN0AiN0AiN0AiN0AiN0AiN0AiN0AiN0AiN0AhfTfh/xAS/bsK+Ko8AAAAASUVORK5CYII=" alt="" /></p>
<p style="text-align: left;">Fudgie Whales may have become the 13th team to reach 10 losses this week&#8230;.but the Warriors will fall in line at #14 if they don&#8217;t turn this mess around in Week 13&#8230;.The loss to the Other Riley squad ties them for the longest losing streak on the year with 7&#8230;.tied for 6th longest ever in 1 season&#8230;.They join the Whales and Grandmasters as the only teams to claim this award in back-2-back weeks managing only 58 points scored with 61 potential points on the bench included highly touted trade recipients Roy Helu (28) and Beanie Wells (27) who almost outscored all the starters on their own&#8230;.</p>
<p style="text-align: left;"><img class="alignnone size-full wp-image-642" title="TBFL Playoffs Logo" src="http://tbfl.net/wp-content/uploads/2011/11/TBFL-Playoffs-Logo-Converted.png" alt="" width="441" height="119" /></p>
<p style="text-align: left;">It took 12 Weeks&#8230;.but we finally have a Division Winner locked in&#8230;.Hurricanes with their sweep of Runs N Throses is guaranteed the Buccaneer Divison title and the #1 Playoff Seed&#8230;.Throsers cannot be caught by any other Wildcard contenders and is locked into the #4 Seed position guaranteeing them a home game against the ultimate #5 Seed&#8230;.</p>
<p>In the Bandit Division&#8230;.Bubba Army is doing their best impersonation of the Boston Red Sox&#8230;.Up by 4 games over the competition after Week 9 with 4 to play&#8230;.they have managed to lose 3 straight when 1 victory would seal the deal&#8230;.They still control their own fate and are in with a win over Fudgie Whales this week&#8230;.or they can back-door their way in if Husslers loses to Money Inc who has been the hottest team in the Division over the last 3 Weeks&#8230;.but an an Army loss with a Husslers win will give the title to Husslers based on Division Record&#8230;.</p>
<p>In the Storm Division&#8230;.Armed N Dangerous wins their 45th Storm Division game (their 15th victory over Bay Area Thrashers) to take over 1st Place in that race&#8230;.They also shake up the Playoff Picture by kicking Bubba Army down to the #3 Seed position by benefit of better Division Record&#8230;.They have to get a win this week over Playground Legends to lock up the title&#8230;.a loss opens the door for Thrashers to jump back into the top spot if they can finish off the UO Grandmasters who played spoiler this week scoring the most points in the Division&#8230;.both teams losing would create a 3-way tie with AND, Thrashers, and Legends&#8230;.Legends would claim the title by benefit of a .750 head-2-head record among the tied teams:</p>
<pre style="text-align: left;">PLA 3-1 .750 (Swept BAT, Split with AND)
AND 2-2 .500 (Split with PLA, Split with BAT)
BAT 1-3 .250 (Split with AND, Swept by PLA)</pre>
<p><strong>If the Playoffs Started Today:</strong></p>
<p><strong>#1 HUR 10-2 (Locked In)</strong><br />
#2 AND 7-5 (By DIV Record over BBA)<br />
#3 BBA 7-5<br />
<strong>#4 RNT 9-3 (Locked In)</strong><br />
#5 BAT 7-5<br />
#6 XFA 6-6 (Head-2-Head over PLA, Total Pts over HUS)</p>
<p><strong>On the Bubble</strong></p>
<p>HUS 6-6 (By Head-2-Head over PLA)<br />
PLA 6-6<br />
MNY 5-7</p>
<p>UO Grandmasters may be out of playoff contention but they still played the spoiler role this week taking down Playground Legends and keeping the Wildcard Door open to a 6 win team&#8230;.The loss moves the Legends back into a 3-Way tie at 6 wins with X-Factor and Husslers over which they have 0 wins&#8230;.those 2 clubs did not face each other this year, have the same 3-2 Division Record, and settle the tie for the last Wildcard position on Total Points&#8230;.</p>
<p><strong>Scenarios</strong></p>
<p>Yes Money Inc&#8230;.the 2nd highest scoring team over the last 4 weeks&#8230;.is still in the Wildcard Chase at 5-7&#8230;.If they defeat Husslers they will move into 2nd Place in the Bandit Division&#8230;.If Hurricanes beat X-Factor and Armed N Dangerous beat Playground Legends&#8230;.it will force a new 3-way tie at 6 wins&#8230;.there will be no clear head-2-head winner and the Money Men will get in based on Division Record:</p>
