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<HTML><META NAME="TMA" CONTENT="false"><HEAD><TITLE>TradeStation Performance Summary</TITLE><OR_DEFS Short_AdjustedNetProfitCTCDrawdown="100 * PerformanceSummary.Short_AdjustedNetProfit / abs(PerformanceSummary.Short_CTCDrawdown);" Long_AdjustedNetProfitCTCDrawdown="100 * PerformanceSummary.Long_AdjustedNetProfit / abs(PerformanceSummary.Long_CTCDrawdown);" All_AdjustedNetProfitCTCDrawdown="100 * PerformanceSummary.All_AdjustedNetProfit / abs(PerformanceSummary.All_CTCDrawdown);" Short_SelectNetProfitCTCDrawdown="100 * PerformanceSummary.Short_SelectNetProfit / abs(PerformanceSummary.Short_CTCDrawdown);" Long_SelectNetProfitCTCDrawdown="100 * PerformanceSummary.Long_SelectNetProfit / abs(PerformanceSummary.Long_CTCDrawdown);" All_SelectNetProfitCTCDrawdown="100 * PerformanceSummary.All_SelectNetProfit / abs(PerformanceSummary.All_CTCDrawdown);" Short_NetProfitCTCDrawdown="100 * PerformanceSummary.Short_TotalNetProfit / abs(PerformanceSummary.Short_CTCDrawdown);" Long_NetProfitCTCDrawdown="100 * PerformanceSummary.Long_TotalNetProfit / abs(PerformanceSummary.Long_CTCDrawdown);" All_NetProfitCTCDrawdown="100 * PerformanceSummary.All_TotalNetProfit / abs(PerformanceSummary.All_CTCDrawdown);" Short_CloseToCloseReturn="100 * PerformanceSummary.Short_TotalNetProfit / abs(PerformanceSummary.Short_CTCDrawdown);" Long_CloseToCloseReturn="100 * PerformanceSummary.Long_TotalNetProfit / abs(PerformanceSummary.Long_CTCDrawdown);" All_CloseToCloseReturn="100 * PerformanceSummary.All_TotalNetProfit / abs(PerformanceSummary.All_CTCDrawdown);" Long_AdjustedProfitFactor="PerformanceSummary.Long_AdjustedGrossProfit / abs( PerformanceSummary.Long_AdjustedGrossLoss );" Short_AdjustedProfitFactor="PerformanceSummary.Short_AdjustedGrossProfit / abs( PerformanceSummary.Short_AdjustedGrossLoss );" All_AdjustedProfitFactor="PerformanceSummary.All_AdjustedGrossProfit / abs( PerformanceSummary.All_AdjustedGrossLoss );" Short_AdjustedNetProfitMaxDrawDown="100 * PerformanceSummary.Short_AdjustedNetProfit / abs( PerformanceSummary.Short_MaxIntradayDrawDown );" Long_AdjustedNetProfitMaxDrawDown="100 * PerformanceSummary.Long_AdjustedNetProfit / abs( PerformanceSummary.Long_MaxIntradayDrawDown );" All_AdjustedNetProfitMaxDrawDown="100 * PerformanceSummary.All_AdjustedNetProfit / abs( PerformanceSummary.All_MaxIntradayDrawDown );" Short_AdjustedNetProfitLargestLoss="100 * PerformanceSummary.Short_AdjustedNetProfit / abs( PerformanceSummary.Short_LargestLosingTrade );" Long_AdjustedNetProfitLargestLoss="100 * PerformanceSummary.Long_AdjustedNetProfit / abs( PerformanceSummary.Long_LargestLosingTrade );" All_AdjustedNetProfitLargestLoss="100 * PerformanceSummary.All_AdjustedNetProfit / abs( PerformanceSummary.All_LargestLosingTrade );" Short_AdjustedNetProfit="PerformanceSummary.Short_AdjustedGrossProfit + PerformanceSummary.Short_AdjustedGrossLoss;" Long_AdjustedNetProfit="PerformanceSummary.Long_AdjustedGrossProfit + PerformanceSummary.Long_AdjustedGrossLoss;" All_AdjustedNetProfit="PerformanceSummary.All_AdjustedGrossProfit + PerformanceSummary.All_AdjustedGrossLoss;" Short_NumberEvenTrades="PerformanceSummary.Short_TotalNumberTrades - PerformanceSummary.Short_NumberLosingTrades - PerformanceSummary.Short_NumberWinningTrades;" Long_NumberEvenTrades="PerformanceSummary.Long_TotalNumberTrades - PerformanceSummary.Long_NumberLosingTrades - PerformanceSummary.Long_NumberWinningTrades;" All_NumberEvenTrades="PerformanceSummary.All_TotalNumberTrades - PerformanceSummary.All_NumberLosingTrades - PerformanceSummary.All_NumberWinningTrades;" All_TotalNumberTrades="TotalTradeAnalysis_NumberOfTrades;" All_Analysis_PercentInTheMarket="PerformanceSummary.Analysis_PercentInTheMarket;" OP_UnrealizePL="PerformanceSummary.All_OpenPositionPL;" Long_ReturnOnMaxDrawDown="100 * PerformanceSummary.Long_TotalNetProfit / abs( PerformanceSummary.Long_MaxIntradayDrawDown );" Short_ReturnOnMaxDrawDown="100 * PerformanceSummary.Short_TotalNetProfit / abs( PerformanceSummary.Short_MaxIntradayDrawDown );" All_ReturnOnMaxDrawDown="100 * PerformanceSummary.All_TotalNetProfit / abs( PerformanceSummary.All_MaxIntradayDrawDown );" Long_SelectNetProfitLargestLoss="100 * PerformanceSummary.Long_SelectNetProfit/ abs( PerformanceSummary.Long_LargestLosingTrade );" Short_SelectNetProfitLargestLoss="100 * PerformanceSummary.Short_SelectNetProfit/ abs( PerformanceSummary.Short_LargestLosingTrade );" All_SelectNetProfitLargestLoss="100 * PerformanceSummary.All_SelectNetProfit/ abs( PerformanceSummary.All_LargestLosingTrade );" Long_NetProfitMaxDrawDown="100 * PerformanceSummary.Long_TotalNetProfit/ abs( PerformanceSummary.Long_MaxIntradayDrawDown );" Short_NetProfitMaxDrawDown="100 * PerformanceSummary.Short_TotalNetProfit/ abs( PerformanceSummary.Short_MaxIntradayDrawDown );" All_NetProfitMaxDrawDown="100 * PerformanceSummary.All_TotalNetProfit/ abs( PerformanceSummary.All_MaxIntradayDrawDown );" Long_LargetLosingTradePercentGrossLoss="100 * PerformanceSummary.Long_LargestLosingTrade/PerformanceSummary.Long_GrossLoss;" Short_LargetLosingTradePercentGrossLoss="100 * PerformanceSummary.Short_LargestLosingTrade/PerformanceSummary.Short_GrossLoss;" All_LargetLosingTradePercentGrossLoss="100 * PerformanceSummary.All_LargestLosingTrade/PerformanceSummary.All_GrossLoss;" Long_LargetWinTradePercentGrossProfit="100 * PerformanceSummary.Long_LargestWinningTrade/PerformanceSummary.Long_GrossProfit;" Short_LargetWinTradePercentGrossProfit="100 * PerformanceSummary.Short_LargestWinningTrade/PerformanceSummary.Short_GrossProfit;" All_LargetWinTradePercentGrossProfit="100 * PerformanceSummary.All_LargestWinningTrade/PerformanceSummary.All_GrossProfit;" Long_NetProfitLargestLoss="100 * PerformanceSummary.Long_TotalNetProfit/ abs( PerformanceSummary.Long_LargestLosingTrade );" Short_NetProfitLargestLoss="100 * PerformanceSummary.Short_TotalNetProfit/ abs( PerformanceSummary.Short_LargestLosingTrade );" All_NetProfitLargestLoss="100 * PerformanceSummary.All_TotalNetProfit/ abs( PerformanceSummary.All_LargestLosingTrade );" Long_SelectProfitFactor="PerformanceSummary.Long_SelectGrossProfit / abs( PerformanceSummary.Long_SelectGrossLoss );" Short_SelectProfitFactor="PerformanceSummary.Short_SelectGrossProfit / abs( PerformanceSummary.Short_SelectGrossLoss );" All_SelectProfitFactor="PerformanceSummary.All_SelectGrossProfit / abs( PerformanceSummary.All_SelectGrossLoss );" Short_SelectNetProfit="PerformanceSummary.Short_SelectGrossProfit + PerformanceSummary.Short_SelectGrossLoss;" Long_SelectNetProfit="PerformanceSummary.Long_SelectGrossProfit + PerformanceSummary.Long_SelectGrossLoss;" All_SelectNetProfit="PerformanceSummary.All_SelectGrossProfit + PerformanceSummary.All_SelectGrossLoss;" Long_SelectNetProfitMaxDrawdown="100 * PerformanceSummary.Long_SelectNetProfit/ abs( PerformanceSummary.Long_MaxIntradayDrawDown );" Short_SelectNetProfitMaxDrawdown="100 * PerformanceSummary.Short_SelectNetProfit/ abs( PerformanceSummary.Short_MaxIntradayDrawDown );" All_SelectNetProfitMaxDrawdown="100 * PerformanceSummary.All_SelectNetProfit/ abs( PerformanceSummary.All_MaxIntradayDrawDown );" OpenPosition="PerformanceSummary.All_OpenPositionPL;" ProfitFactor_Short="PerformanceSummary.Short_GrossProfit / abs( PerformanceSummary.Short_GrossLoss );" ProfitFactor_Long="PerformanceSummary.Long_GrossProfit / abs( PerformanceSummary.Long_GrossLoss );" ProfitFactor_All="PerformanceSummary.All_GrossProfit / abs( PerformanceSummary.All_GrossLoss );" ProfitFactor="abs( PerformanceSummary.All_ProfitFactor );" RatioAvgWinAvgLoss="PerformanceSummary.All_RatioAvgWinAvgLoss;" PercentProfitable="PerformanceSummary.All_PercentProfitable;" GrossLoss="PerformanceSummary.All_GrossLoss;" GrossProfit="PerformanceSummary.All_GrossProfit;" NumberLosingTrades="PerformanceSummary.All_NumberLosingTrades;" LargestProfit="PerformanceSummary.All_LargestWinningTrade;" AverageWinningTrade="PerformanceSummary.All_AverageWinningTrade;" NumberWinningTrades="PerformanceSummary.All_NumberWinningTrades;"><!-- External support files --><LINK rel=stylesheet type=text/css href="cid:TSSPR.CSS">
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<BODY onload=SummarySetDefaultValues(); leftMargin=5 topMargin=0 bgColor=#ffffff margin marginwidth="0"><FORM name=sprForm><!-- header -->
<TABLE id=hftable class=hiddentable width="100%">
<TBODY>
<TR>
<TD><SPAN class=Header><SPAN class=Header>TradeStation&nbsp;TradeManager&nbsp;Performance Report</SPAN></SPANHEIGHT="15"></SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>78, @EC, 1440 min., 1/2/2002 3:00:00 PM - 1/19/2010 3:00:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
<TBODY>
<TR>
<TD>
<TABLE id=tblHidden border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD id=tdDisplay height=1 colSpan=4>Display: <SELECT style="BACKGROUND-IMAGE: url(none); BORDER-BOTTOM: blue thick double; BORDER-LEFT: blue thick double; FONT-FAMILY: Verdana; BORDER-TOP: blue thick double; BORDER-RIGHT: blue thick double" onchange=SummaryCallRightTable(); name=lstSprSummary> <OPTION selected value=1>Column View</OPTION> <OPTION value=2>Table View</OPTION></SELECT></TD></TR>
<TR>
<TD>&nbsp;</TD>
<TD height=15></TD></TR></TBODY></TABLE>
<TABLE id=tlbColumnViewTitle border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=title height=19>TradeStation Performance Summary</TD>
<TD id=tdImage0 bgColor=#0066cc height=19 vAlign=center align=right><A onclick="SummaryExpandTable(document.getElementById('tblSummaryStrategy'),'tblSummaryStrategy','imgSummaryStrategy'); return false;"><IMG border=0 name=imgSummaryStrategy alt=Collapse src="cid:GIFS/#3234" width=70 height=19></A></TD></TR>
<TR>
<TD>&nbsp;</TD>
<TD height=15></TD></TR></TBODY></TABLE>
<TABLE style="DISPLAY: block; BORDER-COLLAPSE: collapse" id=tblSummaryStrategy class=Detail border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('all_trades__strategy_performance_report_');" href="?">All Trades</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD width="15%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('long_trades__strategy_performance_report_');" href="?">Long Trades</A></B><SPAN></SPAN><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD width="15%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('short_trades__strategy_performance_report_');" href="?">Short Trades</A></B><SPAN></SPAN><BR><IMG src="spacer.gif" width=110 height=1></TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=All_TotalNetProfit height=15 width="15%" align=right>$264,272.0000</TD>
<TD id=Long_TotalNetProfit height=15 width="15%" align=right>$264,272.0000</TD>
<TD id=Short_TotalNetProfit height=15 width="15%" align=right>$0.0000</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('gross_profit__strategy_performance_report_');" href="?">Gross Profit</A></TD>
<TD id=All_GrossProfit height=15 width="15%" align=right>$568,174.0800</TD>
<TD id=Long_GrossProfit height=15 width="15%" align=right>$568,174.0800</TD>
<TD id=Short_GrossProfit height=15 width="15%" align=right>$0.0000</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('gross_loss__strategy_performance_report_');" href="?">Gross Loss</A></TD>
<TD id=All_GrossLoss height=15 width="15%" align=right><FONT color=red>($303,902.0800)</FONT></TD>
<TD id=Long_GrossLoss height=15 width="15%" align=right><FONT color=red>($303,902.0800)</FONT></TD>
<TD id=Short_GrossLoss width="15%" align=right>$0.0000</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD id=ProfitFactor_All width="15%" align=right numberkind="real">1.8696</TD>
<TD id=ProfitFactor_Long width="15%" align=right numberkind="real">1.8696</TD>
<TD id=ProfitFactor_Short width="15%" align=right numberkind="real">n/a</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit</A></TD>
<TD id=All_RollOverCredit height=15 width="15%" align=right>$0.0000</TD>
<TD id=Long_RollOverCredit height=15 width="15%" align=right>$0.0000</TD>
<TD id=Short_RollOverCredit height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position P/L</A></TD>
<TD id=All_OpenPositionPL height=15 width="15%" align=right><FONT color=red>($977.0800)</FONT></TD>
<TD id=Long_OpenPositionPL height=15 width="15%" align=right><FONT color=red>($977.0800)</FONT></TD>
<TD id=Short_OpenPositionPL height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=All_SelectNetProfit height=15 width="15%" align=right>$274,724.7600</TD>
<TD id=Long_SelectNetProfit height=15 width="15%" align=right>$274,724.7600</TD>
<TD id=Short_SelectNetProfit height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('select_gross_profit__strategy_performance_report_');" href="?">Select Gross Profit</A></TD>
<TD id=All_SelectGrossProfit height=15 width="15%" align=right>$559,637.9600</TD>
<TD id=Long_SelectGrossProfit height=15 width="15%" align=right>$559,637.9600</TD>
<TD id=Short_SelectGrossProfit height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('select_gross_loss__strategy_performance_report_');" href="?">Select Gross Loss</A></TD>
<TD id=All_SelectGrossLoss height=15 width="15%" align=right><FONT color=red>($284,913.2000)</FONT></TD>
<TD id=Long_SelectGrossLoss height=15 width="15%" align=right><FONT color=red>($284,913.2000)</FONT></TD>
<TD id=Short_SelectGrossLoss height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('select_profit_factor__strategy_performance_report_');" href="?">Select Profit Factor</A></TD>
<TD id=All_SelectProfitFactor width="15%" align=right numberkind="real">1.9642</TD>
<TD id=Long_SelectProfitFactor width="15%" align=right numberkind="real">1.9642</TD>
<TD id=Short_SelectProfitFactor width="15%" align=right numberkind="real">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=All_AdjustedNetProfit width="15%" align=right>$227,471.1020</TD>
<TD id=Long_AdjustedNetProfit width="15%" align=right>$227,471.1020</TD>
<TD id=Short_AdjustedNetProfit width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_gross_profit__strategy_performance_report_');" href="?">Adjusted Gross Profit</A></TD>
<TD id=All_AdjustedGrossProfit width="15%" align=right>$548,523.3685</TD>
<TD id=Long_AdjustedGrossProfit width="15%" align=right>$548,523.3685</TD>
<TD id=Short_AdjustedGrossProfit width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_gross_loss__strategy_performance_report_');" href="?">Adjusted Gross Loss</A></TD>
<TD id=All_AdjustedGrossLoss width="15%" align=right><FONT color=red>($321,052.2666)</FONT></TD>
<TD id=Long_AdjustedGrossLoss width="15%" align=right><FONT color=red>($321,052.2666)</FONT></TD>
<TD id=Short_AdjustedGrossLoss width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_profit_factor__strategy_performance_report_');" href="?">Adjusted Profit Factor</A></TD>
<TD id=All_AdjustedProfitFactor width="15%" align=right numberkind="real">1.7085</TD>
<TD id=Long_AdjustedProfitFactor width="15%" align=right numberkind="real">1.7085</TD>
<TD id=Short_AdjustedProfitFactor width="15%" align=right numberkind="real">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=All_TotalNumberTrades width="15%" align=right numberkind="int">1150</TD>
<TD id=Long_TotalNumberTrades width="15%" align=right numberkind="int">1150</TD>
<TD id=Short_TotalNumberTrades width="15%" align=right numberkind="int">0</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('percent_profitable__strategy_performance_report_');" href="?">Percent Profitable</A></TD>
<TD id=All_PercentProfitable width="15%" align=right numberkind="percent">72.6957%</TD>
<TD id=Long_PercentProfitable width="15%" align=right numberkind="percent">72.6957%</TD>
<TD id=Short_PercentProfitable width="15%" align=right numberkind="percent">0.0000%</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winning Trades</A></TD>
<TD id=All_NumberWinningTrades width="15%" align=right numberkind="int">836</TD>
<TD id=Long_NumberWinningTrades width="15%" align=right numberkind="int">836</TD>
<TD id=Short_NumberWinningTrades width="15%" align=right numberkind="int">0</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losing Trades</A></TD>
<TD id=All_NumberLosingTrades width="15%" align=right numberkind="int">314</TD>
<TD id=Long_NumberLosingTrades width="15%" align=right numberkind="int">314</TD>
<TD id=Short_NumberLosingTrades width="15%" align=right numberkind="int">0</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('even_trades__strategy_performance_report_');" href="?">Even Trades</A></TD>
<TD id=All_NumberEvenTrades width="15%" align=right numberkind="int">0</TD>
<TD id=Long_NumberEvenTrades width="15%" align=right numberkind="int">0</TD>
<TD id=Short_NumberEvenTrades width="15%" align=right numberkind="int">0</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Profit</A></TD>
<TD id=All_AvgTrade height=15 width="15%" align=right>$229.8017</TD>
<TD id=Long_AvgTrade height=15 width="15%" align=right>$229.8017</TD>
<TD id=Short_AvgTrade height=15 width="15%" align=right>$0.0000</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_winning_trade__strategy_performance_report_');" href="?">Avg. Winning Trade</A></TD>
<TD id=All_AverageWinningTrade height=15 width="15%" align=right>$679.6341</TD>
<TD id=Long_AverageWinningTrade height=15 width="15%" align=right>$679.6341</TD>
<TD id=Short_AverageWinningTrade height=15 width="15%" align=right>$0.0000</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_losing_trade__strategy_performance_report_');" href="?">Avg. Losing Trade</A></TD>
<TD id=All_AverageLosingTrade height=15 width="15%" align=right><FONT color=red>($967.8410)</FONT></TD>
<TD id=Long_AverageLosingTrade height=15 width="15%" align=right><FONT color=red>($967.8410)</FONT></TD>
<TD id=Short_AverageLosingTrade height=15 width="15%" align=right>$0.0000</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=All_RatioAvgWinAvgLoss width="15%" align=right numberkind="real">0.7022</TD>
<TD id=Long_RatioAvgWinAvgLoss width="15%" align=right numberkind="real">0.7022</TD>
<TD id=Short_RatioAvgWinAvgLoss width="15%" align=right numberkind="real">n/a</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('largest_winning_trade__strategy_performance_report_');" href="?">Largest Winning Trade</A></TD>
<TD id=All_LargestWinningTrade height=15 width="15%" align=right>$2,502.7800</TD>
<TD id=Long_LargestWinningTrade height=15 width="15%" align=right>$2,502.7800</TD>
<TD id=Short_LargestWinningTrade height=15 width="15%" align=right>$0.0000</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=All_LargestLosingTrade height=15 width="15%" align=right><FONT color=red>($6,197.2200)</FONT></TD>
<TD id=Long_LargestLosingTrade height=15 width="15%" align=right><FONT color=red>($6,197.2200)</FONT></TD>
<TD id=Short_LargestLosingTrade height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=All_LargetWinTradePercentGrossProfit width="15%" align=right numberkind="percent">0.4405%</TD>
<TD id=Long_LargetWinTradePercentGrossProfit width="15%" align=right numberkind="percent">0.4405%</TD>
<TD id=Short_LargetWinTradePercentGrossProfit width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('largest_loser_pcnt_of_gross_loss__strategy_performance_report_');" href="?">Largest Loser as % of Gross Loss</A></TD>
<TD id=All_LargetLosingTradePercentGrossLoss width="15%" align=right numberkind="percent">2.0392%</TD>
<TD id=Long_LargetLosingTradePercentGrossLoss width="15%" align=right numberkind="percent">2.0392%</TD>
<TD id=Short_LargetLosingTradePercentGrossLoss width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('net_prft_largest_loss__strategy_performance_report_');" href="?">Net Profit as % of Largest Loss</A></TD>
<TD id=All_NetProfitLargestLoss width="15%" align=right numberkind="percent">4264.3637%</TD>
<TD id=Long_NetProfitLargestLoss width="15%" align=right numberkind="percent">4264.3637%</TD>
<TD id=Short_NetProfitLargestLoss width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Select Net Profit as % of Largest Loss</A></TD>
<TD id=All_SelectNetProfitLargestLoss width="15%" align=right numberkind="percent">4433.0322%</TD>
<TD id=Long_SelectNetProfitLargestLoss width="15%" align=right numberkind="percent">4433.0322%</TD>
<TD id=Short_SelectNetProfitLargestLoss width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('Adjusted_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Adjusted Net Profit as % of Largest Loss</A></TD>
<TD id=All_AdjustedNetProfitLargestLoss width="15%" align=right numberkind="percent">3670.5346%</TD>
<TD id=Long_AdjustedNetProfitLargestLoss width="15%" align=right numberkind="percent">3670.5346%</TD>
<TD id=Short_AdjustedNetProfitLargestLoss width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('maximum_consecutive_wins__strategy_performance_report_');" href="?">Max. Consecutive Winning Trades</A></TD>
<TD id=All_MaxConsecutiveWinners width="15%" align=right numberkind="int">24</TD>
<TD id=Long_MaxConsecutiveWinners width="15%" align=right numberkind="int">24</TD>
<TD id=Short_MaxConsecutiveWinners width="15%" align=right numberkind="int">0</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_consecutive_losses__strategy_performance_report_');" href="?">Max. Consecutive Losing Trades</A></TD>
<TD id=All_MaxConsecutiveLosers width="15%" align=right numberkind="int">7</TD>
<TD id=Long_MaxConsecutiveLosers width="15%" align=right numberkind="int">7</TD>
<TD id=Short_MaxConsecutiveLosers width="15%" align=right numberkind="int">0</TD></TR>
<TR style="DISPLAY: block" id=NoTMPRRow class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_total_trades__strategy_performance_report_');" href="?">Avg. Bars in Total Trades</A></TD>
<TD id=All_AvgBarsInTotalTrades width="15%" align=right numberkind="real">3.3800</TD>
<TD id=Long_AvgBarsInTotalTrades width="15%" align=right numberkind="real">3.3800</TD>
<TD id=Short_AvgBarsInTotalTrades width="15%" align=right numberkind="real">0.0000</TD></TR>
<TR id=NoTMPRRow>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_winners__strategy_performance_report_');" href="?">Avg. Bars in Winning Trades</A></TD>
<TD id=All_AvgNumBarsInWinners width="15%" align=right numberkind="real">2.8146</TD>
<TD id=Long_AvgNumBarsInWinners width="15%" align=right numberkind="real">2.8146</TD>
<TD id=Short_AvgNumBarsInWinners width="15%" align=right numberkind="real">0.0000</TD></TR>
<TR id=NoTMPRRow>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_losers__strategy_performance_report_');" href="?">Avg. Bars in Losing Trades</A></TD>
<TD id=All_AvgNumBarsInLosers width="15%" align=right numberkind="real">4.8854</TD>
<TD id=Long_AvgNumBarsInLosers width="15%" align=right numberkind="real">4.8854</TD>
<TD id=Short_AvgNumBarsInLosers width="15%" align=right numberkind="real">0.0000</TD></TR>
<TR id=NoTMPRRow>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_even__strategy_performance_report_');" href="?">Avg. Bars in Even Trades</A></TD>
<TD id=All_AvgNumBarsInEvens width="15%" align=right numberkind="real">0.0000</TD>
<TD id=Long_AvgNumBarsInEvens width="15%" align=right numberkind="real">0.0000</TD>
<TD id=Short_AvgNumBarsInEvens width="15%" align=right numberkind="real">0.0000</TD></TR>
<TR>
<TD height=15 width="45%"></TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_number_of_contracts_held__strategy_performance_report_');" href="?">Max. Shares/Contracts Held</A></TD>
<TD id=All_MaxNumContractsHeld width="15%" align=right numberkind="int">12</TD>
<TD id=Long_MaxNumContractsHeld width="15%" align=right numberkind="int">12</TD>
<TD id=Short_MaxNumContractsHeld width="15%" align=right numberkind="int">0</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_shares_contracts_held_report_field_');" href="?">Total Shares/Contracts Held</A></TD>
<TD id=All_TotalSharesHeld width="15%" align=right numberkind="int">1153</TD>
<TD id=Long_TotalSharesHeld width="15%" align=right numberkind="int">1153</TD>
<TD id=Short_TotalSharesHeld width="15%" align=right numberkind="int">0</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('account_size_required__strategy_performance_report_');" href="?">Account Size Required</A></TD>
<TD id=All_AccountSizeRequired width="15%" align=right>$15,576.2800</TD>
<TD id=Long_AccountSizeRequired width="15%" align=right>$15,576.2800</TD>
<TD id=Short_AccountSizeRequired width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" id=NoTMPRRow class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=All_Slippage height=15 width="15%" align=right>$5,750.0000</TD>
<TD id=Long_Slippage height=15 width="15%" align=right>$5,750.0000</TD>
<TD id=Short_Slippage height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=All_CommissionPerTransaction height=15 width="15%" align=right>$5,428.0000</TD>
<TD id=Long_CommissionPerTransaction height=15 width="15%" align=right>$5,428.0000</TD>
<TD id=Short_CommissionPerTransaction width="15%" align=right>$0.0000</TD></TR>
<TR id=TMA81>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('return_on_initial_capital__strategy_performance_report_');" href="?">Return on Initial Capital</A></TD>
<TD id=ReturnOnInitialCapital width="15%" align=right numberkind="percent">264.2720%</TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('annual_rate_of_return__strategy_performance_report_');" href="?">Annual Rate of Return</A></TD>
<TD id=AnnualRateOfReturn width="15%" align=right numberkind="percent">16.4576%</TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('buy_hold_return__strategy_performance_report_');" href="?">Buy &amp; Hold Return</A></TD>
<TD id=BuyHoldReturn width="15%" align=right numberkind="percent">60.7645%</TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('return_on_account__strategy_performance_report_');" href="?">Return on Account</A></TD>
<TD id=ReturnOnAccount width="15%" align=right numberkind="percent">1696.6310%</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_monthly_return__strategy_performance_report_');" href="?">Avg. Monthly Return</A></TD>
<TD id=AverageMonthlyReturn width="15%" align=right>$2,588.5165</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Std_Deviation_of_Monthly_Return__Strategy_Performance_Report_');" href="?">Std. Deviation of Monthly Return</A></TD>
<TD id=MonthlyReturn_STDEV width="15%" align=right>$4,618.7442</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('return_retracement_ratio__strategy_performance_report_');" href="?">Return Retracement Ratio</A></TD>
<TD id=ReturnRetracementRatio width="15%" align=right numberkind="real">0.2685</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('rina_index__strategy_performance_report_');" href="?">RINA Index</A></TD>
<TD id=RINAIndex width="15%" align=right numberkind="real">516.4905</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('sharpe_ratio__strategy_performance_report_');" href="?">Sharpe Ratio</A></TD>
<TD id=SharpeRatio width="15%" align=right numberkind="real">0.4116</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('k_ratio__strategy_performance_report_');" href="?">K-Ratio</A></TD>
<TD id=KRatio width="15%" align=right numberkind="real">n/a</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('test_period__strategy_performance_report_');" href="?">Trading Period</A></TD>
<TD id=TradingPeriod height=15 width="45%" noWrap align=right>7 Yrs, 10 Mths, 7 Dys</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('percent_in_the_market__strategy_performance_report_');" href="?">Percent of Time in the Market</A></TD>
<TD id=Analysis_PercentInTheMarket height=15 width="15%" align=right numberkind="percent">53.9561%</TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_time_in_the_market_periods__strategy_performance_report_');" href="?">Time in the Market</A></TD>
<TD id=TimeInTheMarket height=15 width="15%" noWrap align=right>4 Yrs, 2 Mths, 26 Dys</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('longest_flat_period__strategy_performance_report_');" href="?">Longest Flat Period</A></TD>
<TD id=LongestFlatPeriod height=15 width="15%" noWrap align=right>28 Dys</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_equity_run_up_daily__strategy_performance_report_');" href="?">
<DIV id=MaxRunupDownLabel>Max. Equity Run-up</DIV></A></TD>
<TD id=MERU_Amount width="15%" align=right>$273,785.8800</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Max._Run_up_date__Strategy_Performance_Report_');" href="?">Date of Max. Equity Run-up</A></TD>
<TD id=MERU_Date width="15%" noWrap align=right>01/19/10 15:00</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_equity_run-up_div_initial_capital__strategy_performance_report_');" href="?">Max. Equity Run-up as % of Initial Capital</A></TD>
<TD id=MERU_Percent width="15%" align=right>273.7859%</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right></TD>
<TD width="15%" align=right></TD>
<TD width="15%" align=right></TD></TR><!--
				                        PEAK TO VALLEY FIELDS
		              -->
<TR id=TMA81>
<TD class=titlesection width="90%" colSpan=4><B>
<DIV id=MaxDrawDownLabel>Max. Drawdown (Intra-day Peak to Valley)</DIV></B></TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_intraday_drawdown__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=All_MaxIntradayDrawDown width="15%" align=right><FONT color=red>($24,545.7800)</FONT></TD>
<TD id=Long_MaxIntradayDrawDown width="15%" align=right><FONT color=red>($24,545.7800)</FONT></TD>
<TD id=Short_MaxIntradayDrawDown width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Maximum_Drawdown_date__Strategy_Performance_Report_');" href="?">Date</A></TD>
<TD id=MEDD_Date width="15%" noWrap align=right>07/19/06 15:00</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_pv__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=MEDD_Percent width="15%" align=right numberkind="percent">24.5458%</TD>
<TD id=Long_MaxPTV_Drawdown_div_InitCap width="15%" align=right>24.5458%</TD>