<pre>MNY 6-7 .500 (Beat XFA, Lost to PLA) 4-2 Division Record
XFA 6-7 .500 (Beat PLA, Lost to MNY) 3-3 Division Record
PLA 6-7 .500 (Beat MNY, Lost to XFA) 3-3 Division Record</pre>
<p>A win by any of the 3 teams currently at 6 will eliminate them from contention&#8230;.</p>
<p><strong>Lucky #7</strong></p>
<p>With 2 Divisions still able to claimed by a 7 win team&#8230;.it creates a plethora of scenarios&#8230;.only one 7 win team can enter a tie-break situation from the same division (The first tiebreak would be the Division Standings)&#8230;.</p>
<p>In the Buccaneer Division&#8230;.only X-Factor can end on 7 Wins&#8230;.</p>
<p>In the Bandit Division&#8230;.Bubba Army can win to gain the title and Husslers can win ending on 7 Wins in Wildcard Contention&#8230;.Or Husslers will win the Division and Army will have 7 Wins as a Wilcard Contender&#8230;.</p>
<p>In the Storm Division&#8230;.If Armed N Dangerous beats Playground Legends they win the title&#8230;.Thrashers can still lock up the #5 Seed with a win going to 8&#8230;.If Thrashers lose they are still a contender at 7 wins&#8230;.</p>
<p>If Armed N Dangerous lose to Playground Legends&#8230;.Thrashers can take the title with a win&#8230;.this would leave Armed N Dangerous and Playground Legends tied at 7 wins&#8230;.Legends would win the tiebreak based on sweeping AND and compete for the Wildcard&#8230;.</p>
<p>If Armed N Dangerous lose to Playground Legends&#8230;.And Thrashers lose to Grandmasters&#8230;.the result is the 3-way tie example above with Playground Legends winning the title and Armed N Dangerous would win the tiebreak over Thrashers based on better Division Record to compete for the Wildcard&#8230;.</p>
<p><strong>If X-Factor goes to 7 wins they are guaranteed a Wildcard Slot and another 7 win team will head to the Empire Cup</strong>.</p>
<p>Here is every possible scenario:</p>
<hr width="400" />
<pre>BAT 7-6  1.00 (Beat HUS and XFA)
XFA 7-6  .000 (Lost to BAT, Did not play HUS)  4-2 Division Record  1384 Points
HUS 7-6  .000 (Lost to BAT, Did not Play XFA)  4-2 Division Record  1143 Points</pre>
<p>BAT takes the #5 Seed based on best H2H record among tied teams&#8230;.<br />
XFA would have a 145 point tie break buffer over HUS for the #6 Seed&#8230;.</p>
<hr width="400" />
<pre>XFA 7-6  .500 (Beat BBA, Lost to BAT)  3-3 Division Record
BBA 7-6  .500 (Beat BAT, Lost to XFA)  3-3 Division Record
BAT 7-6  .500 (Beat XFA, Lost to BBA)  2-4 Division Record</pre>
<p>Div Record would eliminate BAT&#8230;.XFA would take #5 Seed with H2H tiebreak over BBA&#8230;.<br />
BBA would take #6 Seed with H2H record over BAT&#8230;.</p>
<hr width="400" />
<pre>XFA 7-6  1.00 (Beat AND, Did not play HUS)  4-2 Division Record  1384 Points
HUS 7-6  1.00 (Beat AND, Did not play HUS)  4-2 Division Record  1143 Points
AND 7-6  .000 (Lost to XFA, Lost to HUS)</pre>
<p>H2H record would eliminate AND&#8230;.XFA would have a 145 point tie break buffer over HUS for #5 Seed&#8230;.<br />
HUS would take #6 Seed by H2H record over AND&#8230;.</p>
<hr width="400" />
<pre>XFA 7-6  1.00 (Beat AND and BBA)
AND 7-6  .000 (LOst to XFA, Did not play BBA)  4-2 Division Record
BBA 7-6  .000 (Lost to XFA, Did not play AND)  3-3 Division Record</pre>
<p>XFA would take #5 Seed based on best H2H record among tied teams&#8230;.<br />
AND would take #6 Seed based on Divisional Record&#8230;.</p>
<hr width="400" />
<pre>XFA 7-6  1.00 (Beat PLA, Did not play HUS)  4-2 Division Record  1384 Points
HUS 7-6  1.00 (Beat PLA, Did not play HUS)  4-2 Division Record  1143 Points
PLA 7-6  .000 (Lost to XFA, Lost to HUS)</pre>
<p>H2H record would eliminate PLA&#8230;.XFA would have a 145 point tie break buffer over HUS for #5 Seed&#8230;.<br />
HUS would take #6 Seed by H2H record over PLA&#8230;.</p>
<hr width="400" />
<pre>XFA 7-6  1.00 (Beat AND and BBA)
PLA 7-6  .500 (Beat BBA, Lost to XFA)
BBA 7-6  .000 (Lost to XFA and PLA)</pre>
<p>XFA would take #5 Seed based on best H2H record among tied teams&#8230;.<br />
PLA would take #6 Seed based on H2H win over BBA&#8230;.</p>