<TD id=Short_MaxPTV_Drawdown_div_InitCap width="15%" align=right>0.0000%</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=All_NetProfitMaxDrawDown width="15%" align=right numberkind="percent">1076.6494%</TD>
<TD id=Long_NetProfitMaxDrawDown width="15%" align=right numberkind="percent">1076.6494%</TD>
<TD id=Short_NetProfitMaxDrawDown width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max__Equity_Drawdown_PV__Strategy_Performance_Report_');" href="?">Select Net Profit as % of Drawdown</A></TD>
<TD id=All_SelectNetProfitMaxDrawdown width="15%" align=right numberkind="percent">1119.2342%</TD>
<TD id=Long_SelectNetProfitMaxDrawdown width="15%" align=right numberkind="percent">1119.2342%</TD>
<TD id=Short_SelectNetProfitMaxDrawdown width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Adj_Net_Prft_max_Drawdown__Strategy_Performance_Report_');" href="?">Adjusted Net Profit as % of Drawdown</A></TD>
<TD id=All_AdjustedNetProfitMaxDrawDown width="15%" align=right numberkind="percent">926.7218%</TD>
<TD id=Long_AdjustedNetProfitMaxDrawDown width="15%" align=right numberkind="percent">926.7218%</TD>
<TD id=Short_AdjustedNetProfitMaxDrawDown width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR id=TMA81>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR><!--
				                                CLOSE TO CLOSE
                  -->
<TR>
<TD class=titlesection width="90%" colSpan=4><B>
<DIV id=MaxTradeDrawDownLabel>Max. Drawdown (Trade Close to Trade Close)</DIV></B></TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('max__equity_drawdown_cc__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=All_CTCDrawdown width="15%" align=right><FONT color=red>($15,576.2800)</FONT></TD>
<TD id=Long_CTCDrawdown width="15%" align=right><FONT color=red>($15,576.2800)</FONT></TD>
<TD id=Short_CTCDrawdown width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Date_of_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Date</A></TD>
<TD id=All_CTCDrawdownDate width="15%" noWrap align=right>10/31/08 15:00</TD>
<TD id=Long_CTCDrawdownDate width="15%" align=right>&nbsp;</TD>
<TD id=Short_CTCDrawdownDate width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_CC__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=All_CTCDrawDownInitialCapital width="15%" align=right numberkind="percent">15.5763%</TD>
<TD id=Long_CTCDrawDownInitialCapital width="15%" align=right numberkind="percent">15.5763%</TD>
<TD id=Short_CTCDrawDownInitialCapital width="15%" align=right numberkind="percent">0.0000%</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=All_NetProfitCTCDrawDown width="15%" align=right numberkind="percent">1696.6310%</TD>
<TD id=Long_NetProfitCTCDrawDown width="15%" align=right numberkind="percent">1696.6310%</TD>
<TD id=Short_NetProfitCTCDrawDown width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Select Net Profit as % of Drawdown</A></TD>
<TD id=All_SelectNetProfitCTCDrawDown width="15%" align=right numberkind="percent">1763.7379%</TD>
<TD id=Long_SelectNetProfitCTCDrawDown width="15%" align=right numberkind="percent">1763.7379%</TD>
<TD id=Short_SelectNetProfitCTCDrawDown width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Adjusted Net Profit as % of Drawdown</A></TD>
<TD id=All_AdjustedNetProfitCTCDrawDown width="15%" align=right numberkind="percent">1460.3686%</TD>
<TD id=Long_AdjustedNetProfitCTCDrawDown width="15%" align=right numberkind="percent">1460.3686%</TD>
<TD id=Short_AdjustedNetProfitCTCDrawDown width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Max. Trade Drawdown</A></TD>
<TD id=All_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($7,462.5000)</FONT></TD>
<TD id=Long_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($7,462.5000)</FONT></TD>
<TD id=Short_MaxTradeDrawDown height=15 width="15%" align=right>$0.0000</TD></TR>
<TR id=TMA81>
<TD height=15 width="45%"></TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD height=15 width="45%"></TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD height=15 width="45%"></TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR></TBODY></TABLE>
<TABLE style="DISPLAY: none" id=tblSummaryStrategy2 class=none border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesub height=15 width="35%"><A class=helpLinkTitleSection onclick="return HelpTip('all_trades__strategy_performance_report_');" href="?">All Trades</A></TD>
<TD class=titlesub height=15 width="15%"></TD>
<TD class=titlesub height=15 width="38%"></TD>
<TD class=titlesub height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%">&nbsp;</TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=All_TotalNetProfit height=15 width="15%" align=right>$264,272.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD id=ProfitFactor_All height=15 width="12%" align=right numberkind="real">1.8696</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('gross_profit__strategy_performance_report_');" href="?">Gross Profit</A></TD>
<TD id=All_GrossProfit height=15 width="15%" align=right>$568,174.0800</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('gross_loss__strategy_performance_report_');" href="?">Gross Loss</A></TD>
<TD id=All_GrossLoss height=15 width="12%" align=right><FONT color=red>($303,902.0800)</FONT></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit </A></TD>
<TD id=All_RollOverCredit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=All_OpenPositionPL height=15 width="15%" align=right><FONT color=red>($977.0800)</FONT></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=All_SelectNetProfit height=15 width="15%" align=right>$274,724.7600</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_profit_factor__strategy_performance_report_');" href="?">Select Profit Factor</A></TD>
<TD id=All_SelectProfitFactor height=15 width="12%" align=right numberkind="real">1.9642</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_gross_profit__strategy_performance_report_');" href="?">Select Gross Profit</A></TD>
<TD id=All_SelectGrossProfit height=15 width="15%" align=right>$559,637.9600</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_gross_loss__strategy_performance_report_');" href="?">Select Gross Loss</A></TD>
<TD id=All_SelectGrossLoss height=15 width="12%" align=right><FONT color=red>($284,913.2000)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=All_AdjustedNetProfit height=15 width="15%" align=right>$227,471.1020</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_profit_factor__strategy_performance_report_');" href="?">Adjusted Profit Factor</A></TD>
<TD id=All_AdjustedProfitFactor height=15 width="12%" align=right numberkind="real">1.7085</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_gross_profit__strategy_performance_report_');" href="?">Adjusted Gross Profit</A></TD>
<TD id=All_AdjustedGrossProfit height=15 width="15%" align=right>$548,523.3685</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_gross_loss__strategy_performance_report_');" href="?">Adjusted Gross Loss</A></TD>
<TD id=All_AdjustedGrossLoss height=15 width="12%" align=right><FONT color=red>($321,052.2666)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=All_TotalNumberTrades height=15 width="15%" align=right numberkind="int">1150</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('percent_profitable__strategy_performance_report_');" href="?">Percent Profitable</A></TD>
<TD id=All_PercentProfitable height=15 width="12%" align=right numberkind="percent">72.6957%</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winning Trades</A></TD>
<TD id=All_NumberWinningTrades height=15 width="15%" align=right numberkind="int">836</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losing Trades</A></TD>
<TD id=All_NumberLosingTrades height=15 width="12%" align=right numberkind="int">314</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('even_trades__strategy_performance_report_');" href="?">Even Trades</A></TD>
<TD id=All_NumberEvenTrades height=15 width="15%" align=right numberkind="int">0</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Profit</A></TD>
<TD id=All_AvgTrade height=15 width="15%" align=right>$229.8017</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=All_RatioAvgWinAvgLoss height=15 width="12%" align=right numberkind="real">0.7022</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_winning_trade__strategy_performance_report_');" href="?">Avg. Winning Trade</A></TD>
<TD id=All_AverageWinningTrade height=15 width="15%" align=right>$679.6341</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_losing_trade__strategy_performance_report_');" href="?">Avg. Losing Trade</A></TD>
<TD id=All_AverageLosingTrade height=15 width="12%" align=right><FONT color=red>($967.8410)</FONT></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winning_trade__strategy_performance_report_');" href="?">Largest Winning Trade</A></TD>
<TD id=All_LargestWinningTrade height=15 width="15%" align=right>$2,502.7800</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=All_LargestLosingTrade height=15 width="12%" align=right><FONT color=red>($6,197.2200)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=All_LargetWinTradePercentGrossProfit height=15 width="15%" align=right numberkind="percent">0.4405%</TD>
<TD height=15 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_loser_pcnt_of_gross_loss__strategy_performance_report_');" href="?">Largest Loser as % of Gross Loss</A></TD>
<TD id=All_LargetLosingTradePercentGrossLoss height=15 width="12%" align=right numberkind="percent">2.0392%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('net_prft_largest_loss__strategy_performance_report_');" href="?">Net Profit as % of Largest Loss</A></TD>
<TD id=All_NetProfitLargestLoss height=15 width="15%" align=right numberkind="percent">4264.3637%</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Largest Loss</A></TD>
<TD id=All_SelectNetProfitLargestLoss height=15 width="15%" align=right numberkind="percent">4433.0322%</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Adjusted_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_.');" href="?">Adj. Net Profit as % of Largest Loss</A></TD>
<TD id=All_AdjustedNetProfitLargestLoss height=15 width="12%" align=right numberkind="percent">3670.5346%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_consecutive_wins__strategy_performance_report_');" href="?">Max. Consecutive Winning Trades</A></TD>
<TD id=All_MaxConsecutiveWinners height=15 width="15%" align=right numberkind="int">24</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('maximum_consecutive_losses__strategy_performance_report_');" href="?">Max. Consecutive Losing Trades</A></TD>
<TD id=All_MaxConsecutiveLosers height=15 width="12%" align=right numberkind="int">7</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_winners__strategy_performance_report_');" href="?">Avg. Bars in Winning Trades</A></TD>
<TD id=All_AvgNumBarsInWinners height=15 width="15%" align=right numberkind="real">2.8146</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_number_of_bars_in_losers__strategy_performance_report_');" href="?">Avg. Bars in Losing Trades</A></TD>
<TD id=All_AvgNumBarsInLosers height=15 width="12%" align=right numberkind="real">4.8854</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_total_trades__strategy_performance_report_');" href="?">Avg. Bars in Total Trades</A></TD>
<TD id=All_AvgBarsInTotalTrades width="15%" align=right numberkind="real">3.3800</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_number_of_contracts_held__strategy_performance_report_');" href="?">Max. Shares/Contracts Held</A></TD>
<TD id=All_MaxNumContractsHeld height=15 width="15%" align=right numberkind="int">12</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('account_size_required__strategy_performance_report_');" href="?">Account Size Required</A></TD>
<TD id=All_AccountSizeRequired height=15 width="12%" align=right>$15,576.2800</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=All_CommissionPerTransaction height=15 width="15%" align=right>$5,428.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=All_Slippage height=15 width="12%" align=right>$5,750.0000</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('return_on_initial_capital__strategy_performance_report_');" href="?">Return on Initial Capital</A></TD>
<TD id=ReturnOnInitialCapital height=15 width="15%" align=right numberkind="percent">264.2720%</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('annual_rate_of_return__strategy_performance_report_');" href="?">Annual Rate of Return</A></TD>
<TD id=AnnualRateOfReturn height=15 width="12%" align=right numberkind="percent">16.4576%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('buy_hold_return__strategy_performance_report_');" href="?">Buy and Hold Return</A></TD>
<TD id=BuyHoldReturn height=15 width="15%" align=right numberkind="percent">60.7645%</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('return_on_account__strategy_performance_report_');" href="?">Return on Account</A></TD>
<TD id=ReturnOnAccount height=15 width="12%" align=right numberkind="percent">1696.6310%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_monthly_return__strategy_performance_report_');" href="?">Avg. Monthly Return</A></TD>
<TD id=AverageMonthlyReturn height=15 width="15%" align=right>$2,588.5165</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Std_Deviation_of_Monthly_Return__Strategy_Performance_Report_');" href="?">Std. Deviation of Monthly Return</A></TD>
<TD id=MonthlyReturn_STDEV height=15 width="12%" align=right>$4,618.7442</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('return_retracement_ratio__strategy_performance_report_');" href="?">Return Retracement Ratio</A></TD>
<TD id=ReturnRetracementRatio height=15 width="15%" align=right numberkind="real">0.2685</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('rina_index__strategy_performance_report_');" href="?">RINA Index</A></TD>
<TD id=RINAIndex height=15 width="12%" align=right numberkind="real">516.4905</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('sharpe_ratio__strategy_performance_report_');" href="?">Sharpe Ratio</A></TD>
<TD id=SharpeRatio height=15 width="15%" align=right numberkind="real">0.4116</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('k_ratio__strategy_performance_report_');" href="?">K-Ratio</A></TD>
<TD id=KRatio height=15 width="12%" align=right numberkind="real">n/a</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('test_period__strategy_performance_report_');" href="?">Trading Period</A></TD>
<TD id=TradingPeriod height=15 width="15%" align=right numberkind="percent">7 Yrs, 10 Mths, 7 Dys</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('percent_in_the_market__strategy_performance_report_');" href="?">Percent of Time in the Market</A></TD>
<TD id=All_Analysis_PercentInTheMarket height=15 width="12%" align=right numberkind="percent">53.9561%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_time_in_the_market_periods__strategy_performance_report_');" href="?">Time in the Market</A></TD>
<TD id=TimeInTheMarket height=15 width="15%" align=right>4 Yrs, 2 Mths, 26 Dys</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('longest_flat_period__strategy_performance_report_');" href="?">Longest Flat Period</A></TD>
<TD id=LongestFlatPeriod height=15 width="12%" align=right numberkind="real">28 Dys</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_equity_run_up_daily__strategy_performance_report_');" href="?">Max. Equity Run-up</A></TD>
<TD id=MERU_Amount height=15 width="15%" align=right>$273,785.8800</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Max._Run_up_date__Strategy_Performance_Report_');" href="?">Date of Max. E. Run-up</A></TD>
<TD id=MERU_Date height=15 width="15%" align=right>01/19/10 15:00</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('maximum_equity_run-up_div_initial_capital__strategy_performance_report_');" href="?">Max. E. Run-up as % of Initial Capital</A></TD>
<TD id=MERU_Percent height=15 width="12%" align=right numberkind="percent">273.7859%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD class=titlesection height=15 width="50%" colSpan=2>
<P align=left><SPAN style="LETTER-SPACING: -1pt"><B>Max. Drawdown (Intra-day Peak to Valley)</B></SPAN></P></TD>
<TD class=titlesection height=15 width="50%" colSpan=2>
<P align=left><B>&nbsp;&nbsp; <SPAN style="LETTER-SPACING: -1pt">Max. Drawdown (Trade Close to Trade Close)</SPAN></B></P></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=All_MaxIntradayDrawDown height=15 width="15%" align=right><FONT color=red>($24,545.7800)</FONT></TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('max__equity_drawdown_cc__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=All_CTCDrawdown height=15 width="12%" align=right><FONT color=red>($15,576.2800)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Maximum_Drawdown_date__Strategy_Performance_Report_');" href="?">Date</A></TD>
<TD id=MEDD_Date height=15 width="15%" align=right>07/19/06 15:00</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Date_of_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Date</A></TD>
<TD id=All_CTCDrawdownDate height=15 width="12%" align=right>10/31/08 15:00</TD></TR>
<TR class=Detail>
<TD height=15 width="35%" noWrap><A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_pv__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=MEDD_Percent height=15 width="15%" align=right numberkind="percent">24.5458%
<TD height=15 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_CC__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=All_CTCDrawDownInitialCapital height=15 width="12%" align=right numberkind="percent">15.5763%</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('net_prft_max_drawdown__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=All_NetProfitMaxDrawDown height=15 width="15%" align=right numberkind="percent">1076.6494%
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=All_NetProfitCTCDrawdown height=15 width="12%" align=right numberkind="percent">1696.6310%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max__Equity_Drawdown_PV__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Drawdown</A></TD>
<TD id=All_SelectNetProfitMaxDrawdown height=15 width="15%" align=right numberkind="percent">1119.2342%
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Drawdown</A></TD>
<TD id=All_SelectNetProfitCTCDrawdown height=15 width="12%" align=right numberkind="percent">1763.7379%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Adj_Net_Prft_max_Drawdown__Strategy_Performance_Report_');" href="?">Adj. Net Prof as % of Drawdown</A></TD>
<TD id=All_AdjustedNetProfitMaxDrawDown height=15 width="15%" align=right numberkind="percent">926.7218%
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adj_net_prft_max_drawdown__strategy_performance_report_');" href="?">Adj. Net Profit as % of Drawdown</A></TD>
<TD id=All_AdjustedNetProfitCTCDrawDown height=15 width="12%" align=right numberkind="percent">1460.3686%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Max. Trade Drawdown</A></TD>
<TD id=All_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($7,462.5000)</FONT></TD>
<TD height=15 width="38%">&nbsp;</TD>
<TD height=15 width="12%">&nbsp;</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD class=titlesub height=15 width="35%"><A class=helpLinkTitleSection onclick="return HelpTip('long_trades__strategy_performance_report_');" href="?">Long Trades</A></TD>
<TD class=titlesub height=15 width="15%"></TD>
<TD class=titlesub height=15 width="38%"></TD>
<TD class=titlesub height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=Long_TotalNetProfit height=15 width="15%" align=right>$264,272.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD id=ProfitFactor_Long height=15 width="12%" align=right numberkind="real">1.8696</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('gross_profit__strategy_performance_report_');" href="?">Gross Profit</A></TD>
<TD id=Long_GrossProfit height=15 width="15%" align=right>$568,174.0800</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('gross_loss__strategy_performance_report_');" href="?">Gross Loss</A></TD>
<TD id=Long_GrossLoss height=15 width="12%" align=right><FONT color=red>($303,902.0800)</FONT></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit </A></TD>
<TD id=Long_RollOverCredit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=Long_OpenPositionPL height=15 width="15%" align=right><FONT color=red>($977.0800)</FONT></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=Long_SelectNetProfit height=15 width="15%" align=right>$274,724.7600</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_profit_factor__strategy_performance_report_');" href="?">Select Profit Factor</A></TD>
<TD id=Long_SelectProfitFactor height=15 width="12%" align=right numberkind="real">1.9642</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_gross_profit__strategy_performance_report_');" href="?">Select Gross Profit</A></TD>
<TD id=Long_SelectGrossProfit height=15 width="15%" align=right>$559,637.9600</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_gross_loss__strategy_performance_report_');" href="?">Select Gross Loss</A></TD>
<TD id=Long_SelectGrossLoss height=15 width="12%" align=right><FONT color=red>($284,913.2000)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=Long_AdjustedNetProfit height=15 width="15%" align=right>$227,471.1020</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_profit_factor__strategy_performance_report_');" href="?">Adjusted Profit Factor</A></TD>
<TD id=Long_AdjustedProfitFactor height=15 width="12%" align=right numberkind="real">1.7085</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_gross_profit__strategy_performance_report_');" href="?">Adjusted Gross Profit</A></TD>
<TD id=Long_AdjustedGrossProfit height=15 width="15%" align=right>$548,523.3685</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_gross_loss__strategy_performance_report_');" href="?">Adjusted Gross Loss</A></TD>
<TD id=Long_AdjustedGrossLoss height=15 width="12%" align=right><FONT color=red>($321,052.2666)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=Long_TotalNumberTrades height=15 width="15%" align=right numberkind="int">1150</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('percent_profitable__strategy_performance_report_');" href="?">Percent Profitable</A></TD>
<TD id=Long_PercentProfitable height=15 width="12%" align=right numberkind="percent">72.6957%</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winning Trades</A></TD>
<TD id=Long_NumberWinningTrades height=15 width="15%" align=right numberkind="int">836</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losing Trades</A></TD>
<TD id=Long_NumberLosingTrades height=15 width="12%" align=right numberkind="int">314</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('even_trades__strategy_performance_report_');" href="?">Even Trades</A></TD>
<TD id=Long_NumberEvenTrades height=15 width="15%" align=right numberkind="int">0</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Profit</A></TD>
<TD id=Long_AvgTrade height=15 width="15%" align=right>$229.8017</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=Long_RatioAvgWinAvgLoss height=15 width="12%" align=right numberkind="real">0.7022</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_winning_trade__strategy_performance_report_');" href="?">Avg. Winning Trade</A></TD>
<TD id=Long_AverageWinningTrade height=15 width="15%" align=right>$679.6341</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_losing_trade__strategy_performance_report_');" href="?">Avg. Losing Trade</A></TD>
<TD id=Long_AverageLosingTrade height=15 width="12%" align=right><FONT color=red>($967.8410)</FONT></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winning_trade__strategy_performance_report_');" href="?">Largest Winning Trade</A></TD>
<TD id=Long_LargestWinningTrade height=15 width="15%" align=right>$2,502.7800</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=Long_LargestLosingTrade height=15 width="12%" align=right><FONT color=red>($6,197.2200)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=Long_LargetWinTradePercentGrossProfit height=15 width="15%" align=right numberkind="percent">0.4405%</TD>
<TD height=15 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_loser_pcnt_of_gross_loss__strategy_performance_report_');" href="?">Largest Loser as % of Gross Loss</A></TD>
<TD id=Long_LargetLosingTradePercentGrossLoss height=15 width="12%" align=right numberkind="percent">2.0392%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_consecutive_wins__strategy_performance_report_');" href="?">Max. Consecutive Winning Trades</A></TD>
<TD id=Long_MaxConsecutiveWinners height=15 width="15%" align=right numberkind="int">24</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('maximum_consecutive_losses__strategy_performance_report_');" href="?">Max. Consecutive Losing Trades</A></TD>
<TD id=Long_MaxConsecutiveLosers height=15 width="12%" align=right numberkind="int">7</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_winners__strategy_performance_report_');" href="?">Avg. Bars in Winning Trades</A></TD>
<TD id=Long_AvgNumBarsInWinners height=15 width="15%" align=right numberkind="real">2.8146</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_number_of_bars_in_losers__strategy_performance_report_');" href="?">Avg. Bars in Losing Trades</A></TD>
<TD id=Long_AvgNumBarsInLosers height=15 width="12%" align=right numberkind="real">4.8854</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_total_trades__strategy_performance_report_');" href="?">Avg. Bars in Total Trades</A></TD>
<TD id=Long_AvgBarsInTotalTrades width="15%" align=right numberkind="real">3.3800</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_number_of_contracts_held__strategy_performance_report_');" href="?">Max. Shares/Contracts Held</A></TD>
<TD id=Long_MaxNumContractsHeld height=15 width="15%" align=right numberkind="int">12</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('account_size_required__strategy_performance_report_');" href="?">Account Size Required</A></TD>
<TD id=Long_AccountSizeRequired height=15 width="12%" align=right>$15,576.2800</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=Long_CommissionPerTransaction height=15 width="15%" align=right>$5,428.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=Long_Slippage height=15 width="12%" align=right>$5,750.0000</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%">&nbsp;</TD>
<TD height=15 width="38%">&nbsp;</TD>
<TD height=15 width="12%">&nbsp;</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('net_prft_largest_loss__strategy_performance_report_');" href="?">Net Profit as % of Largest Loss</A></TD>
<TD id=Long_NetProfitLargestLoss height=15 width="15%" align=right numberkind="percent">4264.3637%</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Largest Loss</A></TD>
<TD id=Long_SelectNetProfitLargestLoss height=15 width="15%" align=right numberkind="percent">4433.0322%</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Adjusted_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Adj. Net Profit as % of Largest Loss</A></TD>
<TD id=Long_AdjustedNetProfitLargestLoss height=15 width="12%" align=right numberkind="percent">3670.5346%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD class=titlesection height=15 width="50%" colSpan=2>
<P align=left><SPAN style="LETTER-SPACING: -1pt"><B>Max. Drawdown (Intra-day Peak to Valley)</B></SPAN></P></TD>
<TD class=titlesection height=15 width="50%" colSpan=2>
<P align=left><B>&nbsp;&nbsp; <SPAN style="LETTER-SPACING: -1pt">Max. Drawdown (Trade Close to Trade Close)</SPAN></B></P></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=Long_MaxIntradayDrawDown height=15 width="15%" align=right><FONT color=red>($24,545.7800)</FONT></TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('max__equity_drawdown_cc__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=Long_CTCDrawdown height=15 width="12%" align=right><FONT color=red>($15,576.2800)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%" noWrap><A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_pv__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=Long_MaxPTV_Drawdown_div_InitCap height=15 width="15%" align=right numberkind="percent">24.5458%</TD>
<TD height=15 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_CC__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=Long_CTCDrawDownInitialCapital height=15 width="12%" align=right numberkind="percent">15.5763%</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('net_prft_max_drawdown__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=Long_NetProfitMaxDrawDown height=15 width="15%" align=right numberkind="percent">1076.6494%
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=Long_NetProfitCTCDrawdown height=15 width="12%" align=right numberkind="percent">1696.6310%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max__Equity_Drawdown_PV__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Drawdown</A></TD>
<TD id=Long_SelectNetProfitMaxDrawdown height=15 width="15%" align=right numberkind="percent">1119.2342%
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Drawdown</A></TD>
<TD id=Long_SelectNetProfitCTCDrawdown height=15 width="12%" align=right numberkind="percent">1763.7379%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Adj_Net_Prft_max_Drawdown__Strategy_Performance_Report_');" href="?">Adj. Net Prof as % of Drawdown</A></TD>
<TD id=Long_AdjustedNetProfitMaxDrawDown height=15 width="15%" align=right numberkind="percent">926.7218%
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adj_net_prft_max_drawdown__strategy_performance_report_');" href="?">Adj. Net Profit as % of Drawdown</A></TD>
<TD id=Long_SelectNetProfitCTCDrawdown height=15 width="12%" align=right numberkind="percent">1763.7379%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Max. Trade Drawdown</A></TD>
<TD id=Long_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($7,462.5000)</FONT></TD>
<TD height=15 width="38%">&nbsp;</TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD class=titlesub height=15 width="35%"><A class=helpLinkTitleSection onclick="return HelpTip('short_trades__strategy_performance_report_');" href="?">Short Trades</A></TD>
<TD class=titlesub height=15 width="15%"></TD>
<TD class=titlesub height=15 width="38%"></TD>
<TD class=titlesub height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=Short_TotalNetProfit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD id=ProfitFactor_Short height=15 width="12%" align=right numberkind="real">n/a</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('gross_profit__strategy_performance_report_');" href="?">Gross Profit</A></TD>
<TD id=Short_GrossProfit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('gross_loss__strategy_performance_report_');" href="?">Gross Loss</A></TD>
<TD id=Short_GrossLoss height=15 width="12%" align=right>$0.0000</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit </A></TD>
<TD id=Short_RollOverCredit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=Short_OpenPositionPL height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=Short_SelectNetProfit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_profit_factor__strategy_performance_report_');" href="?">Select Profit Factor</A></TD>
<TD id=Short_SelectProfitFactor height=15 width="12%" align=right numberkind="real">n/a</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_gross_profit__strategy_performance_report_');" href="?">Select Gross Profit</A></TD>
<TD id=Short_SelectGrossProfit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_gross_loss__strategy_performance_report_');" href="?">Select Gross Loss</A></TD>
<TD id=Short_SelectGrossLoss height=15 width="12%" align=right>$0.0000</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=Short_AdjustedNetProfit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_profit_factor__strategy_performance_report_');" href="?">Adjusted Profit Factor</A></TD>
<TD id=Short_AdjustedProfitFactor height=15 width="12%" align=right numberkind="real">n/a</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_gross_profit__strategy_performance_report_');" href="?">Adjusted Gross Profit</A></TD>
<TD id=Short_AdjustedGrossProfit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_gross_loss__strategy_performance_report_');" href="?">Adjusted Gross Loss</A></TD>
<TD id=Short_AdjustedGrossLoss height=15 width="12%" align=right>$0.0000</TD></TR>
<TR>
<TD bgColor=#ffffff height=15 width="35%">&nbsp;</TD>
<TD height=15 width="15%"></TD>
<TD bgColor=#ffffff height=15 width="38%">&nbsp;</TD>
<TD bgColor=#ffffff height=15 width="12%">&nbsp;</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=Short_TotalNumberTrades height=15 width="15%" align=right numberkind="int">0</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('percent_profitable__strategy_performance_report_');" href="?">Percent Profitable</A></TD>
<TD id=Short_PercentProfitable height=15 width="12%" align=right numberkind="percent">0.0000%</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winning Trades</A></TD>
<TD id=Short_NumberWinningTrades height=15 width="15%" align=right numberkind="int">0</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losing Trades</A></TD>
<TD id=Short_NumberLosingTrades height=15 width="12%" align=right numberkind="int">0</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('even_trades__strategy_performance_report_');" href="?">Even Trades</A></TD>
<TD id=Short_NumberEvenTrades height=15 width="15%" align=right numberkind="int">0</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Proft</A></TD>
<TD id=Short_AvgTrade height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=Short_RatioAvgWinAvgLoss height=15 width="12%" align=right numberkind="real">n/a</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_winning_trade__strategy_performance_report_');" href="?">Avg. Winning Trade</A></TD>
<TD id=Short_AverageWinningTrade height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_losing_trade__strategy_performance_report_');" href="?">Avg. Losing Trade</A></TD>
<TD id=Short_AverageLosingTrade height=15 width="12%" align=right>$0.0000</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winning_trade__strategy_performance_report_');" href="?">Largest Winning Trade</A></TD>
<TD id=Short_LargestWinningTrade height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=Short_LargestLosingTrade height=15 width="12%" align=right>$0.0000</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=Short_LargetWinTradePercentGrossProfit height=15 width="15%" align=right numberkind="percent">n/a</TD>
<TD height=15 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_loser_pcnt_of_gross_loss__strategy_performance_report_');" href="?">Largest Loser as % of Gross Loss</A></TD>
<TD id=Long_LargetLosingTradePercentGrossLoss height=15 width="12%" align=right numberkind="percent">2.0392%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_consecutive_wins__strategy_performance_report_');" href="?">Max. Consecutive Winning Trades</A></TD>
<TD id=Short_MaxConsecutiveWinners height=15 width="15%" align=right numberkind="int">0</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('maximum_consecutive_losses__strategy_performance_report_');" href="?">Max. Consecutive Losing Trades</A></TD>
<TD id=Short_MaxConsecutiveLosers height=15 width="12%" align=right numberkind="int">0</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_winners__strategy_performance_report_');" href="?">Avg. Bars in Winning Trades</A></TD>
<TD id=Short_AvgNumBarsInWinners height=19 width="15%" align=right numberkind="real">0.0000</TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_number_of_bars_in_losers__strategy_performance_report_');" href="?">Avg. Bars in Losing Trades</A></TD>
<TD id=Short_AvgNumBarsInLosers height=19 width="12%" align=right numberkind="real">0.0000</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_total_trades__strategy_performance_report_');" href="?">Avg. Bars in Total Trades</A></TD>
<TD id=Short_AvgBarsInTotalTrades width="15%" align=right numberkind="real">0.0000</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('maximum_number_of_contracts_held__strategy_performance_report_');" href="?">Max. Shares/Contracts Held</A></TD>
<TD id=Short_MaxNumContractsHeld height=19 width="15%" align=right numberkind="int">0</TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('account_size_required__strategy_performance_report_');" href="?">Account Size Required</A></TD>
<TD id=Short_AccountSizeRequired height=19 width="12%" align=right>$0.0000</TD></TR></TR>
<TR class=Detail>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=Short_Slippage height=19 width="15%" align=right>$0.0000</TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=Short_CommissionPerTransaction height=19 width="12%" align=right>$0.0000</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=18 width="35%"><A class=helpLink onclick="return HelpTip('net_prft_largest_loss__strategy_performance_report_');" href="?">Net Profit as % of Largest Loss</A></TD>
<TD id=Short_NetProfitLargestLoss height=18 width="15%" align=right numberkind="percent">n/a</TD>
<TD height=18 width="38%"></TD>
<TD height=18 width="12%"></TD></TR>
<TR class=Detail>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Largest Loss</A></TD>
<TD id=Short_SelectNetProfitLargestLoss height=19 width="15%" align=right numberkind="percent">n/a</TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Adjusted_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Adj. Net Profit as % of Largest Loss</A></TD>
<TD id=Short_AdjustedNetProfitLargestLoss height=19 width="12%" align=right numberkind="percent">n/a</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD class=titlesection height=15 width="50%" colSpan=2>
<P align=left><SPAN style="LETTER-SPACING: -1pt"><B>Max. Drawdown (Intra-day Peak to Valley)</B></SPAN></P></TD>
<TD class=titlesection height=15 width="50%" colSpan=2>
<P align=left><B>&nbsp;&nbsp; <SPAN style="LETTER-SPACING: -1pt">Max. Drawdown (Trade Close to Trade Close)</SPAN></B></P></TD></TR>
<TR>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('maximum_intraday_drawdown__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=Short_MaxIntradayDrawDown height=19 width="15%" align=right>$0.0000</TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('max__equity_drawdown_cc__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=Short_CTCDrawdown height=19 width="12%" align=right>$0.0000</TD></TR>
<TR class=Detail>
<TD height=19 width="35%" noWrap><A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_pv__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=Short_MaxPTV_Drawdown_div_InitCap height=19 width="15%" align=right numberkind="percent">0.0000%</TD>
<TD height=19 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_CC__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=Short_CTCDrawDownInitialCapital height=19 width="12%" align=right numberkind="percent">0.0000%</TD></TR>
<TR>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('net_prft_max_drawdown__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=Short_NetProfitMaxDrawDown height=19 width="15%" align=right numberkind="percent">n/a
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('net_prft_max_drawdown__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=Short_NetProfitCTCDrawdown height=19 width="12%" align=right numberkind="percent">n/a</TD></TR>
<TR class=Detail>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max__Equity_Drawdown_PV__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Drawdown</A></TD>
<TD id=Short_SelectNetProfitMaxDrawdown height=19 width="15%" align=right numberkind="percent">n/a
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Drawdown</A></TD>
<TD id=Short_SelectNetProfitCTCDrawdown height=19 width="12%" align=right numberkind="percent">n/a</TD></TR>
<TR class=Detail>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('Adj_Net_Prft_max_Drawdown__Strategy_Performance_Report_');" href="?">Adj. Net Prof as % of Drawdown</A></TD>
<TD id=Short_AdjustedNetProfitMaxDrawDown height=19 width="15%" align=right numberkind="percent">n/a
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Adj. Net Prof as % of Drawdown</A></TD>
<TD id=Short_AdjustedNetProfitCTCDrawdown height=19 width="12%" align=right numberkind="percent">n/a</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Max. Trade Drawdown</A></TD>
<TD id=Short_MaxTradeDrawDown height=19 width="15%" align=right>$0.0000</TD>
<TD height=19 width="38%">&nbsp;</TD>
<TD height=19 width="12%"></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- Table view ends here--><!-- footer -->
<TABLE id=hftable class=hiddentable>
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<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/20/2010 12:23:46 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></FORM></BODY></HTML>

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<TABLE id=hftable class=hiddentable width=663>
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<TD><SPAN class=Header>TradeStation TradeManager Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>78, @EC, 1440 min., 1/2/2002 3:00:00 PM - 1/19/2010 3:00:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
<TBODY>
<TR>
<TD>
<TABLE style="BORDER-COLLAPSE: collapse" id=summary_strategy_table border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD bgColor=#0066cc width="60%" colSpan=2>&nbsp;<FONT class=title>TradeStation Trade Analysis</FONT></TD>
<TD id=tdImage1 bgColor=#0066cc width="40%" colSpan=2 align=right><A onclick="ExpandTable(document.getElementById('summary_strategy_table'),'summary_strategy_table','summary_strategy_arrow');&#13;&#10;ExpandTable(document.getElementById('RunupDrawdown'),'RunupDrawdown', 'RunupDrawdown_arrow' );&#13;&#10;ExpandTable(document.getElementById('summary_efficiency_table'),'summary_efficiency_table', 'efficiency_arrow' );&#13;&#10;return false;"><IMG border=0 name=summary_strategy_arrow alt=Collapse src="cid:GIFS/#3234" width=70 height=19></A></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left>&nbsp;</TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('all_trades__strategy_performance_report_');" href="?">All Trades</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winners</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losers</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=TotalTradeAnalysis_NumberOfTrades height=18 width="20%" align=right numberkind="int">1150</TD>
<TD id=NumberWinningTrades height=18 width="20%" align=right numberkind="int">836</TD>
<TD id=NumberLosingTrades height=18 width="20%" align=right numberkind="int">314</TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Profit</A></TD>
<TD id=TotalTradeAnalysis_AverageTrade height=18 width="20%" align=right>$229.8017</TD>
<TD id=AverageWinningTrade height=18 width="20%" align=right>$679.6341</TD>
<TD id=AverageLosingTrade height=18 width="20%" align=right><FONT color=red>($967.8410)</FONT></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('1_standard_deviation_stdev__strategy_performance_report_');" href="?"><SPAN id=STDEV_NUM>1</SPAN> Std. Deviation of Avg. Trade</A></TD>
<TD id=TotalTradeAnalysis_STDEV height=18 width="20%" align=right>$912.1829</TD>
<TD id=Win_STDEV height=18 width="20%" align=right>$307.8828</TD>
<TD id=Loss_STDEV height=18 width="20%" align=right>$906.7669</TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('average_trade_plus_stdev__strategy_performance_report_');" href="?">Avg. Trade + <SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD id=TotalTradeAnalysis_AverageTradePlus_STDEV height=18 width="20%" align=right>$1,141.9846</TD>
<TD id=Win_AverageTradePlus_STDEV height=18 width="20%" align=right>$987.5169</TD>
<TD id=Loss_AverageTradePlus_STDEV height=18 width="20%" align=right><FONT color=red>($61.0741)</FONT></TD></TR>
<TR>
<TD id=TotalTradeAnalysis_AVG_N_STDEV_Description height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('average_trade_minus_stdev__strategy_performance_report_');" href="?">Avg. Trade - <SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD id=TotalTradeAnalysis_AverageTradeMinus_STDEV height=18 width="20%" align=right><FONT color=red>($682.3811)</FONT></TD>
<TD id=Win_AverageTradeMinus_STDEV height=18 width="20%" align=right>$371.7512</TD>
<TD id=Loss_AverageTradeMinus_STDEV height=18 width="20%" align=right><FONT color=red>($1,874.6079)</FONT></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('coefficient_of_variation__strategy_performance_report_');" href="?">Coefficient of Variation</A></TD>
<TD id=TotalTradeAnalysis_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">396.9434%</TD>
<TD id=Win_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">45.3013%</TD>
<TD id=Loss_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">93.6897%</TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><B><A class=helpLink onclick="return HelpTip('Time_Averages__strategy_performance_report_');" href="?">Time Averages</A></B></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('avg_time_in_trades__strategy_performance_report_');" href="?">Avg. Time in Trades</A></TD>
<TD id=AvgTimeInTrades height=18 width="20%" align=right>3 Dys, 9 Hrs, 28 Mins</TD>
<TD id=AvgTimeInWinningTrades height=18 width="20%" align=right>2 Dys, 13 Hrs, 57 Mins</TD>
<TD id=AvgTimeInLosingTrades height=18 width="20%" align=right>5 Dys, 13 Hrs, 27 Mins</TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('avg_time_between_trades__strategy_performance_report_');" href="?">Avg. Time Between Trades</A></TD>
<TD id=AvgTimeBetweenTrades height=18 width="20%" align=right>3 Dys, 11 Hrs, 44 Mins</TD>
<TD id=AvgTimeBetweenWinningTrades height=18 width="20%" align=right>2 Dys, 1 Hr</TD>
<TD id=AvgTimeBetweenLosingTrades height=18 width="20%" align=right>6 Dys, 14 Hrs, 29 Mins</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('average_time_between_equity_peaks__strategy_performance_report_');" href="?">Avg. Time Between Trade Profit Peaks</A></TD>
<TD id=AvgTimeBetweenPeaks height=18 width="20%" align=right>477 Dys, 9 Hrs, 36 Mins</TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 width="40%"></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><B><A class=helpLink onclick="return HelpTip('outliers__strategy_performance_report_');" href="?">Outliers</A></B></TD>
<TD height=18 width="20%" align=right><B><A class=helpLink onclick="return HelpTip('total_outliers__strategy_performance_report_');" href="?">Total</A></B></TD>
<TD height=18 width="20%" align=right><B><A class=helpLink onclick="return HelpTip('positive_outliers__strategy_performance_report_');" href="?">Positive</A></B></TD>
<TD height=18 width="20%" align=right><B><A class=helpLink onclick="return HelpTip('negative_outliers__strategy_performance_report_');" href="?">Negative</A></B></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('number_of_outliers__strategy_performance_report_');" href="?">Number of Outliers</A></TD>
<TD id=TT_TotalOutlier height=18 width="20%" align=right numberkind="int">8</TD>
<TD id=TT_PosOutlier height=18 width="20%" align=right numberkind="int">4</TD>
<TD id=TT_NegOutlier height=18 width="20%" align=right numberkind="int">4</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('outlier_profitloss__strategy_performance_report_');" href="?">Outlier Profit/Loss</A></TD>
<TD id=PL_TotalOutlier height=18 width="20%" align=right><FONT color=red>($10,452.7600)</FONT></TD>
<TD id=PL_PosOutlier height=18 width="20%" align=right>$8,536.1200</TD>
<TD id=PL_NegOutlier height=18 width="20%" align=right><FONT color=red>($18,988.8800)</FONT></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left>&nbsp;</TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR></TBODY></TABLE></TD></TR>
<TR>
<TD>
<TABLE style="BORDER-COLLAPSE: collapse" id=RunupDrawdown border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%">
<TBODY>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><B><A class=helpLink onclick="return HelpTip('trade_runup_drawdown__strategy_performance_report_');" href="?">Run-Up/Drawdown</A></B></TD>
<TD height=18 width="20%" noWrap align=right>&nbsp;</TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('trade_runup__strategy_performance_report_');" href="?">Run-Up</A></B></TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('trade_drawdown__strategy_performance_report_');" href="?">Drawdown</A></B></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('maximum_trade_runup_drawdown__strategy_performance_report_');" href="?">Max. Value</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_Maximum height=18 width="20%" align=right>$2,512.5000</TD>
<TD id=DrawDown_Maximum height=18 width="20%" align=right><FONT color=red>($7,462.5000)</FONT></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('maximum_runup_drawdown_date__strategy_performance_report_');" href="?">Max. Value Date</A></TD>
<TD height=18 width="20%"></TD>
<TD id=TradeAnalysis_RunUpDate height=18 width="20%" align=right>10/13/2008</TD>
<TD id=TradeAnalysis_DrawDownDate height=18 width="20%" align=right>10/23/2008</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('average_runup_drawdown__strategy_performance_report_');" href="?">Avg. Value</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_Average height=18 width="20%" align=right>$615.9022</TD>
<TD id=DrawDown_Average height=18 width="20%" align=right><FONT color=red>($940.0652)</FONT></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('1_standard_deviation_stdev__strategy_performance_report_');" href="?"><SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_STDEV height=18 width="20%" align=right>$333.4747</TD>
<TD id=DrawDown_STDEV height=18 width="20%" align=right>$978.6335</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('Avg_RunUpDrawdown_plus_Std._Deviation__Strategy_Performance_Report_');" href="?">Avg. + <SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_AverageTradePlus_STDEV height=18 width="20%" align=right>$949.3769</TD>
<TD id=DrawDown_AverageTradePlus_STDEV height=18 width="20%" align=right>$38.5683</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('Avg_RunUpDrawdown_minus_Std._Deviation__Strategy_Performance_Report_.htm');" href="?">Avg. - <SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_AverageTradeMinus_STDEV height=18 width="20%" align=right>$282.4275</TD>
<TD id=DrawDown_AverageTradeMinus_STDEV height=18 width="20%" align=right><FONT color=red>($1,918.6987)</FONT></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('coefficient_of_variation__strategy_performance_report_');" href="?">Coefficient of Variation</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">54.1441%</TD>
<TD id=DrawDown_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">104.1027%</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left>&nbsp;</TD>
<TD height=18 width="20%"></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR></TBODY></TABLE>
<TABLE style="BORDER-COLLAPSE: collapse" id=summary_efficiency_table border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%">
<TBODY>
<TR id=TMA81>
<TD height=16 vAlign=top width="40%" align=left><B><A class=helpLink onclick="return HelpTip('efficiency_analysis__strategy_performance_report_');" href="?">Efficiency Analysis</A></B></TD>
<TD height=16 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('total_efficiency__strategy_performance_report_');" href="?">Total</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD height=16 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('Entry_Efficiency__Strategy_Performance_Report_');" href="?">Entry</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD height=16 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('exit_efficiency__strategy_performance_report_');" href="?">Exit</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('average_efficiency__strategy_performance_report_');" href="?">Avg. Efficiency</A></TD>
<TD id=TotalEff_Average height=18 width="20%" align=right numberkind="percent">36.0486%</TD>
<TD id=EntryEff_Average height=18 width="20%" align=right numberkind="percent">50.5380%</TD>
<TD id=ExitEff_Average height=18 width="20%" align=right numberkind="percent">85.5105%</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('1_standard_deviation_stdev__strategy_performance_report_');" href="?"><SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD id=TotalEff_STDEV height=18 width="20%" align=right numberkind="percent">49.8906%</TD>
<TD id=EntryEff_STDEV height=18 width="20%" align=right numberkind="percent">31.7085%</TD>
<TD id=ExitEff_STDEV height=18 width="20%" align=right numberkind="percent">22.3988%</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('avg_efficiency_plus_std_deviation__strategy_performance_report_');" href="?">Avg. + <SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD id=TotalEff_AverageTradePlus_STDEV height=18 width="20%" align=right numberkind="percent">85.9392%</TD>
<TD id=EntryEff_AverageTradePlus_STDEV height=18 width="20%" align=right numberkind="percent">82.2466%</TD>
<TD id=ExitEff_AverageTradePlus_STDEV height=18 width="20%" align=right numberkind="percent">107.9093%</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('avg_efficiency_minus_std_deviation__strategy_performance_report_');" href="?">Avg. - <SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD id=TotalEff_AverageTradeMinus_STDEV height=18 width="20%" align=right numberkind="percent"><FONT color=red>(13.8421%)</FONT></TD>
<TD id=EntryEff_AverageTradeMinus_STDEV height=18 width="20%" align=right numberkind="percent">18.8295%</TD>
<TD id=ExitEff_AverageTradeMinus_STDEV height=18 width="20%" align=right numberkind="percent">63.1118%</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('coefficient_of_variation__strategy_performance_report_');" href="?">Coefficient of Variation</A></TD>
<TD id=TotalEff_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">138.3984%</TD>
<TD id=EntryEff_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">62.7419%</TD>
<TD id=ExitEff_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">26.1942%</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><IMG border=0 name=efficiency_arrow alt=Collapse src="cid:GIFS/#3234" width=0 height=0><IMG border=0 name=RunupDrawdown_arrow alt=Collapse src="cid:GIFS/#3234" width=0 height=0></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR></TBODY></TABLE>
<TABLE style="BORDER-COLLAPSE: collapse" border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD bgColor=#0066cc width="60%" colSpan=2>&nbsp;<FONT class=title>TradeStation Trade Series Analysis</FONT></TD>
<TD id=tdImage2 bgColor=#0066cc width="40%" colSpan=2 align=right><A onclick="ExpandTable(document.getElementById('AnalysisSeries'),'AnalysisSeries', 'analysis_series_arrow');&#13;&#10;return false;"><IMG border=0 name=analysis_series_arrow alt=Collapse src="cid:GIFS/#3234" width=70 height=19></A></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left></TD>
<TD height=18 width="20%"></TD>
<TD height=18 width="20%" align=right><B><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winners</A></B></TD>
<TD height=18 width="20%" align=right><B><A class=helpLink onclick="return HelpTip('losing_trades_strategy_performance_report_');" href="?">Losers</A></B></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('largest_profit_loss__strategy_performance_report_');" href="?">Largest Profit/Loss</A></TD>
<TD height=18 width="20%" align=right></TD>
<TD id=LargestProfit height=18 width="20%" align=right>$2,502.7800</TD>
<TD id=LargestLoss height=18 width="20%" align=right><FONT color=red>($6,197.2200)</FONT></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" noWrap align=left><A class=helpLink onclick="return HelpTip('largest_profit_loss_as_of_gross_strategy_performance_report_');" href="?">Largest Profit/Loss as % of Gross</A></TD>
<TD height=18 width="20%" align=right></TD>
<TD id=Win_PercentNetProfit height=18 width="20%" align=right numberkind="percent">0.4405%</TD>
<TD id=Loss_PercentNetProfit height=18 width="20%" align=right numberkind="percent">2.0392%</TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('largest_consecutive_profit_loss__strategy_performance_report_');" href="?">Largest Consec. Profit/Loss</A></TD>
<TD height=18 width="20%" align=right></TD>
<TD id=LargestConsecutiveProfit height=18 width="20%" align=right>$18,323.6600</TD>
<TD id=LargestConsecutiveLoss height=18 width="20%" align=right><FONT color=red>($13,073.6000)</FONT></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" noWrap align=left><A class=helpLink onclick="return HelpTip('largest_consec_profit_loss_as_of_gross_strategy_performance_report_');" href="?">Largest Consec. Profit/Loss as % of Gross</A></TD>
<TD height=18 width="20%" align=right></TD>
<TD id=Win_PercentConsecutiveNetProfit height=18 width="20%" align=right numberkind="percent">3.2250%</TD>
<TD id=Loss_PercentConsecutiveNetProfit height=18 width="20%" align=right numberkind="percent">4.3019%</TD></TR></TBODY></TABLE>
<TABLE id=AnalysisSeries border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD>
<TABLE style="BORDER-COLLAPSE: collapse" id=AnalysisSeriesWinners border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%" cols=4>
<TBODY>
<TR>
<TD height=24 vAlign=bottom width="25%">
<P align=center><B>Winning Series</B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=24 vAlign=bottom width="25%">
<P align=center><B><A class=helpLink onclick="return HelpTip('number_of_series__strategy_performance_report_');" href="?">Number of Series</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=24 vAlign=bottom width="25%">
<P align=center><B><A class=helpLink onclick="return HelpTip('average_gain_loss_series__strategy_performance_report_');" href="?">Avg. Gain per Series</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=24 vAlign=bottom width="25%">
<P align=center><B><A class=helpLink onclick="return HelpTip('average_gain_loss_next_trade__strategy_performance_report_');" href="?">Avg. Loss Next Trade</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$391.3217</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,647.2200)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>26</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$632.5877</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,008.2777)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>21</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$732.5419</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,185.9105)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$657.0211</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,009.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$663.0925</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($873.7825)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$580.5578</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,202.4283)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$710.8157</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,720.1367)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>10</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$667.7800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,192.2200)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$650.8703</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,112.8450)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$731.8871</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,291.8629)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$681.0628</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($2,133.1575)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$753.7415</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($584.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>14</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$686.1133</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($347.2200)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>17</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$997.6329</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($134.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>22</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$832.8936</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($684.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>23</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$608.7583</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,572.2200)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>24</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$683.7696</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($909.7200)</FONT></TD></TR></TBODY></TABLE>