<hr width="400" />
<p>The majority of the other possible 2 team tiebreakers if X-Factor loses are already described above&#8230;.my head hurts&#8230;.</p>
<p>If you want any other scenario explained&#8230;.punch yourself in the face&#8230;.then post a message and I&#8217;ll figure it out for you&#8230;</p>
<p>Commish</p>
</div>
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		<title>Chris Thomas 5 Star Pick 3 Contest – Week 12 Results</title>
		<link>http://feedproxy.google.com/~r/tbfl/~3/bP-KGn2JNLA/</link>
		<comments>http://tbfl.net/2011/11/28/chris-thomas-5-star-pick-3-contest-week-12-results/#comments</comments>
		<pubDate>Mon, 28 Nov 2011 23:52:32 +0000</pubDate>
		<dc:creator>Commish</dc:creator>
				<category><![CDATA[2011 Season]]></category>
		<category><![CDATA[The 5 Star]]></category>
		<category><![CDATA[5 Star]]></category>
		<category><![CDATA[Chris Thomas]]></category>
		<category><![CDATA[Contest]]></category>
		<category><![CDATA[free nfl picks]]></category>
		<category><![CDATA[Handicapping]]></category>
		<category><![CDATA[NFL]]></category>
		<category><![CDATA[Pick 3]]></category>
		<category><![CDATA[Protect Your Unit]]></category>
		<category><![CDATA[STIB]]></category>

		<guid isPermaLink="false">http://tbfl.net/?p=707</guid>
		<description><![CDATA[“ALWAYS PROTECT YOUR UNIT” Nobody took any of the Monday Night action so we have results today&#8230;.Six players were rewarded with taking Houston as we went a very healthy 15-8-1 on the weekend for a +$460&#8230;.In the Michigan/Ohio State battle&#8230;.Riley&#8217;s Wolverines start a new clock (It has been 2 days since the Wolverines last beat [...]]]></description>
			<content:encoded><![CDATA[<h2 style="text-align: center;"><a href="http://tbfl.net/category/the-5-star/"><img class="aligncenter size-full wp-image-479" title="CT 5Star Contest Logo" src="http://tbfl.net/wp-content/uploads/2011/09/CT-5Star-Contest-Logo.png" alt="The Chris Thomas 5 Star Pick 3 Handicapping Contest" width="436" height="150" /></a><em>“ALWAYS PROTECT YOUR UNIT”</em></h2>
<p><em>Nobody took any of the Monday Night action so we have results today&#8230;.Six players were rewarded with taking Houston as we went a very healthy 15-8-1 on the weekend for a +$460&#8230;.In the Michigan/Ohio State battle&#8230;.Riley&#8217;s Wolverines start a new clock (It has been 2 days since the Wolverines last beat the Buckeyes&#8230;.) but on the all important wagering line they did not cover and Hunter runs away with the only 3-0 score on the weekend (And gets Urban Meyer to add insult to injury)&#8230;.full results after the break&#8230;.</em></p>
<p><span id="more-707"></span></p>
<div align="center">
<table border="1" cellspacing="0">
<colgroup>
<col width="24" />
<col width="94" />
<col width="22" />
<col width="22" />
<col width="22" />
<col width="94" />
<col width="94" /></colgroup>
<tbody>
<tr>
<td align="LEFT" bgcolor="#008000" width="24" height="17"><strong><span style="color: #ffffff;"><br />
</span></strong></td>
<td colspan="4" align="CENTER" bgcolor="#008000" width="161"><strong><span style="color: #ffffff;">Week 12</span></strong></td>
<td align="LEFT" bgcolor="#FFFFFF" width="94"></td>
<td align="LEFT" bgcolor="#FFFFFF" width="94"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shannon</strong></td>
<td align="CENTER">SF +3½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">HOU -3</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">SEA/WAS +37</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">55.56%</td>
<td align="CENTER">$40</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">2</td>
<td align="CENTER">1</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">20</td>
<td align="CENTER" bgcolor="#CCFFCC">16</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Gasper</strong></td>
<td align="CENTER">HOU -3</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">BAL -3</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">CIN -7</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">61.76%</td>
<td align="CENTER">$440</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">2</td>