<TABLE style="BORDER-COLLAPSE: collapse" id=AnalysisSeriesLosers border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%" height=79 cols=4>
<TBODY>
<TR>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B>Losing Series</B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B><A class=helpLink onclick="return HelpTip('number_of_series__strategy_performance_report_');" href="?">Number of Series</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B><A class=helpLink onclick="return HelpTip('average_gain_loss_series__strategy_performance_report_');" href="?">Avg. Loss per Series</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B><A class=helpLink onclick="return HelpTip('average_gain_loss_next_trade__strategy_performance_report_');" href="?">Avg. Gain Next Trade</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>80</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($674.4075)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$599.0300</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>10</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($764.0950)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$281.5300</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>29</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,111.7315)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$534.2455</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($814.4075)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$596.5300</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,247.4978)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$501.3911</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,207.6367)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$615.2800</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($929.8093)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$599.6550</TD></TR></TBODY></TABLE>
<TABLE id=summary_strategy_table border=0 cellSpacing=0 cellPadding=0 width=498>
<TBODY>
<TR>
<TD width="80%"></TD>
<TD height=19 width="20%"></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE id=hftable class=hiddentable>
<TBODY>
<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/20/2010 12:23:46 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
Content-Type: text/html; charset=us-ascii
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<HTML><META NAME="TMA" CONTENT="false"><HEAD><TITLE>Annual Trading Summary</TITLE><!-- External support files --><LINK rel=stylesheet type=text/css href="cid:TSSPR.CSS">
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<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>78, @EC, 1440 min., 1/2/2002 3:00:00 PM - 1/19/2010 3:00:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
<TBODY>
<TR>
<TD>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD bgColor=#0066cc width="100%"><FONT class=title>TradeStation Periodical Returns: Annual&nbsp;</FONT></TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width="100%"><A class=helpLink onclick="return HelpTip('mark_to_market_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" height=3 cols=6>
<TBODY>
<TR>
<TD class=titlesection height=1 width="20%" align=right>
<P align=center><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></P></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('analysis_net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection height=1 width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD width="20%" align=right>
<P align=center>Last 12 month</P></TD>
<TD id=Last12Months_NetProfit width="16%" align=right>$24,211.4000</TD>
<TD id=Last12Months_PercentGain width="12%" align=right>7.1406%</TD>
<TD id=Last12Months_ProfitFactor width="16%" align=right>1.6569</TD>
<TD id=Last12Months_NumberTrades width="16%" align=right>130</TD>
<TD id=Last12Months_PercentProfitable width="16%" align=right>73.8462%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,284.0400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3547%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.2948</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$22,709.3200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.6932%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5668</TD>
<TD bgColor=#ffffff height=21 background="" align=right>132</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.2424%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$13,473.2600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.1353%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2219</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>155</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>69.6774%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$42,645.4600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>15.0601%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.4612</TD>
<TD bgColor=#ffffff height=21 background="" align=right>145</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.8621%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2006</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$39,280.2400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>16.1059%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8527</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>172</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.5116%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2005</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$31,411.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>14.7835%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7248</TD>
<TD bgColor=#ffffff height=21 background="" align=right>177</TD>
<TD bgColor=#ffffff height=21 background="" align=right>64.9718%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2004</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$26,191.2600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14.0598%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6908</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>130</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.8462%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2003</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$40,332.2400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>27.6337%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.4424</TD>
<TD bgColor=#ffffff height=21 background="" align=right>133</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.9398%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2002</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$45,953.0200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>45.9530%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.4505</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>109</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.1468%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width="100%"><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="20%" align=middle><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010 - Today</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,284.0400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3547%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2948</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$23,993.3600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7.0717%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5845</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>137</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.7226%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$37,466.6200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11.4994%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3682</TD>
<TD bgColor=#ffffff height=21 background="" align=right>292</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.5753%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$80,112.0800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>28.2913%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6118</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>436</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.1651%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2006 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$119,392.3200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>48.9537%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.6745</TD>
<TD bgColor=#ffffff height=21 background="" align=right>608</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.6974%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2005 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$150,803.8200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.9743%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6846</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>782</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.0997%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2004 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$176,995.0800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>95.0129%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.6855</TD>
<TD bgColor=#ffffff height=21 background="" align=right>911</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.5697%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2003 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$217,327.3200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>148.9022%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7595</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1044</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.1264%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2002 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$263,280.3400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>263.2803%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8635</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1153</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.5065%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE id=hftable class=hiddentable>
<TBODY>
<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/20/2010 12:23:46 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
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<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>78, @EC, 1440 min., 1/2/2002 3:00:00 PM - 1/19/2010 3:00:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
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<TD>
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<TBODY>
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<TD class=title bgColor=#0066cc width="100%">TradeStation Periodical Returns: Daily</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection><A class=helpLink onclick="return HelpTip('mark_to_market_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="30%" align=right>
<P align=center><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></P></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="10%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,199.3000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3290%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/18/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$212.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0583%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/16/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0013%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/8/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$845.1400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2325%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/7/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($147.2200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0405%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$550.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1515%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/5/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0013%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/4/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,032.6400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2853%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/3/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/31/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$685.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1897%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>142.0329</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/30/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($167.3600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0463%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/29/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$802.7800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2226%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>166.1811</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/28/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$212.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0590%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/27/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/26/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/25/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/24/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0013%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,085.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5819%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/22/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($409.7200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1142%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/21/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0014%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/18/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,538.2000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9960%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/17/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($7,209.7200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(1.9891%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/16/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($34.7200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0096%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/15/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0013%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/14/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$607.6400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1679%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/13/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/12/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/11/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0013%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/9/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$857.6400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2375%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/8/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,220.8400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6189%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>457.9630</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>83.3333%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/7/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,247.2200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3464%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/6/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/5/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/4/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($2,872.2200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.7914%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/3/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$965.2800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2667%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>199.6173</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/2/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0013%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="30%" align=right>
<P align=center><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></P></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="10%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/19/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,199.3000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3290%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/18/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($986.8000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.2709%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/17/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($986.8000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.2709%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/16/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($986.8000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.2709%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/15/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($991.6600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.9917%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/14/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($991.6600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.9917%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/13/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($991.6600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.9917%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/12/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($991.6600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.9917%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/11/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($991.6600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.9917%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/10/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($991.6600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.9917%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/9/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($991.6600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.2722%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/8/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($146.5200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0403%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8522</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>25.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/7/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($293.7400)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0808%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7410</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>20.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/6/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$256.2600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0706%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2584</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>40.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/5/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$251.4000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0693%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2535</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>40.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/4/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,284.0400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3547%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.2948</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/3/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,284.0400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3547%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2948</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/2/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,284.0400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3547%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.2948</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,284.0400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3547%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2948</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/31/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,969.4600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5451%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.9860</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>62.5000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/30/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,802.1000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4985%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.8173</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>62.5000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/29/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,604.8800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7222%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.6268</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/28/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,817.3800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7816%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.8411</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/27/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,817.3800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7816%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.8411</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/26/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,817.3800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7816%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.8411</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/25/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,817.3800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7816%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.8411</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/24/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,812.5200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7802%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.8362</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/23/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,897.9400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3667%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.9391</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/22/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,488.2200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2509%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.5260</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/21/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,483.3600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.4834%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.5211</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/20/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,483.3600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.4834%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.5211</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/19/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,483.3600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2496%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.5211</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/18/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$8,021.5600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2579%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9.0890</TD>
<TD bgColor=#ffffff height=21 background="" align=right>17</TD>
<TD bgColor=#ffffff height=21 background="" align=right>82.3529%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/17/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$811.8400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2240%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1338</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>17</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>64.7059%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/16/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$777.1200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2144%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1273</TD>
<TD bgColor=#ffffff height=21 background="" align=right>17</TD>
<TD bgColor=#ffffff height=21 background="" align=right>64.7059%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/15/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$772.2600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2130%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1264</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>17</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>64.7059%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/14/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,379.9000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3813%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2259</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/13/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,379.9000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3813%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2259</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/12/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,379.9000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3813%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2259</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/11/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,375.0400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3750%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2251</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE id=hftable class=hiddentable>
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<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/20/2010 12:23:46 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
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<HTML><META NAME="TMA" CONTENT="false"><HEAD><TITLE>Monthly Analysis</TITLE><!-- External support files --><LINK rel=stylesheet type=text/css href="cid:TSSPR.CSS">
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<TR>
<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>78, @EC, 1440 min., 1/2/2002 3:00:00 PM - 1/19/2010 3:00:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
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<TR>
<TD>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=title bgColor=#0066cc width=659>TradeStation Periodical Returns: Monthly</TD></TR></TBODY></TABLE>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%" height=17>
<TBODY>
<TR>
<TD class=titlesection width="100%"><BR><A class=helpLink onclick="return HelpTip('mark_to_market_montly_average_analysis__strategy_performance_report_');" href="?">Mark-To-Market Monthly Average Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridAveragePeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('avg_analysis_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Avg. Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=middle>
<P align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">%Profitable</A></P></TD>
<TD width="15%" align=right></TD>
<TD width="15%" align=right></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>January</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($112.7325)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1127%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>65.4206%</TD>
<TD bgColor=#ffffff height=21 background=""></TD>
<TD bgColor=#ffffff height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=left>February</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,801.3143</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4495%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.3902%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>March</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,544.0350</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6137%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD>
<TD bgColor=#ffffff height=21 background=""></TD>
<TD bgColor=#ffffff height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=left>April</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,260.4425</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8191%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.2673%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>May</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,337.0025</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3994%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>65.3061%</TD>
<TD bgColor=#ffffff height=21 background=""></TD>
<TD bgColor=#ffffff height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=left>June</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,485.5350</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4415%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.8031%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>July</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,013.3100</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8208%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.0550%</TD>
<TD bgColor=#ffffff height=21 background=""></TD>
<TD bgColor=#ffffff height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=left>August</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,261.7500</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5102%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>69.7479%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>September</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,466.4325</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9923%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>64.4231%</TD>
<TD bgColor=#ffffff height=21 background=""></TD>
<TD bgColor=#ffffff height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=left>October</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,809.6650</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7209%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60.1695%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>November</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,754.4525</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8804%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.6990%</TD>
<TD bgColor=#ffffff height=21 background=""></TD>
<TD bgColor=#ffffff height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=left>December</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,764.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8494%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>79.5918%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width="100%"><A class=helpLink onclick="return HelpTip('mark_to_market_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right>
<P align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">%Profitable</A></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,284.0400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3547%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2948</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$630.6000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1745%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.0793</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>21</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.1905%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,347.2400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9349%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.2284</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$725.7200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2031%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1670</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,392.3800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2447%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>16.4270</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>88.8889%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,585.4400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7380%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9823</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>81.8182%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,770.1600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0879%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.0917</TD>
<TD bgColor=#ffffff height=21 background="" align=right>10</TD>
<TD bgColor=#ffffff height=21 background="" align=right>80.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,335.4400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3868%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4930</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>63.6364%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$5,349.3200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5740%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($3,493.7200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(1.0175%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.4590</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>35.7143%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,584.7400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0551%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.0910</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>87.5000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$9,200.7200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.7833%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>265.9977</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>92.8571%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($8,718.7200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(2.5697%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4060</TD>
<TD bgColor=#ffffff height=21 background="" align=right>16</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$7,095.1600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1359%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>20.3139</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>10</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>90.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$6,236.1400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9132%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.5906</TD>
<TD bgColor=#ffffff height=21 background="" align=right>14</TD>
<TD bgColor=#ffffff height=21 background="" align=right>78.5714%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($9,309.6800)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(2.7768%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.4496</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>20</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>45.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$534.7600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1598%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0892</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.5556%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($3,034.6800)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.8985%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>20</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>65.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$6,776.4200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0473%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9.0980</TD>
<TD bgColor=#ffffff height=21 background="" align=right>15</TD>
<TD bgColor=#ffffff height=21 background="" align=right>80.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$5,438.9200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6707%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.7207</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>17</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>82.3529%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$760.4400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2341%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1915</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13</TD>
<TD bgColor=#ffffff height=21 background="" align=right>61.5385%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,128.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3487%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2121</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>69.2308%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$902.1000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2795%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4097</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($6,868.0400)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(2.0836%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1674</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>28.5714%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,813.2200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1704%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2373</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>83.3333%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,915.3000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5317%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.9302</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,957.6600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6138%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9611</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>63.6364%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,691.6800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1710%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>31.2052</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>83.3333%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$5,214.6000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.6819%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,824.9600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.5852%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8066</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.8947%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$300.7200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0965%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0623</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>41.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$8,436.8400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.7833%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11.9649</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>21</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>90.4762%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,877.1200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9583%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9586</TD>
<TD bgColor=#ffffff height=21 background="" align=right>22</TD>
<TD bgColor=#ffffff height=21 background="" align=right>68.1818%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$7,843.0800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.6823%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$6,077.8000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.1227%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>33.9028</TD>
<TD bgColor=#ffffff height=21 background="" align=right>10</TD>
<TD bgColor=#ffffff height=21 background="" align=right>90.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$6,118.0800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1834%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>32.0216</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>90.9091%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($2,962.4600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(1.0462%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6486</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>61.1111%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2006</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$5,900.0400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1279%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.8905</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2006</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$11,913.9200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.4898%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>14</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2006</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$5,614.6200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1616%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0932</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>20</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width=601><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right>
<P align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">%Profitable</A></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010 - Today</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,284.0400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3547%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2948</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,914.6400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5298%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2141</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>26</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.0769%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$5,261.8800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4697%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5275</TD>
<TD bgColor=#ffffff height=21 background="" align=right>34</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.5294%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$5,987.6000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6758%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4182</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>45</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.3333%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$10,379.9800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.9413%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7109</TD>
<TD bgColor=#ffffff height=21 background="" align=right>54</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.9259%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$12,965.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.7011%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7523</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>64</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.5625%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$16,735.5800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.8293%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9069</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74</TD>
<TD bgColor=#ffffff height=21 background="" align=right>77.0270%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$18,071.0200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.2348%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8541</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>84</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.1905%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$23,420.3400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.8912%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.1070</TD>
<TD bgColor=#ffffff height=21 background="" align=right>91</TD>
<TD bgColor=#ffffff height=21 background="" align=right>78.0220%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$19,926.6200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.8035%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7217</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>104</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.0769%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$23,511.3600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.9198%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8172</TD>
<TD bgColor=#ffffff height=21 background="" align=right>112</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.1071%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$32,712.0800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9.8957%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1357</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>126</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.1905%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$23,993.3600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7.0717%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5845</TD>
<TD bgColor=#ffffff height=21 background="" align=right>137</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.7226%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$31,088.5200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9.3586%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7506</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>147</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.8299%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$37,324.6600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11.4508%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8649</TD>
<TD bgColor=#ffffff height=21 background="" align=right>160</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.6250%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$28,014.9800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8.3561%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4664</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>179</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.6257%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$28,549.7400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8.5292%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4322</TD>
<TD bgColor=#ffffff height=21 background="" align=right>196</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.4286%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$25,515.0600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7.5541%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3318</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>215</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.1628%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$32,291.4800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9.7561%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4155</TD>
<TD bgColor=#ffffff height=21 background="" align=right>229</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.0524%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$37,730.4000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11.5897%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4765</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>245</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.0612%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$38,490.8400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11.8510%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4643</TD>
<TD bgColor=#ffffff height=21 background="" align=right>253</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.9368%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$39,619.3400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12.2410%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4491</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>266</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.8045%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$40,521.4400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12.5547%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4481</TD>
<TD bgColor=#ffffff height=21 background="" align=right>273</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.1612%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$33,653.4000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>10.2095%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3411</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>280</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.0714%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$37,466.6200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11.4994%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3682</TD>
<TD bgColor=#ffffff height=21 background="" align=right>292</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.5753%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$42,381.9200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13.2073%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4064</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>303</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.6172%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$44,339.5800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13.9021%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4210</TD>
<TD bgColor=#ffffff height=21 background="" align=right>311</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.7042%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$48,031.2600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>15.2360%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4555</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>317</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.9243%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$53,245.8600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>17.1742%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5050</TD>
<TD bgColor=#ffffff height=21 background="" align=right>325</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.6154%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$51,420.9000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>16.4885%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4476</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>343</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.0117%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$51,721.6200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>16.6009%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4321</TD>
<TD bgColor=#ffffff height=21 background="" align=right>354</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.1864%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$60,158.4600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19.8463%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4994</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>375</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.2667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$63,035.5800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>20.9947%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5162</TD>
<TD bgColor=#ffffff height=21 background="" align=right>386</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.0207%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$70,878.6600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>24.2402%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5804</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>397</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.7960%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$76,956.4600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>26.8774%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.6292</TD>
<TD bgColor=#ffffff height=21 background="" align=right>407</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.2187%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$83,074.5400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>29.6477%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6781</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>418</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.6842%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$80,112.0800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>28.2913%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.6118</TD>
<TD bgColor=#ffffff height=21 background="" align=right>436</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.1651%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2006 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$86,012.1200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>31.0213%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6416</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>454</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.9075%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2006 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$97,926.0400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>36.9039%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7305</TD>
<TD bgColor=#ffffff height=21 background="" align=right>468</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.7179%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2006 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$103,540.6600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>39.8632%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7439</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>488</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.7705%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
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<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/20/2010 12:23:46 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

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<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>78, @EC, 1440 min., 1/2/2002 3:00:00 PM - 1/19/2010 3:00:00 PM</SPAN></TD></TR></TBODY></TABLE>
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<TD class=title width=637>TradeStation Periodical Returns: Weekly</TD></TR></TBODY></TABLE>&nbsp; 
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<TR>