<td align="CENTER">1</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">13</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Burgess</strong></td>
<td align="CENTER">DET +6</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">HOU -3</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">CHI +5</td>
<td colspan="3" align="CENTER">PUSH</td>
<td align="CENTER">57.14%</td>
<td align="CENTER">$140</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">1</td>
<td align="CENTER">1</td>
<td align="CENTER">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">20</td>
<td align="CENTER" bgcolor="#CCFFCC">15</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Hunter</strong></td>
<td align="CENTER">GB -6</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">BAL -3</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#FF0000"><strong><span style="color: #ffffff;">The OSU +8</span></strong></td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">54.29%</td>
<td align="CENTER"><span style="color: #ff0000;">($60)</span></td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">3</td>
<td align="CENTER">0</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">19</td>
<td align="CENTER" bgcolor="#CCFFCC">16</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Shawn</strong></td>
<td align="CENTER">CIN -7</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">HOU -3</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">TEN -3</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">61.11%</td>
<td align="CENTER">$440</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">2</td>
<td align="CENTER">1</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">22</td>
<td align="CENTER" bgcolor="#CCFFCC">14</td>
<td align="CENTER" bgcolor="#CCFFCC">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Riley</strong></td>
<td align="CENTER" bgcolor="#FFFF00"><strong><span style="color: #000080;">Michigan -7½</span></strong></td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">TB +3½</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">WAS +4½</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">62.86%</td>
<td align="CENTER">$540</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">1</td>
<td align="CENTER">2</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">22</td>
<td align="CENTER" bgcolor="#CCFFCC">13</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Kevin</strong></td>
<td align="CENTER">HOU -3</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">GB -6</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">DAL -7</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER">58.82%</td>
<td align="CENTER">$240</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">2</td>
<td align="CENTER">1</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">20</td>
<td align="CENTER" bgcolor="#CCFFCC">14</td>
<td align="CENTER" bgcolor="#CCFFCC">2</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td rowspan="5" align="CENTER" valign="MIDDLE" height="86"><strong>Miller</strong></td>
<td align="CENTER">HOU -3</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER">SEA -4</td>
<td colspan="3" align="CENTER">LOSE</td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">Win %</span></strong></td>
<td align="CENTER" bgcolor="#008000"><strong><span style="color: #ffffff;">$$</span></strong></td>
</tr>
<tr>
<td align="CENTER">NE -4</td>
<td colspan="3" align="CENTER">WIN</td>
<td align="CENTER">60.00%</td>
<td align="CENTER">$340</td>
</tr>
<tr>
<td align="CENTER"><strong><span style="font-size: xx-small;">WEEK</span></strong></td>
<td align="CENTER">2</td>
<td align="CENTER">1</td>
<td align="CENTER">0</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
<tr>
<td align="CENTER" bgcolor="#CCFFCC"><strong><span style="font-size: xx-small;">SEASON</span></strong></td>
<td align="CENTER" bgcolor="#CCFFCC">21</td>
<td align="CENTER" bgcolor="#CCFFCC">14</td>
<td align="CENTER" bgcolor="#CCFFCC">1</td>
<td align="LEFT" bgcolor="#FFFFFF"></td>
<td style="text-align: center;" align="LEFT" bgcolor="#FFFFFF"></td>
</tr>
</tbody>
</table>
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