<TD class=titlesection><A class=helpLink onclick="return HelpTip('mark_to_market_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="18%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="14%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($986.8000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.2709%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0013%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/3/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,275.7000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6287%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/27/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,533.3400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.4254%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>316.5021</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,665.9800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4643%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>343.7942</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/13/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($3,103.4600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.8575%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3935</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/6/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,826.4000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5072%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>376.8025</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>85.7143%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/29/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($556.2400)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.1542%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8067</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/22/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($559.7200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1550%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/15/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$352.7800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0978%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/8/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,740.9800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4848%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.0549</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,077.7800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3010%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>222.7654</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/25/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($2,405.5400)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.6674%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4459</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/18/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$590.2800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1640%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>122.4568</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/11/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$690.2800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1922%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>143.0329</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/4/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$747.9200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2087%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>154.8930</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/27/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,720.8400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4825%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,295.8400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3646%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.5513</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/13/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$782.6400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2207%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/6/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0014%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/30/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,150.7000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6102%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,150.7000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3276%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>237.7695</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/16/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$650.7000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1856%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9571</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/9/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,661.1200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7647%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>548.5556</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>83.3333%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/2/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($2,327.0800)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.6643%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/26/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$815.9800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2335%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8970</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/19/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$960.4200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2756%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/12/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$802.7800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2309%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/5/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$588.2000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1694%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.5295</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/28/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$597.9200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1725%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.3244</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/21/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,105.5600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3200%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/14/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$240.9800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0698%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1265</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/7/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($629.1600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1819%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2080</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>25.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/31/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$622.9200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1804%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>129.1728</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/24/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$802.7800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2331%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/17/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$770.1400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2241%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/10/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,775.7000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5194%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>366.3704</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/3/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,335.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3922%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/26/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,375.7000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4056%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>284.0658</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/19/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($221.5200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0653%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8639</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>40.0000%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="18%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="14%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/17/2010 - Today</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($986.8000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.2709%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/10/2010 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($991.6600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.2722%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/3/2010 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,284.0400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3547%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2948</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/27/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,817.3800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7816%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.8411</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/20/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,483.3600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2496%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.5211</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/13/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,379.9000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3813%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2259</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/6/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,206.3000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8905%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5249</TD>
<TD bgColor=#ffffff height=21 background="" align=right>24</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/29/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,650.0600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7348%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2963</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/22/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,090.3400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5787%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2290</TD>
<TD bgColor=#ffffff height=21 background="" align=right>28</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.4286%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/15/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,443.1200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6771%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2677</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>29</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.4138%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/8/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,184.1000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1652%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4195</TD>
<TD bgColor=#ffffff height=21 background="" align=right>33</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$5,261.8800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4697%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5275</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>34</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.5294%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/25/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,856.3400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7925%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1996</TD>
<TD bgColor=#ffffff height=21 background="" align=right>41</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.7317%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/18/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,446.6200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9578%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2407</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>42</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.4286%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/11/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,136.9000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1519%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2890</TD>
<TD bgColor=#ffffff height=21 background="" align=right>43</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.0930%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/4/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,884.8200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3630%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3412</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>44</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/27/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$6,605.6600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8520%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4614</TD>
<TD bgColor=#ffffff height=21 background="" align=right>47</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.4681%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/20/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$7,901.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.2234%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5411</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/13/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$8,684.1400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.4490%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5947</TD>
<TD bgColor=#ffffff height=21 background="" align=right>51</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.5098%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/6/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$8,679.2800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.4476%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5944</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>51</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.5098%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/30/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$10,829.9800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.0728%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7417</TD>
<TD bgColor=#ffffff height=21 background="" align=right>54</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.9259%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/23/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$11,980.6800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.4104%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8205</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>56</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.7857%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/16/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$12,631.3800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.6023%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8266</TD>
<TD bgColor=#ffffff height=21 background="" align=right>59</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.2712%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/9/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$15,292.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.3946%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0004</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>64</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>78.1250%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/2/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$12,965.4200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.7011%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7523</TD>
<TD bgColor=#ffffff height=21 background="" align=right>64</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.5625%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/26/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$13,781.4000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.9432%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7596</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>68</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.4706%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/19/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$14,741.8200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.2296%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8125</TD>
<TD bgColor=#ffffff height=21 background="" align=right>69</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.8116%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/12/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$15,544.6000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.4702%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8568</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>77.1429%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/5/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$16,132.8000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.6472%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8829</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.7123%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/28/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$16,730.7200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.8278%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9067</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>77.0270%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/21/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$17,836.2800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.1633%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9666</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76</TD>
<TD bgColor=#ffffff height=21 background="" align=right>77.6316%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/14/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$18,077.2600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.2367%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8880</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>80</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>77.5000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/7/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$17,448.1000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.0452%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8249</TD>
<TD bgColor=#ffffff height=21 background="" align=right>83</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.9036%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/31/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$18,071.0200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.2348%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8541</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>84</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.1905%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/24/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$18,873.8000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.4801%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8921</TD>
<TD bgColor=#ffffff height=21 background="" align=right>85</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.4706%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/17/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$19,643.9400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.7165%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9285</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>86</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.7442%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/10/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$21,419.6400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.2656%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0124</TD>
<TD bgColor=#ffffff height=21 background="" align=right>88</TD>
<TD bgColor=#ffffff height=21 background="" align=right>77.2727%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/3/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$22,755.0600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6.6823%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0755</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>90</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>77.7778%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/26/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$24,130.7600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7.1151%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.1406</TD>
<TD bgColor=#ffffff height=21 background="" align=right>92</TD>
<TD bgColor=#ffffff height=21 background="" align=right>78.2609%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/19/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$23,909.2400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7.0452%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0494</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>97</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.2887%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE id=hftable class=hiddentable>
<TBODY>
<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/20/2010 12:23:46 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit
Content-ID: <Performance Graphs>

<html><body><BR><BR>Performance Graphs - Equity Curve Line<BR>
<p><img src="cid:images\3.0.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve Detailed<BR>
<p><img src="cid:images\3.1.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve Area<BR>
<p><img src="cid:images\3.2.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve UnderWater(monthly)<BR>
<p><img src="cid:images\3.3.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve UnderWater(weekly)<BR>
<p><img src="cid:images\3.4.jpg"></p>
<BR><BR>Performance Graphs - Monthly Net Profit<BR>
<p><img src="cid:images\3.5.jpg"></p>
<BR><BR>Performance Graphs - Monthly Accumulative Net Profit<BR>
<p><img src="cid:images\3.6.jpg"></p>
<BR><BR>Performance Graphs - Average Profit by Month<BR>
<p><img src="cid:images\3.7.jpg"></p>
</body></html>

--==TSBoundary-SPR
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-ID: <images\3.0.jpg>

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YsG+PHaTQWEKbwqLrWURBG9gn7X/AMIQzxE4MDTkn8YTEdfGgVWBNWr+6r/w309+knzKyelZ6vXxv0k+ZWT0rPV6+NQs9Z0pX7TN6vv41CX3nCsfpd3uev8AHMi1w4VOOYT636UdUpt4F7fqX14MQDtYijvej4CXDl3umTfJY63ywfPEhjRIvipAHFIWj2HgrL7WJ2rkvmTilFD/ACsHMvCt8u0p7w1X8L+f8KEvvOFY/S7vc9f8R9PQIRRSdFrX1MvPxoEIopOi1r6mXn41FEIrmEmc3b9dPq/AUtl8CpC9Q/JM6+xg/wAqKc8eCL6uQ5eVYRckTxM0qLLGPpwWCps5rR7kIaLZD7JfoAKbmnoklGoOKAg/QDKk15hjHR9c/QuNlW2FE3FE6zjXwKKyCahX91XxRcunAhT/AMfx+gTBACZjbnNyfXZ7n/DfTw4wHDVI8bmz7/s+IOMBw1SPG5s+/wCz4ksMLTkuTb+euzib+kUDEKtBsZ7j/D5xoSQOtXzAakSUAIVgpgjHpWaZiFqrr+dt8Qm+cz2HJd+F4fJYsC4JolzMiRjBn/1KsBV+/X+FoR+SMv8A1eKCQ0cTqVQA9b/iKh7rAIG/pCxwkOQ7dv466ebn/DfT36SfMrJ6Vnq9fG/ST5lZPSs9Xr41Cz1nSlftM3q+/wBPMSjYEC0FAIsgT78aASyXgjHIYYY7GYBAa5IM5a5HFHf88rRnFOVnL78UJfecKx+l3e56+NQl95wrH6Xd7nr/AFXz6eyGoB9y2l5UHyXovCtDMiFrhWgvj8QZFPaF5FxgL4gS0pEyH2wFugfJvcEsA1SyCITbh5sNOrXNR514pjvFQKRQWdBpH3NnHhgzRWiW7M7i8ZfFFEIrmEmc3b9dPqoFIoLOg0j7mzjwwZorRLdmdxeMviiiEVzCTObt+un1UCkUFnQaR9zZx4YM0VoluzO4vGXxRRCK5hJnN2/XT6v0R3Imu1lz7vU3wwZorRLdmdxeMviiiEVzCTObt+un1UCkUFnQaR9zZx4YM0VoluzO4vGXxRRCK5hJnN2/XT6qBSKCzoNI+5s48MGaK0S3ZncXjL4oohFcwkzm7frp9VApFBZ0Gkfc2ceGDNFaJbszuLxl8INLRh+63fQ+54gUigs6DSPubOPDBmitEt2Z3F4y+KKIRXMJM5u366fVQKRQWdBpH3NnHhgzRWiW7M7i8ZfFFEIrmEmc3b9dPqoFIoLOg0j7mzjwwZorRLdmdxeMviiiEVzCTObt+un1UCkUFnQaR9zZx5obkRe8I+lXLy9VRRCK5hJnN2/XT6qBSKCzoNI+5s48MGaK0S3ZncXjL4wLDKSOCFF5XOvRazggtAxT7BDOHR5Nkq4EpVs+yX1e4GGWKNJLdUkITrPECkUFnQaR9zZx4YM0VoluzO4vGXxRRCK5hJnN2/XT6rBhaNP1G57D1fDBmitEt2Z3F4y+KKIRXMJM5u366fVQKRQWdBpH3NnHhgzRWiW7M7i8ZfFFEIrmEmc3b9dPqoFIoLOg0j7mzjwwZorRLdmdxeMviiiEVzCTObt+un1UCkUFnQaR9zZx4YM0VoluzO4vGXz+RN0vtb3xPfiBSKCzoNI+5s48MGaK0S3ZncXjL4oohFcwkzm7frp9VApFBZ0Gkfc2ceGDNFaJbszuLxl+d9VQ90okTPOd4mgpKvApj2/b5WMCRhwIxrSmOk8rGBIw4BYVrDXW+fSX4+S71Mt4zjPC0vhAEQPjDjAcNUjxubPv+z4g4wHDVI8bmz7/ALPiSwwtOS5Nv567OJv+Cipel/8Avryw+M1KIHhqmYAa6YgrECKIdcv4P1BY4SHIdu38ddPNz4gscJDkO3b+Ounm5/w309+knzKyelZ6vXxv0k+ZWT0rPV6+NQs9Z0pX7TN6vv8AxlUIVNQK5yEecR8Sr8YO8RdVNFJJv61CX3nCsfpd3uevjUJfecKx+l3e56/4j6egQiik6LWvqZefjQIRRSdFrX1MvPxqKIRXMJM5u366fVh6REkjocUeBwrx4m23rC8y/V2SLQyquu8r8AmCAEzG3Obk+uz3PiEwQAmY25zcn12e5/w308OMBw1SPG5s+/7PiDjAcNUjxubPv+z4P/TK7y3jn/D/AHQk0BRhNjTY/WxdAcsUMWjNk2eAKVekkF4/B+/whY4SHIdu38ddPNz4gscJDkO3b+Ounm5/sPlwYwaEov0a/XgYXEKB4R+J+knzKyelZ6vXxv0k+ZWT0rPV6/WKBiFWg2M9x/h8sMrJAhglsOSVzSiSy7kuCgW4GDdmhu1WSRyUfRSnPfl5Sahht4IpX19jxLKkhMWH9xH4lCX3nCsfpd3uevjUJfecKx+l3e56/wCI+noEIopOi1r6mXn40CEUUnRa19TLz+pzQy3ipP3DGOoSPgxYorNZWg0MP7GPSQkjz+zM62c/4FuTl84BU/8AH8eKKIRXMJM5u366fV+ITBACZjbnNyfXZ7nxCYIATMbc5uT67Pc/4b6eHGA4apHjc2ff9nxBxgOGqR43Nn3/AGeDDIJOguWGsBbU82+oCkqHERcV14Wig6C2VeQRJazyInfNaAWGCv78awZcWlXVqbpeXvxzcsnKhP8Ax/P+E1jolqJT6xT9/JqpYEeB/PD8B4lhhaclybfz12cTfiCxwkOQ7dv466ebnxBY4SHIdu38ddPNz/RfYkdipZFqm8bnB1vAeSiGI/8A+lHkU3/Rnv0k+ZWT0rPV6+MhYrOCAKDysfq9eSSUBtgghaLGt3PKm9k8WAwa5NG+AgIhRqFhfVf5fItkE8BCbrGHnSQkPOM3KjtJD9ShZ6zpSv2mb1ffxqEvvOFY/S7vc9fGoS+84Vj9Lu9z1/ovgwugUDyJ5Um1/hFa/aQoAVzx4pIFM5wA3mhHkz/RnoEIopOi1r6mXn4nX5IOcGFLKL41OXjnHK3gvnsmXxfVaY4h0Ef+75ytGcU5Wcvv4VFEIrmEmc3b9dPq/EJggBMxtzm5Prs9z4hMEAJmNuc3J9dnuf6L5Ro0AkKgWRKDQ5a+FrCj0iijlGUYURh/gRLkImbv1iO9PgwLpGJ4F3ep5/EXOSWcy5fFgXCMRyLqd3xtL4UDFH4w4wHDVI8bmz7/ALPgIRATDMFBWae95PEvXhnAA1mut5a74HGA4apHjc2ff9iax0CVAr94B+3xJYYWnJcm389dnE34gscJDkO3b+Ounm58QWOEhyHbt/HXTzc/0XwUXBAdMmJCuAHo/wAu9LyreBdEmvKlVmJDKQCMw804dL4rxXshhdVqlmdPka/27xU6iS89F86z8IgFRtYSDNJnmw06Nc1DnHiGucREpFQZ0CEPV28+GjNEYJbk3uBzk8UwQCOY2bxcn32+oiUioM6BCHq7efDRmiMEtyb3A5yeKYIBHMbN4uT77fURKRUGdAhD1dvPhozRGCW5N7gc5PFMEAjmNm8XJ99vqJdlE5qwE4CjfvohozRGCW5N7gc5PFMEAjmNm8XJ99vqIlIqDOgQh6u3nw0ZojBLcm9wOcnimCARzGzeLk++31ESkVBnQIQ9Xbz5o6qfIM8CNSGORnjjgG0DxhC6Lz9CPhYBJgqBfabX8AA0ZojBLcm9wOcnlqkUykn92BjjlmCIlIqDOgQh6u3nw0ZojBLcm9wOcnimCARzGzeLk++31ESkVBnQIQ9Xbz4aM0RgluTe4HOTxTBAI5jZvFyffb6iJSKgzoEIert58NGaIwS3JvcDnJ4pggEcxs3i5Pvt9REpFQZ0CEPV28+IcAVgEaMR6FmcJfFMEAjmNm8XJ99vqIlIqDOgQh6u3nw0ZojBLcm9wOcnimCARzGzeLk++31ESkVBnQIQ9Xbz4aM0RgluTe4HOTxTBAI5jZvFyffb6iJSKgzoEIert58NGaIwS3JvcDnJ4pggEcxs3i5Pvt9QOBEr7wTpU1y/cADRmiMEtyb3A5yeKYIBHMbN4uT77fURKRUGdAhD1dvPhozRGCW5N7gc5PFMEAjmNm8XJ99vqIlIqDOgQh6u3nw0ZojBLcm9wOcnimCARzGzeLk++31ESkVBnQIQ9Xbz4aM0RgluTe4HOTwWQQayK4dcCku2wiJSKgzoEIert58NGaIwS3JvcDnJ4pggEcxs3i5Pvt9REpFQZ0CEPV28+GjNEYJbk3uBzk+V9s/xewbhSo6CPB8IHYRb8Cs/n/RnoEIopOi1r6mXn/Nqf0OwFsDtH9vGl0OFrQ/t/bxWww11AGc616k1zw3VhgnXfkj6bR8QicKEgPfXHHrxaEfkjL/1f5QIRRSdFrX1MvPxqKIRXMJM5u366fV+ITBACZjbnNyfXZ7nxCYIATMbc5uT67Pc/wBF9Y75pgjwdb6Kc/6SeHGA4apHjc2ff9nmoP7JRTOObZwPoS/XQnRfxStWPx4SlvEkGqQXBs4LR5BhbhwaBdK1/Y46c6MhGJ/+Vn4P0hxgOGqR43Nn3/Z8SWGFpyXJt/PXZxN+ILHCQ5Dt2/jrp5ufEFjhIch27fx1083P+E+n3lMCNF4BS/f4HwLsa9zaSG1adzKnbQfZAlcbjvX3NQ7CUII+gIqqwfvzVgzSqgN8rwQlqNH5a/v+t+knzKyelZ6vXxqFnrOlK/aZvV9/GoS+84Vj9Lu9z18ahL7zhWP0u73PX/BfTyV63yuGC1fXvy+DYUeHUfOWLHPAQoOtwC9w8zX0SzBeCHI9e44XnyG1iTc/v6Nh/a+JrHRLUSn1in7/AAoEIopOi1r6mXn41FEIrmEmc3b9dPq/EJggBMxtzm5Prs9z4hMEAJmNuc3J9dnuf7D6ENuWXhRWvP1748TRCEUB7jC/wfqUBcRqLAFeCWZG8Pj9KBoU89rT3xqJx45uGluon+V/wHGA4apHjc2ff9nxBxgOGqR43Nn3/Z8SWGFpyXJt/PXZxN+ILHCQ5Dt2/jrp5ufEFjhIch27fx1083P919PDC6hAHKvk0gZagrQwBnY+3w28/wBUCFX/APc/b+h+knzKyelZ6vXxv0k+ZWT0rPV6+NQs9Z0pX7TN6vv41CX3nCsfpd3uevjUJfecKx+l3e56/wB19PdFLSMDSn6xw38c+MjOyEZMp9EQwDTxmTITFhueEJDBSxkV3BP0IEIopOi1r6mXn40CEUUnRa19TLz8aiiEVzCTObt+un1fiEwQAmY25zcn12e58QmCAEzG3Obk+uz3P9t9PGFwIggbrqObPIsDkIUKZMIJmJAzxNY6JaiU+sU/f9QcYDhqkeNzZ9/2fEHGA4apHjc2ff8AZ8SWGFpyXJt/PXZxN+ILHCQ5Dt2/jrp5ufEFjhIch27fx1083P8AafT7ODYgbCCX93gpWmGg0HQRDqevgfpJ8ysnpWer18b9JPmVk9Kz1evjULPWdKV+0zer7+NQl95wrH6Xd7nr41CX3nCsfpd3uev9h8cSMfCtVfwIUuLU8J5V1MqODLoFuwr/AIruhF6ypcUBOQtfT8NevXr169eufWEa9gAfUh93r469evXr169evXPrCNewAPqQ+718devXr169evXr1vDcCUJyvt1D7Pjr169evXr169eN4LoWhOU9u6/T8devXr169evXrxvBdC0Jynt3X6f1V69evXExBxr8IH9/9LpQuKxKURxGjz9+bqGawADf8c1jtMVzr/8APfw5YvtKaNdO87lO/jyxfaU0a6d53Kd/HSPkj3Jw9Gad59fHCPkh1Ly9m4db9/HCPkh1Ly9m4db9/wDEfT36SfMrJ6Vnq9fG/ST5lZPSs9Xr41Cz1nSlftM3q+/jUJfecKx+l3e56+NQl95wrH6Xd7nr/iPp6BCKKTota+pl5+NAhFFJ0WtfUy8/GoohFcwkzm7frp9X4hMEAJmNuc3J9dnufEJggBMxtzm5Prs9z/hvp4cYDhqkeNzZ9/2fEHGA4apHjc2ff9nxJYYWnJcm389dnE34gscJDkO3b+Ounm58QWOEhyHbt/HXTzc/4b6e/ST5lZPSs9Xr436SfMrJ6Vnq9fGoWes6Ur9pm9X38ahL7zhWP0u73PXxqEvvOFY/S7vc9f7L5cGsGAIL9mP34GFwCAOAPiQIRRSdFrX1MvPxoEIopOi1r6mXn41FEIrmEmc3b9dPq/EJggBMxtzm5Prs9z4hMEAJmNuc3J9dnuf8N9PDjAcNUjxubPv+z4g4wHDVI8bmz7/s+JLDC05Lk2/nrs4m/EFjhIch27fx1083PiCxwkOQ7dv466ebn/DfT36SfMrJ6Vnq9fG/ST5lZPSs9Xr41Cz1nSlftM3q+/jUJfecKx+l3e56+NQl95wrH6Xd7nr/AIj6egQiik6LWvqZefjQIRRSdFrX1MvPxqKIRXMJM5u366fV+ITBACZjbnNyfXZ7nxCYIATMbc5uT67Pc/1HwiXIRM3frEd6fBgXSMTwLu9Tz+Iucks5ly+LAuEYjkXU7vjaXwoGKPxhxgOGqR43Nn3/AGfEHGA4apHjc2ff9nxJYYWnJcm389dnE34gscJDkO3b+Ounm58QWOEhyHbt/HXTzc/033/3GOv4uf7evHel5VvAuiTXlSqzEhlIBGYeacOl8V4r2Qwuq1SzOnyNf7d4qdRJeei+JTtt4lKrwUln7fHWrVq1atWrVqyS0dIDpNmueH89fHWrVq1atWrVqyS0dIDpNmueH89fHWrVq1atWrVqyugCBI2dYeOet+3461atWrVq1atWB0ABJGXrBzz3n0fHWrVq1atWrVqwOgAJIy9YOee8+j9VatWrVlYf4mCQEPt/uInKGKSqSIT78DK07vsQuKnoVUPF04gAVlNRrHS9Xwv9DNeoqGbLDYK54zXzDNsux1QgMuw39agnoEr+6gYOqfXKHgYjD9qznOj6IqPBCUcYw41ZoSCrGCeF/oZr1FQzZYbBXPI4VUol4BJCAUE+z9dHqND923GOFWMGMq6w0PAnKkL0DzjEJFzjSrtwTBncN8WDuAYwavCZOXoTfGgeu5Hmucjsly3P1pEGFv2M+g1ej9vBE1klKlx0FFZvFtV3jRkOUNAeREJ0+PJZ5SJI7dmQU8AJEzjCjt0DQvVN/W2CRAL2C6tT7jOGbqSoIOU+5tO85ECQVqCXloukRTkS3PHks8pEkduzIKeBIwdwQILVgjULRKb/AMA8oAl5GsdNQI4oeaR8lDTljwBeRoGhD67mDuI1aOAEOhWie5gE0WjxNlJ5evPuFCRsQsZoZv6rka1+mFKcqZcOKI42/liJAkgWgoLio8XIGUfhxB0jspCtE9zAJotHibKTwLJUF4t7zEaeMn61qaoycyhTlim8HDyexRFjXGyHjxcnihI6UhIqGymlw4Hly6sKOH3RVE518VsArEGtu0wooYaP6g3BCHMGK1CdauSr4ElBRdNkecL56/ZMq8QQQCcqJtbrQjI3VqEZwarqSb5naEyUIhwxGUAQIG/qeCh+5QJ+yH7P2RQw60QzmRXvQaOV8dNFkCdgg8vFJ4Rkbq1CM4NV1JN8er8JCkfwYhzWtz/5uCVuqO6UHABrEReYHP5rwWkADJVdp4eUCsJBlwXcOP0VTcRAbB4IvKhROB4ZqQylALMPEOXSeM98ujA6nQq4BRECecmolQQdR+wVOL4SjRAs1CuN8lkWK+Rr/bvVTuLbx0TzjQ6IDaGaSklo8eN/Vcdt1ywoUPq8qLdbYpGIQzeI5TynVF8uAK1sFRP2BmMAYjsgaIjVLxjMihuI8ao8/i+TrrNIQZJHA4LAM8TZLzDIdTB+bCFYtXYkbhRLKaRsMU8TJx8Biy026LJFN8aKMMDCGGMIB9rueIvt+MJAcIKAunU84bphVbnEW7aOnHHJqldEWaoKnFr5WyzitkFHAFxyOp45hdUDD1UOzp0HxkR5usWRcKUMXO/AcNROCRTrQ15UIRBqKalDw4abYhEB/wCrFTUpg0i6bviax0S1Ep9Yp+/n/wBRjrPbjPP/AKjHWe3GeDAuEYnlHd7vgS+gw5gJnB/HnGhJE70fAwCRxibI+iuca+LAukYjhHU6nj6LAaMkU74P4PLgziNcY9XxVDEiNBlL7h/B46WNKFav8HT6fGgVWBNWr+6r/jhDWEMAOPQH4DxcGoFRaU4538+Lg1AqLSnHO/nwROWjtUOnXT78VQxIjQZS+4fwecrRnFOVnL78UTto6UXswx+vP4i5yWXmXZ4OqlBNRr7aDec8mDOIRwr3PONCSB3gefxFzgknEmTz+LuXsfnhfrP/AOp//9k=

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

--==TSBoundary-SPR
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<html><body><BR><BR>Trade Graphs - Total Efficiency<BR>
<p><img src="cid:images\7.0.jpg"></p>
<BR><BR>Trade Graphs - Entry Efficiency<BR>
<p><img src="cid:images\7.1.jpg"></p>
<BR><BR>Trade Graphs - Exit Efficiency<BR>
<p><img src="cid:images\7.2.jpg"></p>
<BR><BR>Trade Graphs - Total Trades<BR>
<p><img src="cid:images\7.3.jpg"></p>
<BR><BR>Trade Graphs - Winning Trades<BR>
<p><img src="cid:images\7.4.jpg"></p>
<BR><BR>Trade Graphs - Losing Trades<BR>
<p><img src="cid:images\7.5.jpg"></p>
<BR><BR>Trade Graphs - DrawDown<BR>
<p><img src="cid:images\7.6.jpg"></p>
<BR><BR>Trade Graphs - DrawDown P/L<BR>
<p><img src="cid:images\7.7.jpg"></p>
<BR><BR>Trade Graphs - Maximum Adverse Excursion<BR>
<p><img src="cid:images\7.8.jpg"></p>
<BR><BR>Trade Graphs - Maximum Adverse Excursion Percent<BR>
<p><img src="cid:images\7.9.jpg"></p>
<BR><BR>Trade Graphs - Run-up<BR>
<p><img src="cid:images\7.10.jpg"></p>
<BR><BR>Trade Graphs - Run-up P/L<BR>
<p><img src="cid:images\7.11.jpg"></p>
<BR><BR>Trade Graphs - Maximum Favorable Excursion<BR>
<p><img src="cid:images\7.12.jpg"></p>
<BR><BR>Trade Graphs - Maximum Favorable Excursion Percent<BR>
<p><img src="cid:images\7.13.jpg"></p>
</body></html>

--==TSBoundary-SPR
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Z5rYrUbDWuxtADkxOu51c7KKmyuvqMBDOntg15dawbVKZKrjaDTb2dTeTmqFwrrqUVu05dipbl5ZP9Y1K3YtQKHDAWAqutMypZTOgAFpLD72LIV8r2QsdmWlLZcSywyoBLr9mff9QB0j0W7DV20zJJ7WrPj5WsxY7naSsxmCEtNvZ0yKTMmGmJFI6bZjWOBOXyVr0yI4b7ggKLRU9hCxFJTBtOpvJzgr2Sb/APH5TcT1dRWZvpRI1Z09M6dm11thFQEH1IDPKAyFbsVxAl2ezir07Zva0d6v31LCi3qjTtareRlWt4+HfUB2aZtsKHYruz7/AKk1/wBvaddJf+yzGlhRgYaxp1IzDKqvLxCV14199cvaTZqnBV9c1jTX3v2DBoVGNDX3idc1jTX3ZRYbVAtQWavkNZQOM6eokw+2CDS0XL2HXNcqvApa1RrGmvvrmsaa++uaxobQDBITjWNNffXN0bdffXGUjM9ffqIkzKKtVrQlJ64ddDJjQYfe4XAe5evvrh0IMtf3a5rGmvvrhzqX1yT+2VbptVDbarLlSO5NASY9SoW0GjFJ2qmJrouWdzed2InVD0tl8RAxkf1nUVmb6USNX0dT/Io/idTmebp46Ve90SKr05Zg/HXHi6laY5nU/wAigQrrCQnGEYBkFBj9JtIGsAdgWzJdejYa12fPoZ9/+GfyPRbrNOy+qxqWLZVpwxxzFF8yqjIYioCD9A6be9qz4+VXc4drFVbiSSVgS1mcRAx2vfl0/ar2OulmLrqUU6Z1XOll/Fl9LHZTUSa/pjT0xp2sRuQAEpqnLdllnEqtdY1/dn3/AOEgDycVfabc6iwwfXuLFAzBDas+PlZ/kLyf6wriBLvuiBhqyntfWBJ6c0dV9Q3sx0SSU03i57eFaL3M50yKalpzLDaS2sGNg9nuFAV7IWMMxCLCQuZVreP2e5sPJ6h7NZClotg8+9y2aG1mS1Hd9sEGhwvC4knqpVjr4wIYJsTVsLLevsz7/wDBzL2z+Rg00CTXLTg2UlFrYywodirtY7GUrPHj3Nh8/wBY2g025bMl16NhrXXBmadUttns1cNWioCDCgoD7tXyghnE5LQsLm1WUwC3h3so8hdWt4+XlG1NBLE+izXaJ0bDWuevmTWp+OyXKicsXWpfwrsAwzWxMySe1mn5DKyPHXl97VtpNYVptJbWAOwOzPv+uwWyvhKBII8nAvKObtY7GFQfExQdOfOBQUB/LrThbZb46qtjyZyQEgFSxLaJANNAl8yawkdpBGm7GtWmFsB0MYCYUxTcZ04CJYxSrwCXNTeiME1lNk+KvTtG92aexadtPb5wwAlLrqUWae1sCCx09zG5Y/8APQdLolK5KBiBujJVunAYv09vnCSs8iBHtp7fOH7F/hn8jF9P2M9PUSIEdOYZvJKsekXhXrBX7FMCLLruSP67Xq7WuqAS6/a+ljsoqNSbiSerhZVrdOYZvevmSVF8E/p+gUEsThgLAXXUoselsv8ATP8ARGAYJgfa5UN7aaJQsq6mYpK051IzDOmsM4zXIaspJgBMTBRfcxOUWm1WL6hvZ2Z9/wDhIZ8nGFsWvqG9novKNqakTUE+pe+PjVCEth9j8dBADq7oev02rPj5Wf5C8u2Tr4rqPsBbw9HU5jh6ZE8zv3WFX2m3LNzx2IZzJ7PnREcrzoJYnsvqG9jb7Qb2vx/yUJmLSEth7RklVKrl2L1drXVAJdcgA8OQrrRbB5hQUB9mff8A4Z/Iwx3gFBQHk6dhuIIsuJJ6l9P0i+5icotNqcmNYsUgbhL8ah05hm/vGmWKwWMGydUpnSDivYk+nCTLTm1iqGTK/adMu1jsZTSSFJpvFyabxdOmPqA81LhS+xabe4UFAYtQ10adrLJUinbN7cd7pCTrtrMlqOz1w4K1Px2c6e7Pv+u0ykS94Lf5OdSIxGgJeTnvp8qoNBvvp8++EuDgQgO3vp8xrnvp8576XWsG0jWUzTSWWP8AwUfy/fCWBkI7Y99PljRTCnC6PnPfSde3vp8577eosMH9OIjRcsHXim43rCgsDjXb8mEMFVYFZfcxOUWm1L3ViO02ai5uPKOnsYbvfdnhWM+cP7v8M/kfRn+sezhSi9zOQ5svxznQ7qJECOmmZ95UBFEaR3+fRcST1Uqx1/TZusU9Rb1dp/rqLDB9KZKq1K3ZZMqjKhkyv36iJGhLIRNWYNLOn72NSt2LQpXb5e4UBXshY7s+/wDwkU+T6J09JabctgTK9Oqxb+w6bfRGnp9t3ou2CRlKydj0Tph1UsMYgR7Fpt7ksDlz11YruFwd20ltYlYqD0e26yjyF1a3j92ff/hn8j6M/wBemP6+j8+i7XN+U681w+hP9ei1W8jKqeBeQ5Uz6/n0M+/67C2hLi2EceTmvt85r7fOa+3zmvt85r7fMZr7fOa+3zmvt85rnzmvt85r7fOa+09tfb5zX9vzmvt85E/t+U1Hw7X2t2nLsIKSVr7fOa+3/wDWa+3zh+5fX4QzhHJ/I9E6ektNvpHTb6I09Ptu9E6emdPSWm30xp6JUspHSPT7bvQz7/8ACRh5P0Z/r0x/X0fn60/19f59DPv/AMM/kfRn+vTH9fR+frT/AF9f59DPv+vzDIy4YGfyPROnpLTb3bdWpgFvAdNvojT0+270Tp6Z09JabfTGncL6jOxZCviHC4ce4UB56tleyFjPbd6Gff8AW2zv4yzhnJUsp4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E43p8GwK6hDgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCcDp207FIG4ioCg4E4+oDQ/Tv2V6QKzgTnAnOBOcCc4E5CljP8AlnXTmLi5J39+Q8lxbe5NIS5D1WW9fY2aHzTiyme7mGJS7SVkUl2azjiXFs5J39p/oWHMQ6SjuLiKJcW3vL9D5T1WW4e3KWS4tvJO/tvnm5SyXFt7EcwyWEM8h6rLev8AxmO8CXBEK4EuxRqPF+3hH0cMTkpGR7ykJZCRgRHaPYg3TwjgDt7mO7OEdRXAl2KNRJQlHHG/sUQQ8OcI+iVROcXsMQI9uKNvCOCuBLtt/fxRt4R77f3wnQJSMj/6uWrGYnWJnSM194nWM1/+kzGrikxXIniOTcYnrElBCLYwOTBhm2PaP/1h/8QAFBEBAAAAAAAAAAAAAAAAAAAAoP/aAAgBAwEBPwEWH//EAB4RAAEFAAIDAAAAAAAAAAAAAAACEVGh4QFBEoCQ/9oACAECAQE/AfZXhux0ReDoi8HRF4OiLwdEXg6IvB0ReDoi8HRF4OiLwdEXg6IvB0ReDoi8HRF4OiLwdEXg6IvB0ReDoi8HRF4OiLwdEXg6IvB0ReDoi8HRF4OiLwdEXhz49fP3/8QAQBAAAgIAAwUFBgUEAgAFBQEAAQIAEQMSIRAxQVFhEyAiMnEzcoGSocFAQlKR0QQjMGKx8BRDUILxYICTouFT/9oACAEBAAY/Av8A6iuZRd+6YMxqzWw5TuNGZrOXnlNShd+6Zc4/t3dD8a0/eFdSRvpSZlzca+Mt2AignVt0K3qN8DKbB2cf22Cm3mpkDAsIPGNRcZg2i741uPDvlqYxzil31AyGwYSG3QMpsGWYHLjKd0OZgKgGbfDmcCpkvxQKzCzuEKK3iG+BSdTG8Xl3yx/6MdPPiZmW+HKYedQVzklP0ztXw9QpO8amdmBmfLu9YuHkfeASzcOmsf8AtgZ3rTgsdsmZgWKMW+kwlGgC7+Km5nZdM97+W6P2wpstZ83mhdh431McF870aNVG3fmquR6b4S6OCzFvNoPrFTKN5LOeMwiFGjWWgbMNAfHl+kL0L7QGhxAiYG/XxekzlfEAzb/zRFVfKnPid8xEVTSqADzEta7O1YH0ExfAFV2qhyhevKzMP9rl4ikFjmY6fATMFBdVygc9YQynxHxZuM8WETeJmyqayxhir/cyZQ974r1rmQ5fSDDD036qmH+YowJ6zAWgcpsv9pWQZ3bU/pmZUOhDb/NUwaA0a2eZjuDs3rcR8oAUatzmXsT2JABQvu6wt+XMrX6Sj5yhw1XnrviryFf/AGGMb8powG98zOaE9p9DNX+kVmag27SZkNiZnNCe0+hntPoYeza62+0+hmr/AEmbPp6T2n0MZg+i79JlRrPpMrtR9JmQ2IVL6jpMqNZ9NuZzQh7NrruFS+o6bSrvRHSBkNgzM5oT2n0MDDcdhUvqOkDDce77T6Ge0+hntPoZ7T6Ge0+hntPoZ7T6Ge0+hntPoZ7T6Ge0+hntPoZlRrPpCrvRHSKzNQbdpPafQz2n0MDDcfwV5fz3lHLcPtK35xRPLXWL4qG82TXDYMmNhHQfm6TCCkWo1tjCHJu/ysYFRtb/ADOYVPA1PMkbtDv/AEsRE7N3F3+cxnxXfQ785nmSHMp31dSkoZTxM8yTEUsLaq1MzMwKkfkYxwSTRoWYUxcUBr4YlQsrJlJsaxhxGm8y8N3BzUfGY/aO5qvzmBRihWu/HiGMWcEHdkYze/zmVmf/APIZvf5zGIZaJ4mb3+cxFPE152/mEqy0d2Y6wK5N9HMtSfDr4mJgRas85ghXYGtaYwtiO/mrzmMQy0TxMUEtYHBzN7/OZvf5zLLP/wDkM3v85mVq3XpFP6hcDqVo85TY2CD1aEWDXKFTwNSspb3RFZ9M3CZlK761nnw/3nmSeZIwDEEaaGFkYV1JmEqsMwGtsZlat16QOpWjziglrA4OZvf5zMOi2rcWJ4H8EEWrKnf6jYhbDYDqNhTs7rrO1UFSeR3axs4DeHjtCo1DLyiu3ibXZ2eJiBaN+aE4ZJzbLYgDrPCwJ5XLOGn7TEv9RiKd4UTXAzFvFeaBnwxXI6zwKF9BLZifWKriiJRxE/faAqk+LhHBS7+EDBNR12UzqPUwgEMp0NGYbYAynWFnNnNAFdh4eBiFiSevcU/6xa4QPi4Ybhuhy4Q8PNRKUADpGZEsHrAWfKeVTPirvPWHs2uoucnTlMq3vvWFHaiOkDDcdlmUuIpPQ7MzFt1aQIt0Oe3C977H8EnjPlOn7S+z+s8bBfUzEOGpbxHdrC7FrPKKinQc4ArsPDwMQsST1lswHrM6DCxDda6xxlRcu6hsZkSwesTPS0ou5Sup9DAmlPvnaKSBeWwYy4uISWrLesysG3XpA63R5zMxbdWkVDmI4TEfCBtK80KsF3XpsdgmhY8Y6h9Ax4R+0a6rYWLPqb2lj8PSeIbzYnjUN6iFstKOCiZUBB36jYvgzZus8KKPXWK7VZ5TC+Mb3oFzZdbjolNu3iIXdVLLe+WpBHSMzcNdIAt5OR5wvpT7trOpWjziKeArY5XDYjoIjslLso4ifv3ML3vsfwSe6ftMzmhEX+n8ZW74QqVFtziKX0LDhGHGjXXSIWw2A6jY6liQGOlx1/qE00rWEph+Y0fFG8GXL1gVGoZeU/U7fzCzrQy84O0W6gUEKG15xcRXQqrdY18JYw3/AG2Fg/ks1OyPkfzCO+ECrcwesIZ2Ph4nYTkQtx0jEJScNNJlekyADVt8tSCOkTs2q7iMcQ3mO7TlO0Lbm3VvlCYeRS2/cI+DisMIs35peFiDEPGPnA05RV4ZdiYGTnrcBxCRljYOC5Ysd1RnxFZVCbyJ+p29YvZJ4Qtb4quKImJhUtWRAzOHHIrKUADptNd3rMS/1RCxJPXbhe99j+Ao6Wd53fGZen9v1vfE1FZTw9JlUjzXrCxK7qgbPl0rdACFYj82WZ21rfQgRQ2vMbN4vYTflNxgD+WIcVr1Hmn9srl/1m8XsGIR4aqHCA/2uWUQ+qytK4TeLjplQgEjUSwiDlSxQHI8PA1EJN79/rsr6wKxNb9JSA67gTB2grLv/eZcl0L8SwpYGvBd03i55U2KVXN4ZuA6XGw+yBOlnN0iOyIWIG8RVdND+lRcUr2t3QuoM7a+m+K28K3COumooRXLJpsyuCeOggxcmrb4il9Cw4bN4vYbm8XsyuCeOgjYiGvCYgbEYjqdm8Xtwb/V9j+CF8VP/IlqxHpBi+ZuvrPMB0AiMd5UQpmq+kGMHzG6AywilF8oGzluhM8qS1LJpuDRCxJPWYXxmI61Ybj8J/dUV/rA63R5xFxs2uvgmJj4OfQEeOKrhQDyilsRyAddY+TeVPh4xA2E+W9dNpQhjXKBhxF7GXstxrzQMGfQ3Cl1cplI9Y+JhOhUseexf7GbN/sY2KVrLPK80D/tGxHZhz1hRMTwLoNBuhKsSnCYTs7bg9BZhYy+WyNf+9I3jy5ekpsRQepljY18Ihc6Vf7wDDCZuHgmZzQh7NrrYcGvKbv4TEPpHUKmhqBs+XSt0CXdbXC4jAdDELEk9dmF732P4JFGUUCd/pP7riv9Z2OpTrLGGPjrHVcRgAxoAz2X/wC0C5sutzLiL2ti99VMMnDoC6FxsNcJdOOsTGzN5b39I6ALoSLiozAnhcf+nYIwuzFdVy8KgpWYDTQTBtstXwmJhBrzXP8AZDK6AwPjeFXXSN2bXzmIB+kzDJw38w4R2CaFjxiKd4URAX3kDdMR8nhsnfPafQw9m11BiF1VarWFTirea99SxFzk6co2AcQjOOIuHEwsQ4lcAsp7wxzKzEv9MuKzMAAbgxUxKFVuiYeesO9djMiWD1iKd4UQFWI8XCYpxQHOnm1nY4Ti23aHnN4zrxEw9Rmu9Y+cjXlsz4bC/wA1mFWrfekszDUv46A3cZoQvoIrZ9bI3ekvtX/eJ23igVBQGzC977H8Enun7bLcgfeeV439StBDRrjMpuq4RnIuoWVTbcBrMJXDaiO6IxBblFw0GWhV3M2IM/MXvi4q4SoegmJf6plrNrfi1lKoHpOUZFC0Oczn+oQM+uWUImQjTnHz1rW6P8IlzDBxH8w47P8AygR6RwoJPSUYxevFUoECjeuzDTFbK2URThYjZSvA1MNL8VVbfGYlkZtSK9ILaxyqdgqBS3EtA2JkZeUGIoULuoTEFmhVSxhLY5DYyo9AdIWDgv2etcDUBd3KgEkX0gRQ1nnFYldGlthqT1EpQAOm0qVfQ1sVu13G/LEYsmhuHssPwcNYMN/6ZSV0PrMRBhBF4gcYGRKI67cL3vsfwA6mhLFHKuZog18p4ekdhvURc4GnKeJmHotwYZ8QUVqIGRAv/thw7q+NRsXPmKA8OkRHpfQTJmzWb3SwWsc90etBmMy26dN0AxcLM/E5QZakgtuiBsRiOpmXEam9DO3bUH82szLlOXxeYHdFRgtHlL1/bYgRyp1uoUcszb73wsu8QqwXdekZxhmmbSVMQhNMx4wG81/pj9mDqCNYO1Q5OOsDDFwxpVE6wjs2NchA/aXl/wBYrIjEZeUVHTK545dd8zqXtecvX9puc/CBhesXI7KMvpK7Q/GDEyg4l+JqrSBRXjIBjJ+oQP2l5f8AWAOGNi9BExcMeY/mEfOBpyiFAPFzEbFZRYO4fCPrlu25zKQ/7QuhIsAiMXZm8OlnjFRgtHkJpfi8Uzi7bfEOTNm+EvLl12YJ/wBvsfwA1II3EQb/AOYnun7TVcwbw1cNChyit2u8X5djZjVih+0DIaIi59cy6wMiUR12G9BsLOaAlD+qHxWplTEGhvTWFVVnHMLEUnkonYuRnO6vWOxHgK5YGRKI6woQxrlMy8dYGRbGXnM7nUissKuLBngwdSu/NA+4nhe3M60PWMhPm3CC47BNCx49zWFjuECo9k9JqyRV5CpXafSdq2NWYZj4Z2YbDo6UDEr+no5hrn2OFBJ6T+6ThjmVmH/TsilM0PZrVwdot1MRFFCrgH6hUfHz8tKgXEXwgUMsDZ8ulbp2uXO68d0vKn1g7RquK74hyg1pGXBctrZvZhe99j+CQZheU8fSBcV8ut76gGE2YVziXsw8ilt+4Ru07M2aAaUNvOYYOI/mHGdkX8xrdNMrehj9otXWwj/wq2pmG+FQGvmhVq33pspgQesKl2y5G0vpE+P/ABCx4C5rhfWf+YCF6QYa3Q4nYnZtV3MTCYg2h1nb2hywLiAAHdXPYFCvqa2opfQsOEo4j/vFditDlt9ih/8AaI6KPy0BEYpoGHGBgz6G9qZaGW98IfCzurb820qdxg7PRrob5uBs1rH8WSukdMxy6aXFDq4Q8amXEZiesw2wyK6zsrW8+aPnI15bML3vsfwSe6ftMM+sZeOaWxAHWUMRP3mHkUtv3CZuyaPiNhtovHTiIWVmQcg0wyf0iabLGGn7TEA/SYHysnUiP2jXVQt2u/XyxsNcRqU1oYzrVjnCrBd16RsQjwHj8IFsNSgEVLXDUHoIy8xU9r/+sXJeJfJY2cEeLcRLZgPWAPWJ7vCHEwUK8NZiKXW63XxiYjqVQEHNUCo9k9IVDeXjMTOxbdvMcLiMB0Mw2CJmoG8vd0hZzQEcrivlvTWK1gmtfWFGDWOUOVVrhcVmqyL0hYs+puJ2bVdws5s5oVL6jpEYsmhuZXFiHs1q4+Y7jQiBgQesZ1K0ecRTwFTDyKW37hCGUjxcdmF732P4CzA1Gjr8OcT3T9onZrdXH7QVcZUFkxGKaBhxirT2TF8GbN1jDya1zhbPm0rdB2jVcLK3h4ndMMnDfzDhsyu1H0gNB16iO2EAh03CZXawF2FXFgwDBtPDwMwxm8V3bfGYz2hOkKsF3Xpt9p9DOsCoLOaHtPB9YVzZtbjsE0LHjFwtA9DeYrsVocoWdLJ6wKr9BoZSup9DNdjhcRgOhmHieZia8XxmKD4WABBX1ih8Rsut23SMi1Z5zQBvQwq4o5oX7Sr6QWtnncw17RqzDS9njUN6iDssI1l/KsDaL0MNQdo1XMyGxLxFwxfOoilU1NS9zKe7he99j+A8JojUTKDalQpvlEfEA3HWuOk8/wBJWYV7svP9J5/pEb/xF0f0Rc+IdOQmVcQ771ErMK92J2ZurgVGKnMbo+kfDZjnvQdIrPoBM6YijTiDBhdmHrjc/u0DyIuWtKfdlZhXuy8/0nn+krMK92FXOnpMyGj8ZWYV7svP9JvB6iAHTQaVLz/Sef6Sswr3Zef6TRt/SEKRoNBUHahAvOp7RT0FwnE3VLzWfSef6TwU1blqoFxFQC/NW6Fu3zaV5TKvdwqXn+k8/wBIFw8MOv7QM/hblvnn+kq6A4VLz/Sef6Sswr3Zef6SsPfmvd0mrBfWU7gm+AMTsze+9JmxvOG03zUKb45J5/pKzCvdgddeuzBA/V9j+CT3T9tuJ7pifH/juNfGYJLZcordCga7N3XcLsWs8o/9OoGQWuu+J8f+Ng7RquHs2uoGy5taj+GqmIRhv5jw2l2LWeUCjcBW0BVJ8XCYmdSu7eIyKFoc4M3511gZEojrt02Bc6LrfiNTEYlcTTw5DxlFGFgiyOkDlk025mLbq0gRboc9iZSul74q5k0JP/EKtW+9I5UkHpD2uKay/maBabU0NJhg4j+YcYFRqGXlFZzZPfwve+x/BKV/TzP/AHhMx33R2FTuMDIlEdYLhTs7rrFbmLmZ1s+sGEmHYq98UPieEnXh3e0xMMnMeBn9rCy5OJEZFC0Ocw8axoNYw/1mVr33pGyEm997CzmgI2TE8N6abOuwKjUMvKZGsuBZOzM6+I9Z2WVvDygYcRcxCP0mFS7tatpfSIXRlHM6bAovwEgzL/UeAs2nGEImYc7gY6Are/dHC4jAdDMMn9I7mkDIaOaP2jXVbAqCzmmZ/DkI67LZFPqJSgAdJlYNuvSK4vXge7he99j+AswHMNd3WJrlOU6wrmza33bxcRlY8ovZm1qhMQD9JgBw3FnflgxM+fLwqBlrfWsKsF3XptC5sutxvFebpumbDS7GusVXFEd1kWrPOMMRFxNIrcxe1yVItjUOKrE/l1FbHABNqYFZWQcysw8Ls+S3cC5M2l74Hqr2s3a7zfliZCNOczf1Lka/lmTCYtlXbbEAdZSup9DtYsobKLowImAEzcu8Gy5tana1ly0tfvDh1ovHZlHiflG8GXL12YXvfY/5b7MV72ssbPLevK6mUA+JaB9d8TxnynT9tm8+sOIvDhGV6qr0g8UDKV3VrAjGzN59dh1gV7NTNhitK37N59YBg4gy1woxXc2TN59du8+s37N59YXYtZ5QLZoTzbB46rpMme9b3S2YKOs8GIG5zefWDELsMpvUy+1s1uUiJh4YZqaf1B8SeHiJhg4j+YcZvPrLJoCBMPFQtmvfCxZd3COwO5TAXOYcoyL4m0mJiMtUh4wI2WjKLfGFSTRFQOpaxzm8+uw2ZvPrsyuTV3pCviIJB1M/t6A7xsztiKM265mw3LXo3rswePi+x/yg7gBozakA8fpv7qe6ftsKlX0NQq4sGZkWj6wXspsRQepjZPFdVUQthsB1EN6DuoWw/DeuogCVl4VsXwZs3WFsuXWtif220YXptBViPFwmJnYtu3mOw8wW6m5B8Iqu9g9NgVBZzRu1GW6rXYyoLJhZ1oZeex2uqGkVXewemx1G8qYrOlAdZiAYj+Y8ZRgzMtca2FTuMBQ03xlLiKT723DBxH8w47AvZeY/q7mIBiP5jxnXYmQjTnCrVvvTZhe99j/lZcPIT10P/wDZ4qvp3E1FZTw9NjN2u835e6zIbBiKd4UbMPIpbfuEZcRgjZtzaSx3CpV7EDDiLi5ydOUyre+9Zhg4j+YcZ/cOW90zIbGy2YD1gGFkYVOzfzsNRFAwWsnj/wDMtcNQeg7gVGoZeUTFcZyTXKN4MuXrs3XFbDUI2beukIZ2Ph4mOoVNDUxAMR/MeMQ6k5R3d6H4xWdKA6ws5oCEImYc7itzF7A1v4T3crBt16QOt0efcwve+x/ytnLZUo195V33E90/bbmc0Ieza625ndAPjD2bXWzSMyJYPWIp3hRsTIBrzhZq31pCxxd5vyxV5CoGy5tamMQuTKvOBs5boTETwg8IVat96bAqCzmmJnUB9MpJiuxWhyit2u435e7bIp9RDgBVCKbFQML8YBOzTaWKanrAFUnxcJi2pW6qxtZey3GvNt1jItWec/usK/1gUcBXfznEy0OUVDjK1cplRrPptwve+x/y2VNL5TlDD+e4cprKt+vIRf7bHwnl0nsX+n8z2L/T+ZS4RsP0mMGwj4l4VFbEVhXCoGTCcg+n8wKuE2+9SJiZsMnduInsX+n8xz2T7uY/mexf6fzPYv8AT+YF7Jtx5fzB2n9O5rqP5mVMBwPUfzEPZPu5j+ZmfDcD4RUCYlZtd3IxsmFi68ysKvgOQeo/mFl/pmtTpr09Z7F/p/MvDAu+JB/4MHgvL+kTEvDca74AxLXw0nsX+n8z2L/T+YvaI1lb0mVEcn4RQyOOMDJhOQfT+YWf+mck/wCw/mUMFqGnD+Z7F/p/M9k+8cRz9Z7F/p/MQ9k+jDhCvZNuHL+Z7F/p/Mdc5Asip5Xh7PDc16TNlcZyT4qhY4ZOv5YWOE9D0/mZAjliTPYv9P5i/wBptT0/mFuxfQcxMzfCZThPof8Au+F+xbTmRHrC3Le+exf6fzPYv9P5hQYTeJG4j+Z7P6iFmwjurQiK3ZNqOFfzPYv9P5mFeGy+LjXI/wCXOFO6i3Ld3LI1ie6ftstmA9Z4GDeh2KyVVVrOxAQ5DXcy4b1prFZzZPcXODryjZAdOcCrW+9Y+cjXlsBVGPh4CKGUqRzjL2W415oi1dnWfozepjKj6c6n/wDp4fSFlZkHINMMn9ImdWANVRhZiu6tIrJVVWsGE+IMy3dA7aOIn7wMtb61hVgu69O49Ya5yDw4zVkngIfPzEzYyDwmhUyoKExCOVQH9IuMqPQHSIx3lRCp4ioG1bodhRro8pmUturXuUzqPUy1II6bcL3vsf8AKSimmrxD8vdQa+U8PSOVw2I6CYSKviFafCP2i1dbSxTU9e4zIlg9Yi1VDbTYig9TEIeq+Mbx5s3SOw3hTPafQTU25bzct0Ku1jLy2OwZsx1hXN4hxEwCCNF1uFHxcO836orOCbFaGoUVSAnM3scLiMB0MQsST12OwZNTe12CaFjxmVheszItH1jKj0B0mQrqF33s02DtFuplQUNhVxYMtVoy2w1J6iXuVRAqPZPTuLnB15RsgOnPZlZ6reKivhLmXLFVxRG3C977H/KzCiKz+Yqa613WytVbtIjHeVG1fBmzdYbXLXXftKu9EdIGG4w3oNrsN4Uws5smIp3hRBWolGeyT5YqYVDKTYAqM1C82+Pg65jRltxFTEGGwbwndrELYbAdRHYJoWPGLeML4U0HZa59+aFmrfWkBVGPh4CIGBB6wX3ddhzKLP5hvmZS26tZh5FLb9wjDEBXXjptKl9R02s6Ua5+sKsF3XpHUcRU4FliMeIuGti+PLl6RvHmzdIVKvoahYMmvAmIp4Cu5he99j/lYI5Frlrfpt0FmXl4WfSYl/qMvDIyy7FTDyMV37jG7V3OXdrLQkh61JlbCysGB5GYfuw1rXCXYqVMiMKy6ioMTMgDSp9uUuxUqOwZPNzn9ugp6y8+XSqrfP7Z7TnwqOcSgGqtZlYNuvSZ1mG7rxsa75eIm46DNCuHprrLsVKmmv2l2KlbLsVPEwB9ZasD6S7FStmbf95WxsQPh5WNjWVEyKWq7qYgxVORq36XLRaYjns7RgDfG4EHLQQp2d11iudMwErYcTthTG90rZdipWzBI/V9j+ApWPXNbXLLbwA2m+Egr4hf/EVGqxy7lHEQcwTAXbzbpmQ2J4lyrxNjSBe2U1ygODitlrhpPav80wyf0iYhGG/mPCUoAHTZrsBVGPh4CIGBB691fdifH/mKvDLAf1G+4wUX0qEsjDw8RsdQ+gY8JketF3xfdnjYLmbSzLVgfTZ42C+pngYHrv72vdZ2ZteUCjgKjMhoiFXaxl5d/C977H8Enun7d1mVdDu16TBUUCi63KzUTiflPSZO0c5tKzTygdSY/asMhXgZmUturXuitR3F8GbN1hfLl153tzuxFCLhpiqeXilsqs1cZSgAdNr/AA/4mFenLb4sMTMi0fWazC+MdeRvYnZrdXGGL4defe07prZiCr8MR8RWVQw1Ih7NrqFxWYcDFRgtHl3ML3vsfwSHKLynh6bEUqmprYArsPDwMQYjnNxgYbjF8GbN1hbLl1rZz2FS+o6dzM3h9ZS4ik9Dtzvfg5GHCVSPzam4q9lvNebY6jeVMRimgYcYz5bqBOzq+sdhvCmKrvYPSF2LWeUVRdDTbma99aRsgOnOWxAi5MUeHlrG8ebN02YgGI/mPGH+4tjhm2F2uhymVQ269e4FULuvWK7VZ5dzKwbdekzLe+tYFWt96x85GvKZGFqYQmBqvHPFbmL24XvfY/gQc2hie6ftsDBNR1g7RquWMVfjpGYYyfWIp4ComQjTnBhZLzNvuYgGI/mPGabHYMmpvYzIaIhV2sZeUcbzUwyOdbSjXR5QspJ4awMGfQ33CjHwnlFflCQDW7WEDBplNWFEDDiL7gXNl1uN482bpAqCzmj9otXXcxMQr4M2+4VdrGXlCl1cLZ82lbpRxE/fYyAIa6RMTFW2KjjHRHZVDGgDEY7yo2hs+XSt0K5s2t7MqNQKxA2IxHUwuxazygUcBW3C977H8AfEpPLLv6b5k8wyZL5c4h18p4+mxUAxNSBEyEac5oA3oZrlXoTL2Bgz6G5cxFGIazGA0W1rfGOXLl67MrCx1mZUCnpK3qw5wME1HWXPE4BPMwZTY53Dr9dijEYjlvmZDdaTM5oEw9mxNVzngbIOW+NmJYXegjf3SnHxj/8Asw0KbvDeaeFwdeDQsv5a3ymA0XhsrX95ZP12Vr+8vYVfydTMyLR9dla/vHzDebExM7XumJv83GEEAZAAKhJRSTzECjcI2UEnkPWNmUjw8RK1/eXsGZAa5wAUOg2Vr+8vZgj/AG+x/BJ7p+2xW7Xcb8veBViPFwhDOx8PEwnslJ9Jla996RshOvPYWO4RsmJ4b00nLaGRbGXnFVxRG1OzW6uFXFHNAq1vvWYxJ35aKnrCGdj4eJhS6uGlsc7n9nMzXxMfOtXXGFXFgzMi0fXZiEYb+Y8O9znjYL6meBg3odgZSu6tYQ1WTwniwhvh7NauYeRiu/cZiB2LVW/Yb0AlLiKT0MpnUeplqQR0idm1XcJfXXfsVey3mvNtwve+x/BJ4z5Tp+2xm5C4q9lvNebuhUFnNHb+o8Aaq4whcO+RvZiAfpMwycN/MOExPdMDYi5l5TML5d5fBmzdYWy5da2JkA15w9qPlEDDiL7qrxzRmo1l3x8utsaqIpVNTU0gXJm0vfA9Ve3EI/SYFsueFmP2i1dbFXst5rzR1Cpoamux/hFFmjvmGThv5hwmIBrYNRWdKA6wMi2MvOKriiJ41DeohbKAg3hRMqht16wMGfQ3twve+x/BJ7p+2wqeIqBgz6G9gvYFD6npsCrW+9YTjv8AKYnZtV3Czmzm2UYuSsOuSx8mJdmwwhDOx8PE9w1Fzk6co+EgBAY75ZgDMrnhTQ5MTL/rVxMNH0CDhFZzZO0XEyEac4Vat96RGKaBhxiMU0DDjNZmYturSBFuhz2m9B3AwZ9DcF/0+rtvzzTYzrVjnCrBd16bMULqaP8AxA2WmHBhFdqs8tpw81EwtnzaVuntU+bbhe99j+AFrkF6590ykUcvgHXn/wB3RNRWU8PTZhjMdbuuMRspy66/DYOfHYjFk0NzeL2HjBnCsRzE8ACjkBs3i9ms3i9u8XHC4jAdDEJN+ESyozHedZie4Ynx/wCJX1lsin1EoAAcABN4vZeIdCa3T+24JG/TbvF7d4vbzMAV2Hh4GEsxPi4xKym98zNW+tIGzNobE67Cr6qZaABuJidm1XcLObOaVioxddL/AOmImCAAbldofhCC5Ph4m502ez+o24N/q+x/BJ7p+3+LTYXq6gTs6vrMMHEfzDjscdq3mO4wFWI8XCYmdi27edpLIh/9sof4Qq1vvWPnI15dzSMihaHOIx4i9ukAV2Hh4GIWJJ6wdot1AmAcqkXzis5sma7QFUnxcIwxcAMf9uEzKgQHgIzdrvN+WDtFup4EA67czXvrSNkB057cL3vsfwSeA+U6/t3RfdN6DYyoLJmfEWqGmu0VqO6a7vXuplA1vfHzgacu5rCzpZPWBRuG03oO5bIp9RFGU0d2UTMl1fHuF2LWeUyISa5nu9YFzZdbjePNm6bcL3vsfwSe6ft/i597l/nTJWl742asxPD/AA8+6vjy5ekK3euyhiJ+/wDlwve+x/AWJYrwgs0Qa+U8PTZev7StgP2lbL1/aVDW+Xr+0rZev7Sp1l6/tK2Xr+229f2lbL4ekrZev7SppL1/aVsvX9pWy9f2lbLH/ErZev7Stl/aVFJTRWF6y9f2jKj0B0ilt9Dh0l6/tK2Xr+229f2lbME/7fY/gPCAh5qIN/Xrxie6ft3RfdN6DvCtR3TXd690X3de6b0He07lthqT1Epf/ju9e7he99j+CQZheU8fT/Fz73L8Tz/C4XvfY/gk90/b/Fp3tfwmnd072v8Anwve+x/AMRehr1l68b6Vvie6ft3RfdN6DuFGDWOUDDiLgrUd013evdF93Xum9B3tNoUK+pqLnB15Qsl7+OzM1760hbK+hqNkB05zr3cL3vsf895zXKZtC2fN68JVimFN/wB+MtsNSeonsk+WeyT5Z7JPlnsk+WeyT5Z7JPlnsk+WeyT5Z7JPlnsk+WeyT5Z7JPlnsk+WFlcIOQWAHDQ0N+WeyT5Z7JPlnsk+WeyT5Z7JPlnsk+WeyT5Z7JPlnsk+WeyT5Z7JPlnsk+WeyT5Z7JPlnsk+WeyT5Z7JPlnsk+WeyT5Z7JPlnsk+WeyT5Z7JPlnsk+WeyT5Z7JPlnsk+WeyT5Z7JPlnsk+WeyT5Z7JPlnsk+WeyT5YCcS6O7LFyVh1yWUwV9d5WeyT5ZShU13hYR2nHfljZ6xL5rPZJ8s9knyz2SfLPZJ8s9knyy1w1B6D8NoLMDCvJnaDdlLZe5Wlk0P+9ISK8AJb4dxgQOgnZ6Z731/wB5xW5i9qoosk0ekuhTC1/78YwarU1pt8O4CyctyzXZ2RCrgXQO0dTQlijlXM0G7KWy7dIB4bY6GuHOBgBl8N/HucLNVCRXgBLfDua1WtjiOsykDOar4/8AxLPMjawoBs2UD4QkV4AS3wg3ZS2XbkrSj9owoBs2UD4QkV4AS3w2oK0J3xtAfTnwE7PTPe+v+84rcxf4QqeIqZtf5mbX+NpFkXygGY6bjppBVgCtPTd3NWY8ukrXjfW9/cGIVGb0la8K6VulbdSa4jnDdkG9PXfDqSTvJ2jUgjcRBv8A5mbX+NpFkXygG7StOXKZtedddpU7jLztm/VBVgCtPTd3Dmsg8DwnmOa7zQKNw20CRrYMFWAK09N0za/xtLcxUoEjWwYKsAVp6btobkKmXOx9ZWvG+t7/AP0ymxFB6mWJZ2VLH/0WOSi/j/24DlxGzeIizp0gwzmO4XwI43Czk9RXGM6g2xKeg/8AmaK9KSargBVQDMxqh/MLKGz6mm+g/wCJWdvE2+qqV/8Adj//xAAsEAACAgEDAgYCAwEAAwAAAAABEQAhMUFRYRBxIIGh0fDxkcFAseEwUGCA/9oACAEBAAE/If8A2ImE62DhwdeQQLvUDoIByT0zkdVgiBD5n1ChSYwDIsHeqxCQDvcKDdYFWQ8IICkGgJN/SNGrRB+BCAUM9jg8PiKqdHky1sIEyYQVUEAGnjz4g+WER0G6wKsh0CgcAoonv+YbDEyBpAUhoF1Sf9XKWQ6EEBPEJgAjb8ed1CtoAo0iDM/kvYB4mmERUAoOvzx3em8HywiIclQEHFZW/lMGkCX5+xgEYtVR1x2gInBF50/ORKS20gpA4GoXHjHojSgPYpEKAbA0BNfuAAQEGwRr/wCGGRgkDBubb6jOlJKHA7DX9woFlgdheUt8S5UIWXwHAqqahaiDAf7BghFOgTqIVo4wQEUkslsgkgScj9xUcCcRoDTz8Ure025Ngeg5giMVW2w8h+4w0iIFqowDYkCMEgAAHAHSlKvp5SrfiEiIsR56avkwmxCLAGB5xT9wbhqj0EATlPzwWcl6wUk4gxSZlQeNRAXDUs7L3jHS9VF1Pw4pg87OtWlQVORRdEC/qIgHVEBGfPHDihijvQCHEQSQooSMCOm/HMLDAu1lfaAbghouclCoe/CLS2osfDAmBfHQ6eUxESGDQo8QU8ehlbxEHxuKZjBhe0TPqMByIITJ/UACsxcxgSKIKG4NraHAKNVDq/UnyhqsBB4BCDSAQJmaUfCmUQbIX7SqQLyIQonoISHWR8iMtFqbdf8AwZSBIoN9vWEiV4Y3ey12gk3FNOfN7UMJJQOeoe0SrLNrhknFNKCTcU0583tT5vandBUR1+b2oYSSgc9Q9oQBlEgF9PLmfN7UckUzU8Q6Tg0wg03BpjDJOKaUQDIiH9odJwaYdRJuKac7oKiPAgGREP7ddYIg00wiKgk3FNOfN7UKCwMHogGREP7QoLAwfD83tT5vanze1Pm9qfN7U+b2p83tT5vanze1Pm9qfN7U+b2odJwaYTWCINEqyza583tT5vahQWBg/wAJcGLVWAo00KVkwKINORXu67BxwsYvlEFefQ4BhCuatK44PBpiHc41YfqNYG/AaPeERmYlPuT7TiqXMdoe9Ms25l4TbAQQ5n3J9oKBgMgj2hMayJNb48p9yfaaGDCqNuHVcJA22UMYTYFBy63SNoGjEKPFEJmj5QQEWGga8ESiuVho9+0PamUb8zAkBiXvKNFYYa7KfF/3LFgWv9Z8X/cYGghj/qfF/wBwERQyW5AApIZJV/kqp21RmOtUcIAd4foMGiOj4KopS+Y0Eg255jA0EMf9RMeAaP8Ac+L/ALnxf9wgAAWSafWfF/3Ao5EwGMLA/JH6guvAxf8AUNRFkJP9TJIJ4GERmYlBC9DZiIBTKiohbwmHAZBgMSARUbV6T7k+0+5PtCSGYmVR2jSeOJjCmMeMQKORMAuvAxf9RMeAaP8Ac+L/ALgib4CkPcP8IuQItHRDEzZKBg9Ns1ddO0J/sIEtiSNXbHV6uApDqYzEmhB2emhWBAfXvAYVSyQfmeh6IskkJVpjICSPxCgkTZJG4QsiaL7wIqAEeUqlRmjJMe0DSQ7x5bZoceE4ZOWnEw+TCgERRBGo7BHv0KKUKB6GHIJoCCaJxAMjBf3hKIol+kfE5QBAylLCNWeTe2/eKVxBpaCBlKFEGphYibJM5PgNQKKPzMCBWZB/L/ccEStSfWBQCqOY8QdEWACEoOJFNhDMSZJ16x8pmLsT2ndBURKAbpt4VHIGApjnjo4UFgYPQBCAAWSdIOmbACTHQI94DDiMgQ/RYNXX1/8AhRBkhmCzTECACtyMWW2KHBqFjHdBdeRgv6gTNfuJgZShRBqYWImyTOTFhOGSgYqxoFFzCUlqt6PpQcSKbCIMaIyhUfE5QDB3Fi2aUHYZkvKiSKAAju/yAx4nAEH0GDVAYcRkCOnbqA/P8zaigqzwYDOAxDuOjBZAFd+8QLAALv2nGSUBv0aMGJEe3QthEc1DpEjDjDVMYNayCBFlNixQPxsEAcQzGgtUn36d/GxJe8Npnd7IHIGPRmfB5T1n+hNISxOCw1Y8HfmLGopTMHTFgkxMigJJNJREFoG6HuaFM0+oMtCYvHaEQmMl26FiZIlIwIUsB2SNtpaWF2hQCIogjXg9f/hXye8iTcU04VBAg0Y3gVMAKtvsYwWAIXftAyzCAHJq5gYmbJQMHotXUVBcAsIkHF7HmPGqECGh1nbxubftHq4CkOpn+NBr/MeriDQ6idkFZEFYIQG3MCvQ1svUQIFQgD8P9wIJA2CDvopIRJloK4x6ytf5wgSImUwGXhAyliiHUdCQDFsB3v8AuHLVQIJhAAygPwaQdMWCTE5ySgdoMBRZbNneDAAAom9EYAAAAKAGkxlrWLEshIMSq0PaF48FQgDByDcoBqk3cOaowHc/5CQAJBDscz55ZOIDCuWCB8xB6uEETJY44hNKGSNRP8ytD/JcIONKT3lpxMPkwJs1ltXzBcBmofWDoiwAQ62OZd21Xp4TReBQf6gxBFj+bhYibJM5PX1/+BCDAAAOB7NOWpr8sNhIgnAABCwDApaYzTbWDIkgAwpRFecDOomkNRf9woPmKDKUNDfocB4Wwe8DZZHFTHsGVXMtLC7Q54KQC8v3DrAFiNMj/YckCoknT5hkTImhiJj2DKrmWlhdoYuGAbg2VmHQwbnkEpb+ZICT5xVEDABITHsGVXMy70Sx+Y/c1ABEph1uAlmHXtY2J7oGyyOKmODCaUd9YPEE8j+OIO+AMD+YZchYBee7mayVSO3MAyswQcebfEx7BlVzPqT7wNlkcVBpkAEggWzuY8ktprd4KCFIr+xMO2CJbypSCEgFQiDR0z6xio6JLq4i4HseGYVBQF6kYO5Y3BUWsZJnSWlhdo5yITa/MzkDIkh3dOMFgCF37QNlkcVMewZVcy0sLtLNJ1+Jj2DKrmWlhdo5yITa/MIYCJGljzhYmbBSMGBssjipj2DKrmWlhdoGyyOKj3ATkh/ChkViD8v6jwnDJRxE63eMPSBdivWFFZAnyhAoVM2h1sLClg8ylKJgWPWVA2qIM+pPvAwZCMfmFiJskzkz4PKB6Kjoh9gaW35mD6DBqgLO1gGR37y4csTZ6Q360wL413gctCD2Ixb/AKsxGAgbGKfUygqSAI/uAZkIHLawu0yic2peUaMCBke02z1p6x4TlAprWgJztz05uNJJe8GSRdgF4Dn1I94VUu4e8e0LQAAh2jQZM5TGkBRCu0KDgLUJSH4bgmgUGUdvG5t+0PRNkBBgAEBBsEa9AgVCAPw/3FBRAit3+zXmqJ+oJNxTTndBUR0MbGkG+NYakUUf5iQg4MHfvNIai/7m+etLWWlhdugYmSBQMCFiJskzk9PX/wCFUdgElf4TFjZkfzBwhyl5ekdi+GsDo4IgAOFyL186TSEsTmNWAW1pqkUdXdwFKIiLY7w3AGxoA7QEqACF/wBzL6KEB+O0I1QZOO0Ea3ZgSbCu+/pMGYi1a/uHEJet2zDgE6iQshQDgCNSNwYvZv8AIAP7mqSvl42hthVqr89oQAJJAANagQIAhJOrjBZAFd+8CKgBHlCAyDgTDnIaUxPm9qd0FREIrAzZs6CIJ2qDC1TgAEBBsEaygG6beC9CF6gLQcQtbCZBPxwxCttiWlDiSDD81CQCrcOGJCiJB0PEwrU32ZjDgwCBN30oOJFNhAioAR5QopQMloZr9EBtd4dijACUeiGgAuQFjnvNRLI03GksBqm2fQp2mgxUFpCpkT6QQhCEk2SdYSKSIZX3RZReZ+Zcd8ZhaIABRuZgQNSCNtCdJphEH09f/hXye/SYVQkB32T6ke8DIWHkUYMAImkGVNkTSwi5QjzNyAsHJ/uHD8NPHQGIhZhLaoIxGyRPygHjGkMaZhxJlh+KlQx0IT4osJygUJgSC2h0hMtCQvHeA1kwAUTpmAAAACgBpKAbtt1DPEG+bwxASSkHFCEBAjJvuYUCBAQTu+jKC12qMLESQBnIhCAIIog6TCEkBqM5/MDL+SaCR6JCLgif6gJxyxrMADDLyJyX9QDoGrfFQgLjaA/SG+CNAK9uIoSt5Ou0BRbUV2YWpKAmhmcjwJfSg4kE2EAhgMRX2GIGUoAy0RguvAgX9wH6BEhl0e0PTNkhJg6IsAEOrRgxID36ZRKTUvOJCBkid+04zcO3JgziyEcCccQAFZGr6mkERbr6/wDwLSTcHf8AeMQQmxKDppwSj2UAUdGaswYcsGxWHKAbpN4baOD9hFzAA8BQlmVlKUf60lzu+YIjozJgCof9pq3CJz8xHjmHptHUy7SXpYmB4AJK9pvDuxg5C4lYvcw5CMAIURr+oWJmwUjBgLXLxGKSEbEOIBCLp0OwwGWxoXjvFXAVqcZqdbCEG2lBEbKEbls0UIIYHEwVkD9wGcBiHcQnoYbB2do6WviGLkiAoHrAKPtiu+0t1gQGq/2AAIDpbQBfAGmBe3nLU4mVGWyuqjrvzEwdsHuZfAhOIt3aBpLyGO3MVcBWpwAgFNQF+sEwAAGxuHGwQSgTqOkFQUNgJ9YjYEVCR/nSBDIPHf8A2WiQ0NY+OWyuqjrvzDtBGmvMw2iYu5tKAapN3CyFs3HvDDyVgHm85+OY3Y9YbniFjcHrCkwzIURY1844LkBYNkErbo8QsckZ7kmPxuGKJxFwVuTTHHMdOsCb2184Cyc1xDSO9QX8CCNgPIHxy0CAJh6Cw/O58nvL0+NRkGEQdGmamESk0Pz6PyYyWSU0wiKnCHtbFzSCIt0yGiy0vPprhEVFYPiyZhVxHuQXGYMRibCcvQaQAuSBHKOBmEX2qaQRFoZQVJAEf3AQxxQnFD8RauANBqZWIYSYvfymuEQcGg7UO/8AkUVC7lZHUabimhhF7Q/mcsci6tOvWMFkAV37+CqyDGq1hQUBkzSCINECQ1RPtLRam3UKCK9gERDWA4O94Nl7cN9oAXyGlX0LESQBnIm47RBZGkMiky3Z4PM7oKyZ2QVkQxp6p1F69oYcrC/v9T55YGYcCY4v+5pDUX/c/MTFmV+5SwOPdOyComACThIHJ8osYFBh+XHT1/8AhQRo0FkyUgA40Ub8946LsShvyhCSJyL7npjLWsWIQXAJH694AAAAKAGnUkRAKaDWFAgQEE7uFEIgVgGvaO3Ye5OMksHfoAA0HQIXlD/BcB9O0KmRPpB0PRFkAjCxCDEs587lAMyMSgEYBqv8z9TgJ+e8cwxotk9OckoHaVbgEFeNO8/BKyc1+5U2khP7dGjAgYHv1YLAELv2hQSBogncJlsbF47dQyIQ0FkSFZAVpECyBK7940YEDI9uoHdR/btBZaISCXUILAiIR2tOt/c0ijIN307R0AU0Gy+Z6bdYGkuciqabw4EgsMhjYRCOBLYNqebcZSS2lgNU2z6ev/wr5PeR0Vbu0OaoxHcf5D0RZJIQIJE0ABuYy1rFiA50Bxf4zK3yKFuSG4zBiEIQEkkJOtRmYA6MdAgERYIGoQAJJAANajMgUPczjJKA3mNxNhu11gOMgGAZgciQtGYDOAxDuJYVQA3xpBF2ESsc6wdE2CEGWinNs58ftNxI9CABrRA4EWE4ZKGjQlpgT6qmrnLdjvDzbMLT/YVRRI0ppBEGhjIShA1o5jLUsWYGJkgUDAieVsB6eFmYA6MTXCIqMBB0MU4Oio44XDdeRAv7mrDwFr8yj4iRC40YMSI9pzklA7RSuINLQRAMiIf2iQgZInftBJOLTU7oKyZaA6rABMDETYBHJgMtCYvHaEQmMl2mMtaxYhRSxQLQdPX/AOBAIQACyTpNMocFTPZjm58nvPOSWBtDCClBvD95ScSD5EQLIErv3g/DAAwrred/GxJe8pK/4CM1hqK/udkFRMcoFixIECAISTq+g03BpjCaRsf6Rdd6DvDo14GBuNemuEQcIiyzdz7QDwC0iHcJjgdAkq9fzAZwGIdx1+b2oLLwDD/UUrgKa0MtSuMN6zWEsSjBZAFd+8NcpICAxnGcGEy2Ni8dprBEWgBoATKPOPicoBlVkGNVr0DEyQKBgQDQgiRY6+yFIGABoB15hYcxYLKFyBC0Ziyy8j8xyuIpvQTbNVfTvAAuFsD9Zo0y1J9FlNixTSonibO0zAt0Eekscy7tqvSdkFRMMk4ppR4FdiDiQgZIHfvCGB6gMEeH1/8AgSkXth6OIXUGSE1W4KhiheomyQAJIAOze/SUahIMgsaSghim/tAAkgA7N79I5pE5aXKI7pmvlC48DkPaUahIMgsaTmLKI2j1MARon7gSTiBzOj/YU60z5GLwJAUCT+IJcbqoNvUQfIEUai+3AlVHC0p7UJRqEgyCxpKCGKb+0ACSADs3v0lGoSDILGkYSwsrwfnaHzUE0co1CQZBY0lBDFN/aPQAfI9Ym1SZADt5Sghim/tAAkgA7N79JRqEgyCxpKCGKb+0c3FkHtkw5MbM0xiZPUCJMfKhyQX3HqIdsDGw7YP6jQ2DNwAJIAOze/SZ6UsB/UDacgnv1muJQqFaEjAT0xKCGKb+0ACSADs3v0h8AQNUHkocAXihTzXaABJAB2b36QsE4DdMSghim/tAAkgA7N79JRqEgyCxpKCGKb+0f5rLB7v1L1Nyv8CFDtEHArjiESEjYtvaaYOF5NowFmJL/EACSADs3v0lGoSDILGkRUBYCfNoABJAAdnmCCAAEAGn8K+T36/htp87lC2ERzXUoBQgj8L9Q4Zcoz034hxSZALCtn4BdeRgv6hkkgiGDM+dy6dkFRM7oKiJrCUNQpsNat5+oUCBICDu+ouvIwX9RoGMDzXUopQoHoZnLUoeYTLQkLx3hOiKEHImkERbqWrAdx0EzvNK/wBjTwHk4fUKyKzADITKoMM6dQYcRkCH6LBq6A0WawziFWTKHUcOIVMifSCBiJIkjkTWolibG8HV4qFesKBAgIJ3cergKQ6mWnEyuT0tLC7eH1/+FDoZtas94KrAEkY6BBYERNIIi0sci6tOvWbZq66dpSKUmzg0nBNhMK1NtmUBYKimt6eEkzRZk3vD5IiSi75hMtCQvHeC2ly7lY84awUWXmIFHACA0NYDAV8fTXCIqboLHjTToLLwDD/XR6uApDqYoYRAAG/96IbNOYdf5HzTAoCMd4BmQgcIQEEEBGlRKQDEXeB/U4CGKvv0COBcPnEahgQ1UNotB4qfkplDphhvAxMkCgYEIQEkkJOteCqzDOr1jlcAaehnGSUBv0UrgKa0MVlDpU2qo1p+ej4nDAYOiLABCAx4nAETiQol5uvD6/8AwIBCAAWSdIRFIUE/RAJrBHgj3msJYl4CURRL9I/GsFYbbcR0g2DqqhAAkkAA1qBGIASKuYM5qN/1gUyJ9IYDOAxDuOukJYnHAlRRT+3MqGAZM+fClpxMPk9QWTRC9ehcgQtGYq3UWlouxKRSk2cdgj36DFBhEJ3AAstOEdz0EjkArsYbjMmIT44cPE1hrK/qb56m9YShQJ7dMInJofnKAbtt1L4pQG4/rvBwxqCRIHfqeiLJJCPicoB6AsWCO8qOkU2E1UmJbDt1BZNEL166wlDUt84G2z9IawaYck56GSBBvFVup28bm37dPX/+su3EH9CXrBkrB6KbOGvcaEMWRD0MMXO2hRWwhBkhmCzTEARNkv0jKLgtDMVoTrYLIgyMQmMCFCCpMqzAZwGYdzBSAPGBcZRcFoZioWe0IRLHDFCK7SBbRMcqdli/igCJsl+kZRcFoZhEbLqGYai/oBqoyi4LQzFQs9oAibJfpGUXBaGYrTTQAQBE2S/SMouC0MwXXkYL+oMYQAAfAUoTUrVneKhZ7Ri+/dle0fgTXBNq9IoxxYAGGCiBoCCq4jKLgtDMTwBhL+pYcewhDXu2Gddu8LUFwoefnnCgQICCd3GUXBaGYQwoLeO8rTwBHbRQPk1BtbHtCBgTB3UUh8qA/NRmJNSDsQS+iYG86doOyzgYr/IgIJGzMCABRAcw3XgYL+oyi4LQzFQs9oAG4CaCxUZRcFoZioWe00iYpVKF55ID7hwRU3Ht+/zAETZL9IYgYmVlAA4EMK42E2p6wBE2S/SChElMjr/1tYOQdCZeoxqNfD8nv0tGDEgPea4RBw6bgmxljkXVp169D0TZAQYQUDYyuxAxM2SgYMyGiy0vPwhhINiU4O0BHB07+NiS95pCUN9BzlOc1Y6lFKBktDMZalizHFBtB7qoQQDmoKvWWHEwmx6KVwFNaGHLg+XR26UnEg+RHq4g0Oo6Z4SEmr09ZYcTCbHoEVgAPKWHEymxgQIAAAOrgCABBog6zVh5C1+OgQWBEQcwGCffH7J0GPUoECAgnd9LuBYd1pt4AgQAAAdXDReBQf66UA3bbqFTIn0g6ev/APWIEGWQXnko6s/3K/caPAFLTGaba9MInJofn1JRFEv06UnEiuBAioAR5dMZa1ixLWwMbA3gAEBBsEa+AAOREIe8AzIQOUA3TbwqOQMBQIEBBO7hkM4Df47wyTiml0WE4ZKGiPYnN+RgqlgABRz+okNADVA6JsEIPUlEUS/SPVwFIdTHrGK9x9p28bm37dBBMFZoiUtgQ2DtAyliiHURIQcGDv3gQIAAAOrhRdq5NeEAiFNAV+ksOJlNjNcIiotB4qfkpSKUmz6CY0BDIR128IMeJwBB9Bg1eD1//rCZ2mQuFP10MOwatE7aeD5PfrEm4ppzugqIhbCI5roPF4p2/U7oKiOjMwB0YlBxIpsIEVACPLpYDdpsoFMCPSCEBrMS/wBS0Wpt1NYShqHNBGIIfQ+0qBtUQYXoGdGB8qFTIn0g6KVwFNaGBrZSecQmWxsXjtMolJqXn4C2ERzUfE4YDDgWUgtP9hQyLx2/3oWrAdx1YDIyX94UUoUD0MfE5Hz1yic2peXUNWB7CFyBC0Zj7A09vzEAzIQPoGyyOK8IhCCstt7zLMAu2rwHDpODTDr6/wD9a44YIxa1PbjwFBc0uR9g+kTSOE2vlPtZfayEJwLYBAkbwgyVBi0PPMPf4OA4I1mmJRkHOI8onmExLMNBT35E+1kiEjLNFcNPtZfayIKWSJvS/acMNVAjF4tMhkJiWLK5aCEXinb9wlIGBD5h4gbBV7Dzh6iUIgWqxAapl8p9rJES7CQ9RXOfqHwyxBAUSABR5g/LkIB0Z9rL7WRUaNUEX5w+Dwap+4a+5CsIjQ7zTEoyzRaMKtikUcAVrwn2sgQqrvYbR9rIk1kZ7wEpYIm9v9J9rIILBAGPOfUj3nJDYfuDAkkGL8LvDY0I1A9TAQ4GS5B6QACxZ1O0+1kA9Os7Sa8kIqyN+7DrtBsNoSmicaBa6uYbieA9CYwME2vjfE+1l9rJKkgB8H7T5vehEwHzgOYQByAslj7WQesFl6I/9VAgVBb7FZFYW+/gGqjn+958nv0rCcMlHlNmxdDkZhsZMMmQYg7+ANCBUQN/FLTiZXJ8FgN0m0oBq03hUwI9IZYDVNs+gZSgZDqY6YFAtZlE5tS8pjEAj019J8li+5miFbCRhAZIDsNjPnt6w3GYMQhCAkkhJ1qD4IAAVneEzgcw7iHIzDYyY0MwYDJ46lAIiiCNQKZE+kMBnAYh3HgZPQFH5ogSGqJ9oKd20pefMssJWCNBzDJuLTcIsXk5r9ww5WF/X7lBxIJsIUVkCfKAZkYlMQLZIPpAWTRC9YfoMmqEx4nIHV0CPePicoAg6YsEmOvr/wD1maAkTPAJAWReENd/CAo6M1ZgsTJEpGBDOjZKl5pxklg79C2ERzUYDIyX9/BQcSKbCN4CCwN9ep6JsgIMGARYggWanbxsSfvCiogD5T5valgwgEGGxcxauIpBqIGyyOKlsRgyE/xKwNd3EZDMIzbAmS/GsMe0rGYFBeR3mColgt8dAxMkCgYELETZJnJhbCI5qJCDgyd+3VgsgCu/eCoQADb/AFDpuCbGUHEgmwlQ7B1saLozMAdGOnZBWRDJuLTfTXCIOHoxWGCceZh6ZskJMI4loAwBNIIg3QNlkcV0sBuk2lANWm/QkHLUT6x4xFFgb7y04mHyevr/AP1rdACOEZ1DR9d/CMFhVFMAmFFZAny69/GxJe8K2JhcwPt11giDQoLAwZkNFlpefUoqIA+U1wiKgRUAI8pkNFFt+cAQAINEHWfQoSE0DI17TXghS0hL2NcYFj8YliVd2sZh1ChHsgYmbJQMGMFkAV37yqIoB35T3HcdlvApgR6QQMpQMh1MDETYBHJljkXVp16+GqyDGq16C4DIAeqEx4nIExlrWLEtEMm1EL6oBkRD+3U7ulqY0GAzgMQ7iEQmcH2n+uxY/wBhEJjJdpY5l3bVenTv43Nr2nbxsSfvGjBiQHvB/mYIdADaEQmMl28Hr/8A1hovcUFvPU69TAztAaiEsivwGo3em8IGBFl94HlAoIJSvcJF0XiZy1qHibX3Vy9+0OMFAXH9xEYM2oAJIBBVHiELEggu0X6irKNEc1RhFZGQZ7SvcJF0XiIjBm1LeXCHf9QbSzUrVbREYM2oMdiM6uEr3CRdF4iIwZtRfuSKZh3tEdieoFwITeEE3dnmHwB6Mf7ICq00IOfcQGPE4AgE1GkciLESKA07QAFBMGOGdOIIkBgbv4pXuEi6LxERgzaitaiK4O/msr3CRdF4iIwZtQASQCCqPEr3CRdF4hMAs0Ig97iwnDJyvcJF0XiIjBm1ABJAIKo8QgUQBwiOyIjBm1ABJAIKo8S+gYS1NaREYM2ocGpktYzBBpTsGSXpFhbwNfFABJAIKo8R3YudHQawVoFkaCbZq66doBMcWd9IiMGbUAEkAgqjxFekmmzWsIgNZBPz8wASQCCqPEr3CRdF4iIwZtQASQCCqPEEUAgsCNf4ExEZoQA2swyRQNi/2XmoCmoMnRP3C5Ex6M+B06MA4ESBYgCX+IZJxTSiZWo1N8w0R9ZWWdhCiJlY2Zn2KEICSSEnWoUCBICDu4OiLABDoyMCdUOgZSgZDqYGImwCOT0DZZHFdfSf7M+dyhzVGA7n/IIc7C/r9eAy4qoxNwMpYMg1HRAsAAu/aFQFYgs4npP9mOQohUDwIsJwyfRZbYocPDpyFAfEGrA9h4W9i0gVKAZkIHKTiRXIi1cRSDUdLSwu3h9f/hXye/hiwlIpD+BCqLAFwNu0F86M2PpAoNQCtwdBF2K9JXOgTcLB1HEJjxOQPDkNFFt+fg7+NiS95bzCuAdcE2UQAoroUwElmFiIYNC/9g6IsAEOvzuEFJytCU8/muuuElkgInzEOm4JsZVZBjVaz4PKANl+qH+dOcksDaCGsRPBDUeKqzDOr18NjmXdtV6dMqpJBO1UdpQJGs7oKiId1ColGw6gMtjQvHfwev8A8KKNOw8mCnRIQMkDv36BlKFEGph867EEqzCgsDBnfxsSXvNIShvoSIgFNBr0QDIiH9vAWaA1cVB0zYASetgugIbI4hAWW3CGwmESm0Py6BFYADyiBZAld+8sRTqmypvmrvp2hRUQB8pYcTCbGC68jBf1BjxADdh1ChkDBQDVpvAMAJVkD+5uB3yefE7eNiT9+gQIAAAOriAeEH26D6LJqhMOIwB1BYsEd4TOBxDuYHIGPRnqCyaIXrAY8TgCFQwAgKmBHpDLAaptnCQvIuOY4najbzlIpSbPr6//AAaggWIi8ZPbnE+T36UAyMF/edkFRMXg7v2gD8BWRoC0EIhMZLtKAbtt1PTpiaECBAAAB1cZmAOjHRIQcGTv26UnEiuRFq4ikGolGAASqwWYZYsbc1++p+gyaoZ7EINlRowIGR7eAJ4COWZX7BX21lqdcDn44TgQ8iQDMhA4WwiOa66Qlic7eNiT94pXAU1oZxklg7+BY1ho1MWriKQaibZ609ZrDUV/cKARFEEa6CGGBJbPeJtwAhz+4HnYRQuFFZAny6BssjippDUX/c1hLEug0a8KA3OsLEzYKRgwXXkYL+oBmQgfX1/+BBzVrgOb8IkNEDRS/UF5iEOOzNUYAROb5lF0BPu5QDdtuorcp7kEBzkoWz+IqWrmAInN8xowIGR7RUtXMFcKYFaQaeIjg758paGje39QBE5vmaYnRNqUpRMFAVc7xLC3iAZGC/vFS1cw7F+KfYDg7XMBgESKI0Y0/HwwBE5vmAoJ5CVHTjyD0jK0Gpv4IN1LX5MwQNVo90LwUyg2hvFo46G+HlKzQAbXS1LEvItf5CXw0MdxCYaCHLccwBE5vmKuALU4FChpo1EAROb5irgC1OKlq5gCJzfMuDS+DmHTcE2MAROb5irgC1OUgOuyCTCLy04z7RlEkiFmaMDLRF8fniZM6FkawEgI7QK0NM2aQ5hwQNFsRVwBanFS1cwBE5vmAMJAEGa5h8NIKqHNQBE5vmKuALU4qWrmAInN8wUjrUX/AAr5PfpyiUmpefUlEUS/TqUUoGS0MDKWKIdRCG57FmBRwAgsBq226FBQGTN0FjxppCYEgtodOq1cAaDUy04mHyYCyaIXr05ySwNo5XEU3oIVMCPSGLJBggMpYoh1E2z1p6wALjSA/WAEdYAGITbwqHea4RBw6bgmx6FAgSAg7uEoUCe3hJEQCmg1iy2xQ48ps2LoDOAzDuY3e49nxwWSIbPBPmJ3QVkzOWtQ8TChBnv7dCIBcgcd4OmbACTHxOUAQdMWCTE5ySgdoXEm4oAqHv0wiU2h+XX1/wDhRBkhmCzTHSkW5N1MIlNofl0LYRHNdVK4CmtDAoMAWrO0QFIwXPlLoQAJJAANagQIAhJOrnw20WIW0bqJjQswr8IbLI4qd/GxJe80hKG+lgN2mygbN6f7GAZkIH4C2ERzUGaswHYf7NeCFKbE9VUO4kIGSB37wtWA7iaw1lf1N89TevUhAQQQEaVNS9T3Zxklg79MIlNoflEhBwYO/eBqwPYdBEhAKYcWIOYGIDRowIEAQknVxVRDBjSWHEymxi1cAaDUy04mHyYspsWKBbuASShCYcRgCNGBAyPbr6//AAr5PfpAzIxKNGBAyPbpY5F1adevRgMiAf26FTAj0hgQQALBwbtic5JQO0UriDS0HQBAAg0QdZuJHqQrYhU5IgZSxRDqPBY5l3bVekoBum3liqob2/UAQgAFknSC+RpZ6GKgGjoPXvFDtAXkfqWnEyuT1sci6tOvWUA3bbqFTIn0giBZAld+8QLIErv3lVkGNVrAYcRkCH6LBq65DRZaXn4GjAgZHtAJrhuplVmGdXr0DkSFozAZwGIdx0C+EEgXeiF+dgEDiByBj0Z61kWvyNJrDUV/c+hdfX/4EISlUyFEco7rvjWAQ4s5hNBoqPAwKWmM021gbLI4qDEJAchhDgSAhShaBssjioVDRoyrnWWlhdokIGSJ37THsGVXMtLC7QoC8gGZvUw0cqUWrULgbLI4qY9gyq5lpYXaODo8DUTHsGVXMtLC7QNlkcVMewZVcwMTJAoGBDdoSPXAhgnjNiHenGyBbPE+dymODCaU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Jr/Z9/Zn8fa99nv7Ufj7PvsZ+/8ARr/x/s+/sz+Pte+z39qPx9n32M/f+gDIPK/8fJmI4xMa4UwI8NY38JZHKVdW1kzGvCJieBzEBw1jdwGYmMmYHjrG/CmBHhrG/hEwXApiI4axu4BMSGMZCxVdW1j7YINDRcGPcKA69WyvZCxmsb+AzBDjP3++wd64Xrg10wPITk10znITnITkV0xnIThV0yPITnITnTp3chOchOTVVylfHwDJrpnOQnOQnIrpjOQnCrpkeQnOQnOnTu5Cc5CciumM5Ccmumc5Cc5Cc6dO7kJwq6ZHkJzkJzp07uQnOQnIrpjOQnJrpnOQnOQnOnTu5Cc5CcGumB5CcZVUYq+PgGPoi001FrDkJx9QGh9O/wAK9IFZ06d3ITnITg10wPITnJXBf0DLYCymewjmGc6cWUzxZMwPNLAZJFwLWBlxbOZO/hM6RzimZcW3jzig+aeqy3DwY3acu0lZFJcGzIhzDjAZJFwOdoCwiyHSUceo88w9VlvXw5pZLi28yd/CDLmQwyiHSUcCOYZLCGeYeqy3r+8Q7hEdo8dv+cJGBEdo8DDdPLjeC4DiUbo5I4K4EuExrEIAY5I9kqic5XgYgR4EuCLkjgDt4kO7OXG8FwHEh3DyBnOXG/jyoyUjI8eVG3kjgrgS4QOk8kdnLjfw2/5wnQJSMj/6uHKmc14axxidY/8AiJgpGd3O/wBs4vcCthryOZMf7dmhwACe7/8AWP8A/8QAFBEBAAAAAAAAAAAAAAAAAAAAoP/aAAgBAwEBPwEWH//EAB0RAAEFAQADAAAAAAAAAAAAAAEAElKx0UERcJD/2gAIAQIBAT8B96geepgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleJgleIgDv2d//8QAQRAAAQMBBQQHBwMCBQQDAQAAAQACESEDEBIxUSAiQWETMjNxcpGhMEBSgZKiwSM0QgRiFLHR4fBQYIDxQ2Nzgv/aAAgBAQAGPwL/ALjBdxMKRPzEIDiTAQDpl2UCUZJEZ0NFx+YXHy2an5IvJgDOimo7wQpaUQxwMZwi/Fujig2d48LuPlcMRiVjxgDKqBnMSEN8VRxHJBuMSVL3ALosW/ot8wsE712Cd5Ph4ODOEQXjdElYgaTHzToeDhzhYwRh1WPHuzhlY53YmVjxUWEGsT/0ezOBxa0HqldI2yMR/J014FWOJshrPJyLyx+HDAwuj8p/6Y3rSO5uqc4Nj9Qbo4tCZhYLMMYcNZhxWCOuW4hpzTZYXSXF7MSNm2MENL6zlwTcL8IGYjNAmMO7mc9R/krMNaSBEwe//VWTgxxa0klpdJX6oFeCdENJcXYPwmWcg8o6qxHIPc7vlOfh/lOegorOG9nZkjxFF2AkhoAGLPVf1Df5YW4O5OGEFz7SfAEHxUWgMcgmWBaXWYq7Dx5JroqcWLlIVmxzSbOziCIqdVZENFHSXI9HZHCcWNuPrKG0Zgwd1ViOQe53fKLi/c+GES6MIc498qHNwgvLyNNArf8ATo8gBrdNUel4kujmf+eqBwwelx4NF0ZAfAy1Vm3AS8NMEOjCVaywC1dEmetCkfyL6aSFjFWMZ0YPxf8AgYMRiTCwzVbpXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehXaehR6N0x7iynGp/58kRkd4h3PgnEgtmAADEBBwcyoldZi6zFicW5xROwEU1XXs/NdZiLHRI0XSy2MOJBjYk6qMdn5rrMXWYusxdZi69n5rrMXWYusxdZikvs/NdZi6zEWOiRonYCKarrMVH2fmusxdZiwujKaIMbEnVRjs/NdZl3WYusxRjs/NdZiL3FsDRBo4mF1mINHEwm4yK6LE0tziq6zF1mLrMUh9n5puMiuixNLc4qusxdZi69n5rrMXWYusxdZijHZ+a6zF1mJ3SHP4XELN/1lWcF1XcXE8D7i52glWdl0ejZlWgFo/rHjcG4sNZTmMtD8qKwONwNazmujdJ3pklPa9oceEhFgpIhODXGWmJHs9b99gPNHo2xKBa4je4K0xuLsszeHY8NIyWDoQ5zCRjTXREibmu6XIz1U3cxYuaduYcPO4BrSd7grWzfZ9cceCs7XpNHRF7d/Dh5JzG2jhB4HYwvdhdpCY4PgdytQHTQmcuCYHWjiOZ9pZeL8H3EtkidFZ2sumjrw3BipOabaOs211qnMoGmlLulJEOb7VrYZUxleC2JJ4p+MCml1di0tZdNXKzsSG4YhSVDbRpPIpuMmmidgJrreXuLpOiNmy0eGtAAryTHOzVEXPMALCx0nu2C8OZVMaeAj21l4vwfcrPwi4vdMDRf/ICG8kGNmBqjC7P1KDRkLnlpIPJMDrRxHM7DnMMEKbZxc3kg4cRN0G0Z53YsMRxxFYbEluEkGiLnmTiTOjbMSnY2w4m6mwGlmIPnjCs4+JPaMy0prnsgDnfzvxPbJ70GsEAKqILg2dViEWkjgsURWLxFRsmNnmgWscd3gEwOBB532Xi/B9wJZDnNnv7k7oiIoJzk6qzqMhwuczFE8liFpNIyuMrMTfmJXK7MTc+zkYNCAsTLSDAxAMyomtnqiLnnBMnVODRPKOacXWbhu6IuNrmZ6q3AGjQC7MTdVZib2MeCSBMgwiWsadMVYuzE3get+YlWhFm/rHgtUGgiZlb9oB3VW++hdnC/TeCRnS6qzE35iVyuzE3x635ibrPx/g+5MfEw0ItwYaTnsPeIpki1wblNLh0jolYw8YZiTRbj2u1jY3A0PnMojo3GNArMH4RsUXRtpImeKIc9x3eJuAa9w3eBTC4knmq7GJxdlFFVs/PYBaxx3eATARGdCOewxpayphURaWsqITC6zcBzCDWxnNU/GRXS6t5e6YGiwtDsprsvaGsoYT93DEbNl4vwfcd0Anmg19qAwgQI4LEy2g+FfuPsC/cfYE8/wCIyHwqHPcRzcsTLaD4U53+IyE9QJrHEE8JWEQ7enCE4N3TkV+4+wL9x9gRc/8AqYA/sWFn9XJ//NN6T+rjTcR6P+qmP/rTW48zGQTm9K4xoYTD/iMx8KdZut3/ACYE20dbTI+FBrLeAP7F+4+wINFs+pjswv3H2BU/qftX7j7Av3H2BN/VxYv7Qi7psNY6oX7mvhRf08x/aEW9LhpPVC/cfYF+4+wL9zXwr9x9gX7j7Av3H2BBwtaj+1V/qftXaeiLj/UZCeoEGNt3SdbML9x9gX7j7AhH9TI8K/cfYF+4+wJ2660/uDUHttMDiPhRj+p+1fuPsC/cfYF+4+wIuNrU/wBqIs7eJz3V+4+wL9x9gQkydbrLxfg+5WfhG2WnIoOYyCOd0mzzrM3uY2JOqLnFuUUTMEUnNPxkV0QcGVHO99u55A0DULJuLdbxTmsfAHJMccy0JrulyM9VOcwwQi17pGHRPcOAlDpcIZxICHSNmFhYICtIkQ3NCytLR+E81iaXZRW+WzJyKLXukYdNpzdRCD+kmOV+nsmNLWVMbNl4vwfcCDGEf6T/AMCPSDIA0Cs88gMlCI6Rsjmpr5KEVNfJRdNfJQbVnndNfJQrQizf1jwQP4UXTXyUJ1nMc4XSYy6RHVW9ZtJPHCoHBOc2zeQY/jyVmx7f4ihCeLPC3uYE3HXE0SjhLY4Z3TXyvmvkouaMWETPVR3sRPK6a+ShUU18lFznjgJyTWODYOi5qa+Si6a+V818lFweGaRmoTmNDYGqY48QMlCs/H+D7hWS2u6jUknMlWfhFz3BlC48bzFwLXEb3BMIaTDhN1o7DSS7PggxodJ12LObNw3hw2TNBcOkdErEwyL7R+FpdBqRKYwu3dI2Oae0NZQxdaAfCVZk2b+sOC53BzDBxJ/SOmIursFpyKDmMgjmhFQi55gBYWOk919pFm47x4bDmk744IM6OJ/uu6XowXExWU5pAAZERdZeL8H3EviYVnY4OETOwC1jju8AmhzS0jVQLRnnsOZ8QzQf0kxy2izo5jmrMG0f1hxWCz3cPqnOfvEG5mAimqY2MVSd2uiIc0je43F1pRvGV+kG4ho2NgFlK5q1dajEbi0vqOWxDmg963GhvcNkNwYqTmg+Im7ROY2JOqLnFuUUugWjPPZc9pbB1TX72ID5XYXiQj0bYm6y8X4PuJY6YOis7YF2KJ2mOLKBw4otLX0MINY6Bh0TXPMkprQHVpknltm4jkEwOBB57FoR8JQbaONeKDGzA1Re4uk6LCyAnlpIPJEOe47vE7Dml7WzxNEXdJZupG6Z2N8Bw0IW40N7hc7FaMGIzxWJhkbVL8Ti7KKIMbMDVOcwwQi17pGHTYY4soHDjtANe4bvAphcSTz2LLxfg+4BmE14qk6/JWfhGyYue82sSZyTTgs7afRS1gYAYgJp6XIzEbIm5nRuiZRc8ycV1o0PpJGVznngmt6LMx1rwLLe3tU/pGxMX9p6Bc7i45BN6O1blFZRa6M5ouaLjkEGsfJPK4NwYqTmnS3Bhjjsw4AjmgbNrRTMbLQX0c4TROcwwQi17pGHS9xJyFUGsfJPLYsvF+D7haSesMI5JxtADi4Zqz3RkCpuNmWO3TGSlGkflRAhPAG9hICHStIZxIIWASRM1WXzuiBCs8DS7PIIhzSN7igMNP8AJSt5jT3hQGgDuUonomk9yiBCLRGLUoOtHClRhWEvsxHCUHCDzWUI2TWMwtiKJjyBJbd2TPpWXzuYxsBpmkJtqCIa64Nw0TgIktITXuLYGiiBCxOLsoojgxHFqogQoe6HDksTf5VUQIUqYiVECE5wo4cfmmgvcZzryUQIXZNEckQWgzmqWbR8lNzrMAdWmia9xbA0uiBClWfj/B9ys/CEzo3RMoueZOJOd0uZnq7UOtGg8ypaQW3yVDbRpPI7WAMmRMyg+Im97gyhceKY05hoTMOEzOada2tmMUxSUGjIbLOjbMSi14g4rrPA0uzyCIc0je43gtY47vAJgIg8xzuNqXta06yg1jpwAA3B2HFWE6WxhutCLN/WPDYwvdB7kHMMg3BofU8tqy8X4PuMV+RTM+qOK32h3eFDWgd13aegRjYc5jJB5pjX0eJpPO4vdMDRWlnZtdiwHNMNrhZ3uC6UmW8jmgxodJ1uLS+o5XY3uIgIMbMDXYBaxx3eAX6rDRx5LCwQNjns89h7hwEprH4QDpcGtjOap+Miul2F05zRE2ZJxK0Is39Y8Ngwg5pblFVZsc0ONcii7DhrCFs8tLWEEwiGh0xxWJ05xRYWh2U1vsvF+D7hhkToqEGFZ+EbHZM+n2BZMSi7HipGSDmNkYdULF26f8qoP6SY5XPcHMqZVoBaP6x4rXaeRLT/ALohz3Hd4n2UOe0d5UtcD3XFpyKNsyzq3mi3BhpOexDntHeUHDjc8ts3EcgrMH4RsNc8EwYoYT2taRBmplFkxKLsU00Qbiw1lF2PFSMr7Lxfg+1noxHiqpFz8PWlxqPJY7LdyYJHBdETRopfme9G0bw4IMdhgrM96LQcOEkbqJc4ne4rM96BNo8wcsSFplPBZnvvG9ficTRYW4hA4o1WZ778z33VMrM99+Z702mIHgi+Iqsz33jeQcxsjDqrMmzf1hwWZ77nMJMFYmOdN7Gl9C4cEHMbIw6prX56LM99+Z71ncGPJpxRwOdXW7rX5nvus/H+D7UHIAUc6pAPH0z2MLxITHtbvFtdgteJBWJjd4c7i4sqeaeGgk8kS5jhu8QgXuIMcEGNmBqnO0EoM6OJ53CbyyYlF2PFSMkZoNqiLS+o5XF7pgaKzBtH9YcUMTjI0KY2yD3VJ10RDmkb3G/nfaEfCVxc4/NWYdSgvgWjPNSLNnlc0WYLq8Kq0xtLcsxsGLrQD4SmF1m4DmLi1wfIQcOInYsvF+D7VzbPATzof91vRPK/dIB5pkkdUe0LTxEIPaXSNVLiAOahjg7uOzrsBzDBxJ/SOmIXaegXSYmb9bi175B5LcfUtzhNc+p19qxxZQOHG/RBrHQMOia55kna33BveVLXA9yc/HE8k1ugjYsvF+D7V2Muwsgx+VEzsWfhG32r/qRFrjcZQcOInZc1gklYntgQmYAK6p+MCml9F2X3XuLmh2ETBQYywDMWirZWf0qAgGtJ3uCf0tlpGJqlzGnvCgABugHsqbRa4OkUMBS5jT3hQ0ADltM6NsxKLXiDi2rLxfg+1ktMN6pwhw/1vLrSQysCmicDvwBlrorPdOQvyPdc7vWR7rnPx4Z5JgrQAIdye8Co1Ra5oy4XtmZ0lDpGzHNOwNwzzWR7rjNBqg/9QycpCduYY53QbR/mg9uOiMarI91+R7l8rsj3INwYqTmg/DhlDOdJvyPddWlU3C5zd3KUwuk51+d2R7ri4WtCZFJWR7kOkMSiWVAMLI9ytC3MAnuTWvfIPJNDDhlsxCY51SZqsL2u+SxtmvC/I911n4/wfa4w05QXaZXmmaorPwi5nRuiZRc8ycW1DrRoPMoRUHii14kFYmNg9+21vRZmOstVhdOc0TsBNddp7hmGlMaX0Lhw2cTi7KKIMbMDW54baOA5FWZPwj2FmDaP6w4rS5hYCY0RLmOG7xFxBFP81LbNoPIKXMae8KGgAckHY8NIyQs844pzeiyMdbYsvF+D7UljTDo3h/HYmvyCZn1RwVngaXZ5BEWtn/L+QTzZgNgE0CY0voXDhsucxkg81Zg8G12g1joGHRFzzJxXBwc+hlUue0NZQxsVui1PW5LHZMZQ54bx0jolYmGQi48BKDGh0nVPaGsoYTXuiTpsF4Ewi3BhpOeyOke0eilrge72LrSJjgoLXjGSet/tsWXi/B9q5wgiMfWLTHONmz8IvgqRZs8kYUucB3rccHdxuc9sSNVDgKN4bDOjdEyptHScVPJS5jT3hQ1oHdeZoLi4sqeaLXvgjkg4ZG4TJmclibOcVTMBFNUWujOaXc0zARTVFrozmifCn4RKks3jXNBrBAGwWPMArE0uyit4ax0DDoi55k4lZdEMQHNFrxBxbBjZcwk10KD2l0jXYsvF+D7VwY8iW4YzpeGfMnRHHuUBqrPeGQChBoa+phTIhQjyTejg72qeLQROVbodBYea3GwSNVaAWj+seKsy4/xGahDpWY/lMKbNmFuKNFF0yIUJzvhzQaH1PJQrQ84TASMgJUIb2HDPNRjDgTMqLpkQoWDBipqjbARI1+SBtCbRvwk5ohtg1lMwgeB4qLpkQoW+5HA6YUXQ+zxnWAUDZtDQ7gvxopkQoc9o7ynvs3AwDUJotbQYOMwnPmQNCsLQ7KaqZEKLp4aqF2noFMiFCs/H+D7g4yaiM9c0STLirPwi5pd/UNEGYKlpBHJBzYziqfjAppe9oayhhANaTvcFaYmluWY2G7+HDyWHFNZy2XtHEQmOLmUMqSiRbS5xmA4IGJk5SnbmHDzTGl9C4cNrE4uyii6CThThifvCFiaXZRW4tL6jkg4ZG9mAimqfjIrpeX9JE8kGTMKtzYbB6sSmstBrITTY2QpnhCe1zXMluZHMJ0l7o3er/ugWscd3gFZtwOxYso71aY2luWYv7Jn032Xi/B9ys/CLg5jZGHVNa8QQsLxITujEa1vLiyp53c09oayhjYEoNaG5TVNe6JOl5mgue0ZlpTXPZAHNM6NsxKdjEOJUtYzPS5ztBKDOjied3PZ5p7g5lTKY08BF9by45BBrHyTyuww8xSbg4OfQzeYT8f8AUYTMxgQcMjcOkdEomzdOzZeL8H3GHAEc0yABLR7MuLKnmrPA4tzyKe4WhnEM66p/SOmIWJ2Wq+JwHMJ1nZPc1gyAcrMn4RdrsuY0Ngapr3RJ0uLTxEIPaXSNbsLg7KaIus3va3SVZk/CPYuax8Ack1zzJKe0cRCa9xbA0uL+kjEZjDdieYCPRumL3PaWwdUxp4CLmYCKaosdGcyLoFozzvsvF+D7hhmq3SrPwi+zBtH9YcfZQ5oPetxob3BFjSBOqLnFuUU2KbJc9kk81hbkNkOx4aRkgyZj2NFLrNpPMKGgAcri55gBYWOk9yrcGtjOaob8YvhKItcbjKDuBqLpcQBzUNe09x2GOLKBw432Xi/B9w3QWmu9NE4kFswAAYgKzzyBzU3RXzUowor5qbor5rndFfNTc0SeVVN0V81KMmnGqivmpuivmpRgzXVFhFpumFN0V808NtHAcimkkknUqK+am4CT5pwAbuki6K+alVPHVRXzUpzOjn/+lDaYgMyv1ay3+KD2zB1UV81NxPS5nRBszhEZ3OYypoi57YGHW5xY44hHHmv1rQRh40RwODu4yor5qVZ+P8H3Kz8I9oC1jju8AiHNI3uNxaWvoY2SdFDbRpPI7TndLmZ6vsi4sqeeyWODpGiDhxEovcXSdEGjgIQdjw0jJNZp7LC5sjmgLGybinhRP6RsTF9l4vwfccyOYTKk7o9u53S5mersvaMy0prnsgDns19vRF/SRPJNboI2K+3svF+D7lZ+EbJjZ57InZM0G1TZfhY45ZBWYPwjY57Ndh5bZuI5BWYPwhCKjZMbPPZsvF+D7g91nGNgNOJ/2TuiIignOTqrOoyHC/MTcZWYm/MSuVzYYXbuYCYCIzoRzuGvG/MTceKzE35ibqrMTfmJXK7MTeB635ibtVmJvzE3VWYlMaX0LhwuzErldmJvj1vzE3Wfj/B9ys/CPdKbVfb02q3SLNnlcWlr6GPZ2Xi/B9xyJ5BMoRujZMbPPZE7Jmg2qbPPZ57NdoRUbDndLmZ6qMbPPZsvF+D7lZ+Ee6a+96e3svF+D7hBEMwkyj0gyANArPPIDJRdNfJQipr5KLpr5XzXyUXA/hRdNfJQjGamvkoumvkoumvkoumvlfNfJRcDw7lF018lCopr5KLpr5KFzU18lF018r5r5KLp4dyi6a+ShWfj/B9wdP8AIQUakk5kqz8I2TGzz2ROyZoNqmzz2eezXaEVGyY2eezZeL8H3GXEAc0yCDDR7pr73p7ey8X4PuVn4R7pTar7em1X29l4vwfcaTr8lZ+EXCeN7o1rcXHIXgcYv6TNsSgxodJ1TZ1peY4XEuyit+HjfTW6t5HGLi45C8DjF9Lq634eN4LcopdLkGNDpOqwuDsposbJz43YnTnFEXYX0MJ2AGmqI4xeHDI3WXi/B9wc3UQnG0AOLhmgOjaY1C7Jn0ofptpyXZM+ldkz6Uf0215LsmfSiOjaJ0C7Jn0rsmfSp6NvkuyZ9K7Jn0rAGNyjFCDnPDxoWofptpyXZM+ldkz6Uf0215LsmfSiOjaJ0C7Jn0rsmfSp6NvkuyZ9K7Jn0rs2n5LsmfSuzaPkuyZ9K7Jn0qejb5LsmfSiOjaJ0C7Jn0rsmfSp6NvkuyZ9K7Jn0rs2n5LsmfSuzaPkuyZ9K7Jn0qejb5LsmfSuyZ9KA6NpjULsmfSoDGt7gg5zw8aFqlpDKZBqhwDzqQuyZ9KhoayuYaiOk454U7HFpOrVPRt8l2TPpXZM+lAdG0xqF2TPpQc1gaRoPcSc9E4OiWmKbDBFCc1MCHCW/wDPmnB0S0xS+QQO9ZARAcOZQywuBIvMKRG6C5yGWEuw3yU6GxXC2USI3AS75bBxbtn4VhIGMxHz/wDSk6kX4RGU1UmOjkhFrwJgG+QR5SuFIDu8oZYXAkXk6BYRGKc4/CDgBh3Z+exwNKDQ6eq6OmOc4/5qmu1E3uEAOxYQPkiRG4CXfJDLCXYb3jDkJHPNAUDyT8oQcAMO7PzvYIoTmnUB7teAXR0xznH/ADVNdqJ9vCjYDtBCivCOUZKLwcRbGixV1jmqTp8r8yOYQz58+KxV/wBL4K3d0zMhCJAEU7stg4pIPA8F1jimcSDRkL5rzGqMyQZp35o1JJzJvE8DKxV1jmqTp8r4VSZOZ1WKusc9ipJ0J4KK8Z5znsQCRWQUIkARTuyWKv8Ape4/EZTW1oMPeFirrHO8O0ELDjce9RXjPOc/+mQLRnnsZi+R/wBk2hrLjhHIf8koM34B60nvWLeDgKyOPL1RLpdxAiqAw4oGM8zH/pRLx1WyfOU6MdW0+eS/TxBlMxXy8k0Oc7dHn/5Zf//EACwQAAICAQMDBAIDAQEAAwAAAAERACExQVFhECBxgaHR8MHxQJGx4TBQYID/2gAIAQEAAT8h/wDsZsSKCBLPpFIDy/6lpJBACCGvuYb6whCK8Q4RDYXqqoYAAuHaP9g1eRVEe1ZmOADJ8CEz0mJj0zLhHQzh2Dz6QraAKNIgw1hXYuAia96fTeAmDGCC+njoNXkVRHoTAejLZASSwL2W82NxWRXyIRg6hYPDV7XvMCUBNPf4P9TZIJYvF4iqnR5M/Eo7OCgQtKS206UltpBZCAZ2Aj/rwGn0TeRNWGSU0pLUzjzB0sYeyFBAlQE3AwAaxVS7gkg0WCM1mGoZAPIHUb//AA7ejGEEk6ZESVkIPKLL9MwxB4Ruf6h8oAMJtdksjBMwwaDudY1cGEAAyX/DLaA+iBjMiACpCjIWeIed4jE414HMdwIAEC40+P6MIrxrf+YXDpoAAATkr8lxCSPIxaNRYBZLBpTMdA4VGyveAbbyGwBsd4mJlGGDswOIesKB3JZOb2hqsBB4BG02QJf7Ov1TlIAi8wPEOjVrMr8EYLKqAabM+8zRClMh/wCaQyF7gu75J9YstGkGTeRFcxRBiHkgf1QmpEUoDK2FtCbEIsAYHrCDlAo+11vpA0YILPSB/wAhqsBB4BAGkhWn6xQ+RQIgKAwAIV9GfSapTBAU0f6oaQCCJI6C9B6eiDsIHgRTYaReWkLYLKuIy3rCev1QPIBZFF8Q4gQLRbbD/v5l6oNGmT/+DA6CAckz4l9nvxHli49/HM+74p93xT7vin3fFPu+Kfd8U+74p93xT7vin3fFPu+Kfd8U+74p93xT7vin3fFPu+Kfd8U+74p93xT7vin3fFPu+Kfd8U+74p93xT7vin3fFPu+Kfd8U+74p93xT7vin3fFPu+Kfd8U+74p93xT7vin3fFPu+Kfd8U+74p93xT7vin3fFPu+Kfd8U+74p93xT7vin3fFPu+Kfd8U+74p93xT7vin3fFPu+Kfd8U8oKiP4OOCh3ABf8AogeOotMkx/QH2Ermg1APHJPookYEDJ+J+5PxP3J+IDHgcgygGrbeAxIBFRtXtP3J+IfosmieicZaT2h+gwaJUsG03xP3J+J+5PxP3J+J+5PxCIgEDoWv2n7k/E/cn4n7k/E/cn4hQAAsklXtP3J+J+5PxD9Fk0SgGrbefuT8QCMjSi+J+5PxP3J+IFHImA/QYNEuWBab4n7k/HT9yfifuT8SpYNpvifuT8Q3XkYv/IRGYgc/cn4hEZiBywG6baEw4DIM/cn4n7k/E/cn4gQQBsEFftLAbptoTDgMgz9yfifuT8QGJAIqNq9p+5PxP3J+J+5PxP3J+JcsC03xP3J+J+5PxOKpcx4n1f8AMETfAUh8h/g0i3Jup9cOHiBAgAAA6vppCWJwSykyVq/7L1RSCUI2jwl1ZolEKICDPP4gEYSihioA4CAqO0dAj57SURRL9u0kRAKaDXqWZT0H+55QVkwopQMloZjLUsWeukNRf8wy2qAmzxLIp/206ZRKTUvWefGxJfM8eNzb+I6BHzCilCgehhzISAKnkvWfXDlZ6EoUCfE8+Nza+ILcHFgfPY9ACZEV/UULgwbNqGKpIgKfQhYmbBSMHoCyaIXv2uwR89vv/wDBhnwBROU0K6GE87ddYayv4lq5hQJe8JUQxACkD0ACtUA3aPW0sLx2lsIjmu1IdTNT9erd6i2fVKAapN30DVgfA7NCuhhPO0RhLAC6H/IAhAALJOkHTNgBJlAN028sBq22lpYXjoLryMF/kBoAAeyEsaIndFQtWA8ia4RFQ6Tg0w7MKgyxpCITGS8dgbLI4rttrC8dvv8A/Cvptug+iyap+JwE/XeH6LBqljmXdtV7T7vmgQUBAdAxEkSRyIWJmwUjB7KTiRXIi6oKAgX7cwDMhA+hQCIogjXT17UF7xogwhcUriDS0E5ySwNp5QsdafnpVZhnV69igcAj6bw4kig/uoEVgAPSWHEymx6mi8Cg/wAdRpOCbCaYRByqyDGq1hX8QAQKy9PEKsA2I15HEAmasDfXIaKLb9e2xzLu2q9u0WXgGH+IGUoGQ6mBiJsAjk9ff/4EY2RTRoiiGgarXMy6UBhBZpnIvcQbWhcEOZaWF4hi4Uo6MQxxHoPMc8S0sLxLNJ1/Ux7BlVzLSwvEDZZHFTHsGVXMNA2FwNlkcVMewZVcy0sLxAQUV0MA6iEQBgAB/wBNRpDoxAcMwNlkcVABBksAHfmEUMqMTSASTpo7FXCA1mJf9Si1ahcDZZHFTHsGVXMtLC8RzwuhMewZVcy0sLxA2WRxU0+QEs3SO0shy0tAbLI4qY9gyq5lpYXiBssjipjQ9Ur/AGWlheIGyyOKmPYMquYUCBICDu5R8qA0iR2BE0MGHPgk/wCIZB/sH/kPaFdwPuZaWF4jg6PA1Ex7BlVzLSwvEDZZHFTHsGVXMttDfWBssjipj2DKrmWlheIGyyOKmODCaUd9ZaWF4gbLI4qY9gyq5lpYXiNaRkq/hQ4jtraaQ1l/x2OTFEI5AgM4DEO46eEFRMXi8gesrQDUf3XsX0QSJEhby1OJlRhAAggBB0rsZmAOjEfMANDAX/yBlLFEOo6BlKFEGphYibJM5MDVgfA7AYcRkCBUTmSft2BlKBkOphhS2QPYSEDJA7+YWrAeREjBiQPzAxM2SgYMKmBHtDLAaptn0ZGBOqHUfRZNUJhxGAIGyyOK7EhBwYO/mHqQ3nl9vv8A/BlnsAEhFaQF9CuHTUE7/nq5xAkWlARpvDUzZBCIdNQTv+ZbE5MimX0aAH9DiP1qBxln/IQE4TOOrna4VFYdJQarDLDvl/rzPKGoJTGpsT9IWJSWQMbCACQSUROm8P2EZOuHmGzIprWdDzNMKgnRzRoQP5ejl8oZ0nXq53P5oJL5mKNQ6B7aDC/5Ns1StZiiWM6ucVtooL/nY5zqAiMH9ovhDGkaz7f+4WajEpCacFH/AHq52jMoqX69XOJYdVgA1xDJ7MF1xcbul3Uqvbsc51gRGT+0FJNCCHxr56ucICUC0T6e/wD8K+m27QWTRC9+gQWBETSCIt0KCyXJuf76lyBC0ZhM4HMO4hnmDfdpYDVNs4gGRgv89SaiGwdBvAysKwAaQ3lBxIJsIUVkCfSZRKTUvWUnEiuRFq4ikGohEJnB+IMg1wOeEFZEMm4tNw4sFIDwYYTexxDhMeJyB1ooMgAED6HFq4ikGo7CUKBPjpaKc2zm+aqunnqTAkFtDp2gsmiF79qQgZIHfz2+/wD8CIks1eo/21gBFJQmJDdVlLMMqpmdh9cdLXxCE0ZEQQEVcBWpx0tfEIk8TstPeKuArU46WviAsnNcRVwFanFaE2DqgLJzXEVcBWpx0tfEKBAkBB3cNU0Vqf8AyOlr4gLJzXEVcBWpx0tfEu469gwdIVGBsiNuoxveKCkKJISlUQgtkIcM1CgMxbeElKQMLP4SMscQtFMkgTQf1AWTmuIq4CtTjNNCKr8wFk5riKuArU46WviAsnNcS9CGQnjxmYVGjVLn7iAsnNcRVwFanHS18RksUIOoirgK1OOlr4gLJzXEWo4QJf5AZbGhePMMpGwolIRVwFanHS18QFk5riKuArU4zU62EICyc1xFXAVqcdLXxAWTmuIU2E2qD9UdLXxCZaEhePMIF2YU3jpa+ITy0Wn8CKEGQ2wEt86n+4EbAeQfqn023RgsgCu/nrY5l3bVe3QopQMloYMUGEA1fSib4XVlQXXgQL/ew9itYxr25DRZaXr08IKiYZJxTS6p0cRQmPMBXzCCNOwWXgGH+IkIODB389CABJIABrUCBAEJJ1cNF4FB/jo5XAGnoZxklAb9KrIMarXsCCwIiaQRFpkNFFt+s1wiKh0nBph1PYrSM69hihdJut5eTftgE4XSsDybZweIBDgA3O/jp7//AAbbPU1rMW16GNlx2BlKBkOpjpgUC1gQSJoADfZkANHCb5qq6eewlEUS/bptmrrp4hQIEBBO7h0bcNGwHEPESoCAGg6UA3bbqMDPGlK+EKKWKBaDoL1NIfEVV55Q9uwuJNRQF0fiXIwFtZbx0QDIiH+OjoEfPRYTlA48ts0PoShQJ8ddYayv4m+epvXoTAkFtDpC5AhaMwmcDmHcdAgkTQAG4CyaIXv2Ay0Ji8eI/hXrDEhHnoJJxaanlBWT09//AIMfoMmqC2IKEhWP+9obLI4qIFkCV38xowYkB8x6uApDqZacTK5MHBvkGT6wsTJEpGBAxE2ARyepbCI5qEICCCAjSo9jdtdCH6LBqguvIwX+RW0DKydzvAxEkSRyIGUsUQ6jsftGEVMv/IdGeLX/AM7KLRrFx5bZofRlegg6CeBDJOKaUtLC8dpasB5HUGHEZAh+iwapScSK5EWriKQajsQLIErv5gbLI4rtDKUKINTCxE2SZyez3/8AgRUzbUX+uP0CgD1LBn023bY5l3bVe3QAFEhvH3jYRg2D+UPyUBi3/MErkg3qPntsci6tOvfpzklA7RSuINLQdCBQIiCg9+mIIcbzCJTaH6dRJMHP9nnmcZJYO/X7vigsvAMP8dCgoDJhHbACAC345hUyJ9oIaLwKD/EKCgMmaQRBumsNZX8QbQF5We09MWQDEfBKAyPPaZ6QAJ4lJxIrkRauIpBqOtYllsC9P7mkEQbs9/8A4EeiHKovn/BLpyA4ABgc2z6wYQAzKyULiIgYpwACSAA7PM06CAFXrERAxTgB77Phn7tK9QkFQWImAl6gIOt1Chy1bu/ohAQ5o+HH3aAASQAHZ5leoSCoLExlrWLEKKWKBaCEAYEEggkxERAxThd6jQfuJefGggcREDFOENz2LMr1CQVBYhkcVDyA/iLCMxq/EI+kLBSg2wUG0EWbib50cKI1B4A7yoRDWjgAEkAB2eZ+hRAtmBX4e0AAkgAOzzFUmBQqSgAUVgm6RgAEkAB2eZQguKCCx94iDJEnRwmWxsXjxK9QkFQWIDDiMgQHpJsPusr1CQVBYhALTzKf0Qx0LIsyvUJBUFiIiBinBCyrEayvUJBUFiEJygAFEUg/QxAlcV6hIKgsQRwcVFf7gURYCMw8zXAiIiBinAAJIADs8wYdAo39P6hMtjYvHiAASQAHZ5leoSCoLEREDFOABQAGRPP8K+m2nOSUDtFK4g0tBMInJofr0DZZHFdh6JsgIMGINGot+vUBCAAWSdIOmbACTC2ERzXacQBpFhnSb56m9erBZAFd/MCKgBHpAyMkh9NeZvomBoOYEFAQHW2sLx05ySwNo5XEU3oOmMtaxYhRSxQLQdQylAyHUwhQbY6Bh1gDJjgcQMw0gEac+OmsJQ1DqJo0cv8AXQoECQEHd9Q2WRxUGm4NMZphEV0YDIgH+JbWF47ff/4MMpUO4D7QauRLI6RZTYsUWE5QLp93xSxzLu2q9uyg4kU2EqeH0PToPosmqNyCKDjfmLzAz4R5g0jGvSesF14EC/3ogGREP8dME2UQAofosGrsDKUDIdTD0PJN6A/8hk3FpvsFl4Bh/jtNF4FB/jsIhM4PxB/nssDxrv0KmBHtDLAaptn0CjgBADCqWSD9zCgQJAQd32WOZd21XtAZwGYdzCbFagZ8czSEobhLEhBl5EEG2bP95gUMgYCYcRgDr7//AALjC7Wo/uCKODPptuz9CgLJohe/a6BHz02z1p6zWGor+YtXAGg1MbuXJo6m83zVV089EhBwZO/iBAgAAA6uEiIBTQa9xOwEiCjAZSxRDqOx2CPntdAj5j4nKAIsJwyfQILAiI9LivrX5mkNZf8AHY+JygCGJBGwg/50LEyRKRgQgAQQAg6V0BZNEL36YzIDUeh2ggyDUn6DabZ609ZaF10a+eJpCWJzWGor+evv/wD6y7cQf4Je8GSsHoo2EAEoZYE5OOFUKgETrRAS7/q9ooq6QF0qioWfEARNkv2jKLgtDMVoTrYLIg7LOBiv+RlFwWhmEWiMYh3rCilgyegjKLgtDMCMQEkV8SjDbk1p+Iyi4LQzFQs+IAibJftChBUmVZioWfEARNkv2gzGQrIAZuJyYhQBaQhEscMUIyi4LQzFQs+IAibJftGUXBaGYqFnxBB5B2xGUXBaGYqFnxAETZL9oyi4LQzDLUnJbS3uNN6CMouC0MxULPiAImyX7SgGrJVmLVwBoNTAgQBCSdXGUXBaGYqFnxBDEUemPiH7EFZG724ioWfEARNkv2jBYAhd/EWrgDQamO6AvRVxlFwWhmKhZ8QBE2S/aMouC0MxWmmgAgCJsl+0Qhk0TMPJGsJ8QBE2S/aUJqVqzvFQs+IAibJftGUXBaGYqFnxAVpLL0/9bWDkHQmXuMajXsEk4tNRIQdmba7NcIg4hsU5lV/3owGRkv8AMLESQBnIgZSwZBqJVEoAhj6YfosGqUi3Jupvmrvp46WORdWnXv12z1p6zWGor+ZkNFlpevdVZhnV6xAMiIf46D6LJqhQIEBBO7iwocbnHpCA9aqno8QopYoFoOpovAoP8dSEBBBARpU/6uGBcVHZV1XUIJE0ABuBAIiwQNdKRDItRG5nLUoeeyxzLu2q9uhAAkkAA1qBiZslAwehbpTWN9+YBmQgfZ7/AP8ArECDLIL1yUdWf9lfyNHV57AIMTOzAgqXaCyaIXv2ugR89AMyMShuvAwX+Q9EWSSEFybVZXPaSIgFNBr2OVwBp6GcZJQG8+74oFHzJOt7dNYIgkEg/wBw/wDIzgjdLs9roEfPaShQJ8dUCyBK7+epMCQW0OkergKQ6mWnEyuT1BZNEL36rLbFDiwnDJywNW/Rb8S0Wpt12e//APrCZ2mQuFP30MOwatE7adn023aGyyOK6fsUNEewOa9TAMyEDlpYXjspOJB8iFYD4yC/eWA3abKUA1SbvqzMAdGJ9f061HSKbCaqTEth4gVY8DAAAABQA0hRShQPQz7Yr3j4nDAYAUhhBdtpYXjtLVgPI7ixZ2ARI9Y+JwwGDoiwAQ6hssjiuvOSWBtHK4im9BLawvHb7/8A+tccMEYtantx1tSiJLBHbh54jISINaJsMcZu4dUIWl0LzHQI+YCyaIXvGU3FaGI6BHzDBQ6tb0H9RlNxWhiOgR8y69FX0HMIlI6A4SEW218aQUKlaDY+YlhDVvIGp5joEfMBZNEL3gEQARqg/wC3r/UEJbkaKGW6Hk/rjKbitDEdAj5hjPFllW7hpBAGEq8REem7QFk0QveFBIGiCdwrhFskLb8wgRYgVtveMpuK0MR0CPmAsmiF7xlNxWhiMMA3leNq/v8AqAsmiF7xlNxWhiaw1lfxLNWU3EZkNHNo9dI6BHzAWTRC94ym4rQxHQI+YQRuABFpwAByJILqdoaQpsZcAsmiF7xlNxWhiOgR8wRcG6AG8u4ym4rQxBCS1FPH7h6zYEn9cZTcVoYjKmyNsBLDiYTYw0EAEQG2YymwpvL7KYIBH3gCPBY2AyGn5joEfMBZNEL3jKbitDEdAj5hOkhF6/8ArKBAqC32KyKwt9+oCVTcEGxea5i0+5JLJ9Z9Nt05ySgdopXEGloOgLJohe/YeibICDALKBpia4RBw6bgmx6koiiX7dmESm0P0hIiAU0GsCjgBBYDVtt2AsWCPPQoqIA+kYLAELv46OwR89QYcRkCH6LBqjoEfMDEyQKBgQhASSQk611JQoE+O0oECAgndwmBILaHToxayCAZv9QMpYMg1HQgDsK8QOibBCDHxOGAwdEWACE0hqL/AJlznhpsmZRObUvTs9//APWZoCRM8AkBZF4Q137BlKg3CfaDVwBZDSYy1rFiBQ2CIHGN4pSogWowWAIXfxA2WRxXZQcSKbCKiCAHKHaWwiOaj1cBSHUxSuINLQdGjAgZHxGZgDox0SEHBg7+ewNWB8DoAAgMESLjkGgVH+ultYXieEFRMMk4ppQDMjEoLrwIF/sSEHBg7+YHIGPRnsKDKaPmaQ1l/wAdr0E7m0WE4ZPsDZZHFdpUgU2a7xwKQIErXse//wDrW6AEcIzqGj779v023UBAAg0QdYEAiLBA1LHMu7ar2iwnDJR5TZsXQORIWjMJhoIctxz2c5JQO0qeTGh+jOsfE4YDFhOUC65DRZaXr0YDIyX+ZrBEGhQWBg9AFeaZYN6wqGAEFAN226hUyJ9oOgsvAMP8SgG7bdQqZE+0EKJIoD+yokZM8tPzCAItK9768zTCIPsOwTDBWsJjxOQOr1cBSHUxSuINLQSsKG/SrOY5XEU3oOyxzLu2q9u0GcgeQXUN14GC/wA7Pf8A/wBYaL3FBb11OvXLyi0gI/Y/uBIIQllocPY1DjAiMvBQqIjBm1GjAgYHzK9wkXReIiMGbUCQ7l7OCrBHADB+YLSakELTf+iACSAQVR4mPo8DtM08u1VuYECAAADq5q0LCWSRERgzahIQZAU0N/ImotFC31CIjBm1ABJAIKo8SvcJF0XiIjBm1DWLAkgM4cYDIgH+IiMGbUrhL2K/EAFklBo6REYM2oDVzAhcOfrmPomItAREYM2oAJIBBVHiV7hIui8ReVMc/fzAJBmOK4hCSZAAMLs5roK+ILGQ9G4rEoYNJwuP7iIwZtQASQCCqPEr3CRdF4iIwZtRVkJSAe3zBhBoBYIzjMRGDNqACSAQVR4hSsAYxZz6x95CFANUaEGOxGdXCV7hIui8R8TlAEOpJiAoqMgjoAYi0NrF455EJhxGAJXuEi6LxERgzagAkgEFUeJRYOk4Rf33iIwZtT7vile4SLovERGDNqAIQQUQPH8CTJBkB1b3fiFMFmkBeg+6mfTbdDbwSgDvzB0xYJMQKZE+0MoBqk3fVIQcGDv5hRShQPQxMQdWHns8+Nza+IVMXcaaee0iEzg/ESEDJE7+IAhAALJOkJwIepIBDNGD1njxubfxGCwBC7+O22sLxAYcRkCe5N3lwaMgsbg7cQmPE5AlpYXiIBkRD/EKCwMHrQDdtupYDVNs+u2aq+nmb560tYyMCdUOh0fABY7/AOwAV0JephCsGqPReYO8qd3PxHijEgGvwgZSgZDqYWOQCJYxGctSh5ltYXjp+hdff/4V9Nt0WrgDQamWnEw+TBJOLTUMgNkLj9z1YDIyX+ehovAoP8RIQcGDv57LHIurTr3hM4HEO5gcgY9GeuQ0WWl69AisAB6Sw4mU2M5ySwNoSTYJg0P2ZpDFYCi+lItybqb5q76eOgsvAMP8dpovAoP8RIQcGTv4hEJjJeOtVkGNVr1KCgMmaQRBuhQGgiL9X0aMCBkfHWxzLu2q9peAkTCncKCwMHp4QVEzApo5r07ff/4MemLIBiX7AKGSu0Fk0QvftdAj5jAZGS/zM5a1DxDgKLLZu8TjJKA3lnwOdk/Ww+mIQa0QpwhASSQk610JEQCmg17SZaEhePMDkDHoz0AzIxKG68DBf50BjxOAIYTUqFUIQEkkJOtdXQI+e0lCgT4lBxIJsJacTK5MIhM4PxCZbGxePHRhE4zB6Z6CTcU055QVEdAWTRC94DLQmLx4hEJjJeOlAN226jJRNhX2ugQSJoADfX3/APgXxL7PfiPLFx7+OZ9Nt1KBAgIJ3fQNlkcV22lheOqwnKBx5bZocOuE90JnA5h3HYzMAdGO3WCItBsQDEB57dIai/5m+etLXstLC8dpasB5EPTNkhJg6IsAEOmuERUOk4NMIyMCdUOhUwI9oZ7iuMfuGiPYHNepilwgCsBdD0RZJIR8TlAPS2sLx0QLIErv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oFIoLOg0j7mZr7RMEAJjG3G7ieOz3PsUUQiuMJMbub46fV+xgVaEjtly9b/Hf2owgUlfQqH7fuRhALK+jFP0/ayKtSR0y4e9/nr7RMEAJjG3G7ieOz3PsUUQiuMJMbub46fV/wAYWoFRnZi2i+nrZOCgQAFFjyuX5fsDBCNUB6pS/s+4lUK5hi47ep8+tfaDWC4EQhvOc3x/L9gWOCQ2HNzfjrp3cfYlhgtNlxM3567NTP2FihTNMXPZ1fj3r7QwQjVAeqUv7PuBACFQF7hWft+0lUK5hi47ep8+tfaFjgkNhzc3466d3H2JYYLTZcTN+euzUz/hixxYwq9KWrmqgKiVKZsCEdNNZREVyjhBMGS7N3JpQiYQmOE8q6mVHAy5AtzCvMSBhwQxumHJhjvw8EIU41HQ4u97PjrgkeiOxJSU3m67k4kgoKNTE70b13nw8CzFFWCVTDp2OPNOCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+OuCR6I7ElJTebruTiSCgo1MTvRvXefDwsFYKu1QXcWYwSYkBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fHXBI9EdiSkpvN13JykZaahBh4wVMWrNvBCFONR0OLvez464JHojsSUlN5uu5OJIKCjUxO9G9d58PBCFONR0OLvez464ugvTAkTvktYaz4JIKCjUxO9G9d58PBCFONR0OLvez464JHojsSUlN5uu5OJIKCjUxO9G9d58PDCIgNYZKGouWZZd8Ej0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnEjVCUikCMZUJc5I54IQpxqOhxd72fHXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fHXOuAoI9umLlxNsnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcfgR4gZFueyr8vfEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HhYKwVdqgu4sxgkxICR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+OuCR6I7ElJTebruTgJGQVKAWM0VX2x3oIQpxqOhxd72fHXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fHXF0Br4QoV3wtKbZleJIKCjUxO9G9d58PBCFONR0OLvez464JHojsSUlN5uu5OJIKCjUxO9G9d58PBCFEajuxd72fHX/51GYyNFqZEuLEsPBwvj7l5YDAwrgh0c/r1az+kd55nUM1gAGftRhApK+hUP2/cyKtSR0y4e9/nr7UCkUFnQaR9zM19omCAExjbjdxPHZ7n2KKIRXGEmN3N8dPq/YwKtCR2y5et/jv7UYQKSvoVD9v3IwgFlfRin6ftZFWpI6ZcPe/z19omCAExjbjdxPHZ7n2KKIRXGEmN3N8dPq/4wuENjLbpQSO/PrfAQAhUBe4Vn7fsDBCNUB6pS/s+4lUK5hi47ep8+tfaDWC4EQhvOc3x/L9gWOCQ2HNzfjrp3cfYlhgtNlxM3567NTP2FihTNMXPZ1fj3r7QwQjVAeqUv7PuBACFQF7hWft+0lUK5hi47ep8+tfaFjgkNhzc3466d3H2JYYLTZcTN+euzUz/hi5Q8bIHYvjwVehjzyZ1D8nt7pOrccHRgIBWUyhWDBO5weQ7QAj1hExjGL9qC5X16ZYk+evuaffT3VS+mk6k6+1+knuRiekZ7vf2qEvvOFY+FznuevtULPWdKV8pjPV9/aweunuiF9sJ3Z39qC5X16ZYk+evuSXC+vTDVvz39rT76e6qX00nUnX2qEvvOFY+FznuevtULPWdKV8pjPV9/4gtzK0Wi9iiCIUznYJtUgj2gxImrlcQ4TDGbST726vKaB5HPsDToGyloYzNc8YTw1YPBgx6OJrHQJUCvnAH44ELq20GDqQnicVQxIjIMpfcP0c0CFIIE7hYBl6OBC6ttBg6kJ4nFUMSIyDKX3D9HE1joEqBXzgD8cCF1baDB1ITxOKoYkRkGUvuH6OYHVtBUYKboHuTWuBC6ttBg6kJ4nFUMSIyDKX3D9HE1joEqBXzgD8cCF1baDB1ITxOCUliioxY7lDcz8Hiax0CVAr5wB+OBC6ttBg6kJ4nFUMSIyDKX3D9HE1joEqBXzgD8cJogZwY4A6wHXielUMSIyDKX3D9HE1joEqBXzgD8cCF1baDB1ITxOKoYkRkGUvuH6OCRLIwBSBe1n/AB8OBC6ttBg6kJ4nFUMSIyDKX3D9HE1joEqBXzgD8cCF1baDB1ITxOADBigQKXL1gX47ZxNY6BKgV84A/HAhdW2gwdSE8TiqGJEZBlL7h+jiax0CVAr5wB+OHBuJDyAMCITUxxVDEiMgyl9w/RxNY6BKgV84A/HAhdW2gwdSE8TiqGJEZBlL7h+jiax0CVAr5wB+OPIktARCFMIa8Y4qhiRGQZS+4fo4msdAlQK+cAfjgQurbQYOpCeJxVDEiMgyl9w/RzA6toKjBTdA9ya1wIXVtoMHUhPE4qhiRGQZS+4fo4msdAlQK+cAfjgQurbQYOpCeJzINGoaXI76L1rcwmsdAlQK+cAfjgQurbQYOpCeJxVDEiMgyl9w/RxNY6BKgV84A/HJgkCDJiJ/yQx4Y4qhiRGQZS+4fo4msdAlQK+cAfjgQurbQYOpCeJxVDEiMgyl9w/RxNYwCVKvnAH4/wAIEOXVHBQYb0f8ziMIBZX0Yp+n7AwQjVAeqUv7PuJVCuYYuO3qfPrX2g1guBEIbznN8fy/YFjgkNhzc3466d3H2JYYLTZcTN+euzUz9hYoUzTFz2dX496+0MEI1QHqlL+z7gQAhUBe4Vn7ftJVCuYYuO3qfPrX2hY4JDYc3N+Oundx9iWGC02XEzfnrs1M/wCWLnoLlfXpliT56+5p99PdVL6aTqTr7X6Se5GJ6Rnu9/aoS+84Vj4XOe56+1Qs9Z0pXymM9X39rB66e6IX2wndnf2oLlfXpliT56+5JcL69MNW/Pf2tPvp7qpfTSdSdfaoS+84Vj4XOe56+1Qs9Z0pXymM9X3/AIgudBCGNVPZwA1UppBhVOgCIMhCd3ccBuJKa7OGYNqdckenYqEIwIOWoJvhNAmyaMm4bxnZnGQawXAiEN5zm+P5QhYdrWsC4uZlnviWGC02XEzfnrs1MpWY5PETVWLbnBk8XgQsO1rWBcXMyz3xLDBabLiZvz12amQawXAiEN5zm+P5QhYdrWsC4uZlnviWGC02XEzfnrs1MqkRYxEDGYtsXrCCUeBCw7WtYFxczLPfEsMFpsuJm/PXZqZBrBcCIQ3nOb4/lCFh2tawLi5mWe+CjGQYZeERHBsiW+tg1guBEIbznN8fyhCw7WtYFxczLPfEsMFpsuJm/PXZqZBrBcCIQ3nOb4/lGSwn5dgGRg71TcTiWGC02XEzfnrs1Mg1guBEIbznN8fyhCw7WtYFxczLPfEsMFpsuJm/PXZqZEIMpBAEw5qrWhIfsIWHa1rAuLmZZ74lhgtNlxM3567NTINYLgRCG85zfH8oQsO1rWBcXMyz3xAHWJspmqECqbevCDWC4EQhvOc3x/KELDta1gXFzMs98SwwWmy4mb89dmpkGsFwIhDec5vj+VmSAIjjsBwuQrilvEsMFpsuJm/PXZqZBrBcCIQ3nOb4/lCFh2tawLi5mWe+JYYLTZcTN+euzUyDWC4EQhvOc3x/K3bQjp1EFOzbPfaWGC02XEzfnrs1Mg1guBEIbznN8fyhCw7WtYFxczLPfEsMFpsuJm/PXZqZVIixiIGMxbYvWEEo8CFh2tawLi5mWe+JYYLTZcTN+euzUyDWC4EQhvOc3x/KELDta1gXFzMs98qgQ2qbLiNxI2mYjh4DWC4EQhvOc3x/KELDta1gXFzMs98SwwWmy4mb89dmpkGsFwIhDec5vj+WnISJ9aUmRSzcmbpSwwWmy4mb89dmpkGsFwIhDec5vj+UIWHa1rAuLmZZ74lhgtNlxM3567NTINYMBEO7Oc3x/L/hT/8A2D/X2BghGqA9Upf2fcSqFcwxcdvU+fWvtBrBcCIQ3nOb4/l+wLHBIbDm5vx107uPsSwwWmy4mb89dmpn7CxQpmmLns6vx719oYIRqgPVKX9n3AgBCoC9wrP2/aSqFcwxcdvU+fWvtCxwSGw5ub8ddO7j7EsMFpsuJm/PXZqZ/wAYWuDWDAEF8mHzwMLgEAaA+xBcr69MsSfPX3NPvp7qpfTSdSdfa/ST3IxPSM93v7VCX3nCsfC5z3PX2qFnrOlK+Uxnq+/tYPXT3RC+2E7s7+1Bcr69MsSfPX3JLhfXphq357+1p99PdVL6aTqTr7VCX3nCsfC5z3PX2qFnrOlK+Uxnq+/8QWIMhEpMh+RehY7Fhz8Z6oKiY66+C8QJaUiYh5YC3IHk3uCWAapZBEJm4OZhk6suMo7y6phzqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVAojUawuM/jMyeM8MDMisiW5mO4usXiiiEVxhJjdzfHT6qBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1dhlF4fCLh9x9cOKwFxadYZ354hATQP9++IFIoLOg0j7mZrhgZkVkS3Mx3F1i8ETAXJpr3e3rt6qBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wQKaji41if8j/xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVETAXJpr3e3rt6pgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXDAzIrIluZjuLrF4CAO0jIM1PK46XcFApFBZ0GkfczNcMDMisiW5mO4usXiiiEVxhJjdzfHT6qBSKCzoNI+5ma4Qh4039V0fPXfFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXDAzIrIluZjuLrF4oohFcYSY3c3x0+rsMovD4RcPuPrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXDAzIrIluZjuLrF5+xNyX2t71PfECkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrmQzkRe8I+lXF29VRRCK4wkxu5vjp9VApFBZ0GkfczNcMDMisiW5mO4usXiiiEVxhJjdzfHT6qBSAFnapH3MzX/57tKe6ar9L98rGBIw0CwVlhly3nhL4+S55TFusaxwtL4QBED7QwQjVAeqUv7PuJVCuYYuO3qfPrXPASzLM3nZjgw7Pfr6g1guBEIbznN8fy/YFjgkNhzc3466d3H2JYYLTZcTN+euzUz9hYoUzTFz2dX496+0MEI1QHqlL+z7gQAhUBe4Vn7ftJVCuYYuO3qfPrX2hY4JDYc3N+Oundx9iWGC02XEzfnrs1M/4wtEODQPIRaa2f8AN4jCAGV9mAfo+xBcr69MsSfPX3NPvp7qpfTSdSdfa/ST3IxPSM93v7VCX3nCsfC5z3PX2qFnrOlK+Uxnq+/tYPXT3RC+2E7s7+1Bcr69MsSfPX3JLhfXphq357+1p99PdVL6aTqTr7VCX3nCsfC5z3PX2qFnrOlK+Uxnq+/8EWIBAVEWPAZfg4GINaC7Qu2qc7DHiDhVXsHV3MzVd8mlt7Aai/hjb8CgAKHQHCqvfT0UwleHRjIIDCooAYFrOLf6DGQMWUKbDGUOakSrrX44mscBtQY+MI/ngwurbQIe7SebxFBEisoSs9U/Zyh6dJlLswUTc2cGF1baBD3aTzeIoIkVlCVnqn7OJrHAbUGPjCP54MLq20CHu0nm8RQRIrKErPVP2cgzCWIo9WLKI+YnBhdW2gQ92k83iKCJFZQlZ6p+ziaxwG1Bj4wj+eDC6ttAh7tJ5vBF3aEUkoLYIM9/iprHAbUGPjCP54MLq20CHu0nm8RQRIrKErPVP2cTWOA2oMfGEfzwcYA9xoA34+Yl4igiRWUJWeqfs4mscBtQY+MI/ngwurbQIe7SebxFBEisoSs9U/ZwQ7QYR4RZtSta/FGF1baBD3aTzeIoIkVlCVnqn7OJrHAbUGPjCP54MLq20CHu0nm8BPYClFBhTBS/7hxNY4Dagx8YR/PBhdW2gQ92k83iKCJFZQlZ6p+ziaxwG1Bj4wj+eHBEL2GgqGVAz2cRQRIrKErPVP2cTWOA2oMfGEfzwYXVtoEPdpPN4igiRWUJWeqfs4mscBtQY+MI/njyDpI6Qoo1Qwt64igiRWUJWeqfs4mscBtQY+MI/ngwurbQIe7SebxFBEisoSs9U/ZyDMJYij1Ysoj5icGF1baBD3aTzeIoIkVlCVnqn7OJrHAbUGPjCP54MLq20CHu0nm82GFnJhYwtxi4mHE1jgNqDHxhH88GF1baBD3aTzeIoIkVlCVnqn7OJrHAbUGPjCP55jCAIU1AW5yxP9VFBEisoSs9U/ZxNY4Dagx8YR/PBhdW2gQ92k83iKCJFZQlZ6p+ziawgNq0fGEfz/8AlTigqjZzgmpUpG5woCAIofEYxqYMGhd8p2bSUlAPwj5D54uBektJAqbDJBDxYJAluYzsYJOw9ziyAfYudPatV7V43mkKnX4+wMEI1QHqlL+z7iVQrmGLjt6nz619oNYLgRCG85zfH8v2BY4JDYc3N+Oundx9iWGC02XEzfnrs1M/YWKFM0xc9nV+PevtDBCNUB6pS/s+4EAIVAXuFZ+36GiMIabDgEAPA+T37+hKoVzDFx29T59a+qeY4o9Pz9GRayVSWtucTE6d3Avpoo/j7EsMFpsuJm/PXZqZ/wAEWeQIS6RcGk4UrwX2Ahy6o4KDDej/AJnEYQCyvoxT9P2ILlfXpliT56+5p99PdVL6aTqTr7X6Se5GJ6Rnu9/aoS+84Vj4XOe56+1Qs9Z0pXymM9X39rB66e6IX2wndnf2oLlfXpliT56+0PaMsXP45IJIVJ9Vcut/RP2kWcT2BLTj8/Rp99PdVL6aTqTr62LIq1v9/Se0Ip4OD4VuZmeuNjUom6Tx9ihZ6zpSvlMZ6vv/AAhd/ICmBq0GlysCP0KBVKUysD8qHP1FzZLNy4vFgXCMRsXU7vG0vhQMUftRIiIJ1jj2xaKmn7WRVqSOmXD3v89fagUigs6DSPuZmvtEwQAmMbcbuJ47Pc+xRRCK4wkxu5vjp9X7GBVoSO2XL1v8d/ajCBSV9Coft43NCoJq+eFeAQvv6qQEOT0/74Iogs67YZjvpftZFWpI6ZcPe/z19omCAExjbjdxPHZ7n2KKIRXGEmN3N8dPq/4IskwTQM2hnxS0K2V+gUoGzTxWs7+r8olZhIJootGBU2briMv9u8KnUSXfIvOs/CIBUbWCQZkmOdhCoZcZYM/EMuNRWxSBDQwTrvPl9cMjMiMCW4me4G8TimCARxjZnVxPPb6gvL2csmiKXO7lzqGRmRGBLcTPcDeJzM5ukc4Xuk/5fURKRUGdAhD1c3fDIzIjAluJnuBvE4pggEcY2Z1cTz2+pV3KkgHQf7e10QDIzIjAluJnuBvE4IJKXCtZe8R77fUMEnaGhgnwubt4ZGZEYEtxM9wN4nCzuyITG3aiOoR0y8RKRUGdAhD1c3fDIzIjAluJnuBvE4pggEcY2Z1cTz2+oiUioM6BCHq5u+BhIDUsOzrJDATM6imCARxjZnVxPPb6iJSKgzoEIerm74ZGZEYEtxM9wN4nFMEAjjGzOriee31AllK7g4kTrC5rXYE4ZGZEYEtxM9wN4nFMEAjjGzOriee31ESkVBnQIQ9XN3wyMyIwJbiZ7gbxOUyBZDmvnkMoywMQ8cMjMiMCW4me4G8TimCARxjZnVxPPb6iJSKgzoEIerm748AEIRqeQhnuTbJs8BbGcxPPGNhACgSAQnxc3fDIzIjAluJnuBvE4pggEcY2Z1cTz2+oiUioM6BCHq5u+HFNGVJcZCx/ePPFMEAjjGzOriee31ESkVBnQIQ9XN3wyMyIwJbiZ7gbxOKYIBHGNmdXE89vqVdypIB0H+3tdEAyMyIwJbiZ7gbxOKYIBHGNmdXE89vqIlIqDOgQh6ubvhkZkRgS3Ez3A3ic3OOQbNyr+oE7txESkVBnQIQ9XN3wyMyIwJbiZ7gbxOKYIBHGNmdXE89vqIlIqDOgQh6ubvmMQBQXE70UEYd4k4pggEcY2Z1cTz2+oiUioM6BCHq5u+GRmRGBLcTPcDeJxTBAI4xszq4nnt9REpEAzpQh6ubv/CXBjBoSi+DL44BJmCAAiN8cBdCwvR1nxz2zmBuvPIZRlgYh44guV9emWJPnr6JXStQr33wDAfW4u+HAICGV/v8AP0affT3VS+mk6k654CWLLmcEnCHPNeuZWarD0+/o/ST3IxPSM93v6LAUYiccii2VX6bRkZY2dCtzMz1y1YAAzE/xzUyuBnx598Qwm6CEPH5+jFK5xRkfKYzMX3w7YtVDTz5i+Ek9e+dGOC3o/wB8ii2VTgkWHBuIvtxO7O+RRbYJ9hnE0CMOHfDJDUG8dfr7Ulwvr0w1b898pkCyHNfPIuc1GY465DKMsDEPH0affT3VS+mk6k6+xuaFQTV88QylCqLHoXt3PXIZBsgzTxzCzUIej1xQ6kvufQaBACh11p+es+XilgRBn3/jC2AKpgd8T+4Cnj3yFSzKIfxwMApA/h5/Z+eIwgUlfQqH7edmOTDt9eue2UIxmdzxxWGqYpA8/P64YKkAhaeH19DRXqDTOe9wfPxriGYSsSZ9euKQDYG4+Xz9UCkUFnQaR9zM19MGls2xXilSCp7MH8P0W0MspktPPXjs9xZYAGlJwK5SYGHnLyxKwKO/fvhgSaVTngLZxuL455CWLZmcTVtbBteKUQ7H98chlCyhiPnjo5ZBHaLvq3/q8z+5yDr/AN5j9xsHf/nAUMFR7eOaC0EdvEXIcgLA4Kh+3nxF8JL79/TsxwWdP+ufEXytvr19GdAqhTFjKfq8oiyUH+OX1ipEMmie+RRbYJwZEEVeM8ZFWpI6ZcPe/wA9fX5i+Ek9e+ZNxHZ0G/zxVckABhJw5DEkDP5OeyLGS98AAACAdfQVCBXANYbnPx0+uHNUqnIdd8AKVXovzPGOY/cbB3/5/gi3bwaUYAPQtTuBelzC6oGHqodnTkHieHK0Jjq2Eggy5Dxna7Eo7FuRcm2tOJFQUmM6GF+Zx0uVjVHu6784nwSqENAVBi5SswX1zS2nVTExM4Xvxu4/9LxtcCijNY5MLMFhrjpdNCBXGJn/AKQ3cZNLYtAvHFI5gg5ZL1n/AFviyGC12HExPnvo3cJoqk5ZZR0lm2y4sE/aRbxyGzOwyMT576N3CcYDkVSG8YzfP8DGVgKQu45MLMFnXEkYO1eBDOKiuJgjvhnpQBt71zVX4LC1aelmMzrrOJnKoyEnhc3xu48hbOcxfHEgEwDY8Wcawa94MEKTm7xgPnvo840ICK5gciEz8/wf/ISw/wBHBSgPIHTGnC9+POAW3xFXCHWOkzcNNcDAQVJAXQZTMwWGuFx6XECSE9ub0b6TjAciqQ3jGb5/gGlp2sawZmZmC+uLlKyNmFx8U/5zrg2QwlIhvURp3/HEV6I9okZwswWddLCfWgOhAdm167uGsgnJKQ3g7vn/AJnATQgtpeylPV4shgtdhxMT576N3EU5c3VDzJm+evM4oxCqIZ2KC/rjgqFt0RhCeLc9HnFdoROp5ambjOj4BeUEbAoKbyCz+OHRTGI00T8s9Y3cDQCk8/2TjtQAkWldOZf+sb5LIDsjRAxPn9G7itCuqvRjyWMuriwKLb4RrB2mZgvrhghSc3eMB899HnFtdiveC0TGfn+CLbsONYO0mMF9dGXUAPfHbqcKpvPjK+f4BpadrGsGZmZgvrjZMlYViQ7N5vXfTALvqiG8YzTvX4LiFhkMVLI6PDONcdFUNahxMA43n0ecFFIEjzsQmb5/gUgkppA5yW4b/wAY3xZDBa7DiYnz30buE4wKCqd2MZvn+D/8yax0S1Ep4wp+eTBnEI4K9zn/AFGO99N5+k8UVURFV7/XBfTTB/PBKM1GlB9cws1GDo98BZbkCCuGp5v54pAQ5PT/AL4BtBAFjPriDlBs1U8nvnRjky7PXv6PBQq4Lbe/nXWuEtgmQX9euYG1I0DXr9cfVaLnOAP3x5DMGJofnhE3YfA/745K69t3rhWhtoNXmMAimu8fHHDI4MOH1xoSrw95/nmm3lbV3498yiYwyJA75EiGqGh3rgvpoo/jihZ6zpSvlMZ6vvmfJNS3z4nfnitFzxFxn/j6/wBT05YsAjGv3yGahJDLw4gtthPD5OMSOEXGHePfGADERxs45pLVV289s5kJrzyRYFWNfvn9Gtupy6IyhzD0Pk4QAUVR6uteeEjDkSZaeONw2BB0/HriwJBdox/zw4DFmLtfHGgK0tVV718fqcdgjB/CU40CgAa7+PfFISvJ6P8AX0Olx3UQWYsud948HEnBNT2cAgERS93/AJ4/LOIbfY8yclS3t4dsSCho47BGD+EpxzJhg3hTP+KLUCozsxbRfT1snBbEiqYeW1+XPHLNh+XxwfW7yT8Tk2NqrM31wRgrBFBYWH7xxERVar3yqLJVeBSGY2/uHJgU7Oj0euDSxUFxn/59DRaShd/744gCGdwqGuOyFI6avBKJdj++OA8oI9C53j44rj82ucePfB9rgqr8ceGG0Q865/U9uCYIATGNuN3E8dnucbGhEN0Pnnon44pxsalE3SeOKKIRXGEmN3N8dPq/1PTgeaaidnxzwFs43F8cpQlwIv8APGqwpTZuLFIEv+3hlwAD1w/C6WdJ1z+mOLbOfEXytvr1wLCkgYzDIfvg7mEU7X3z/wAh/wB88165bfj1woJKYwnMPudp7n+uYzsFocizGO+NKsqeOn/vjOhFBq4v888hbOcxfHA8gS0Y/HCbIgL1jvgCMzOcE6PAcQ1HYBdOudGOTLs9e+IkREE6xwAaBFO6544mADjiHrlshAIYPXJ4aQ2uJw7YtVDTxRRCK4wkxu5vjp9WY7SyLD/5zRUubjvx55451wk/f+ELyuCOlApDF6ww8OJgyXZu5NKETCExzBLRVMXlktor6FnHti0VNPP+EMLeuXhnhkV7CjZbrNk4kSsE1lx/1wySpQvgC/rhhSaBXlaVKwYhKUMP/wB8c/4j/mm/zwSPRHYkpKbzddycMRtlOiXMxvBc/h5/U9uDpNNlgORyb08xAAgZgjWbw3vPh40JU5e8fzwSPRHYkpKbzddycU6ByCATwWvresLxgxQRH3h5rKONpN5DebrucFGISS56+iBwkAgUGj531l4HmGoPb88qVDpcpjp9cF0QBiDApKbzdd8SQUFGpid6N67z4eCQpcFFcIjqRdXPZE5oMUGx5im83Xc4aKQhtoOK0QE11A3wFGNKLAqKbzgmbJxtg5LwRSkBRxX3GPBCFONR0OLvez4640YMMMUDMU93Xc4aoq0YoA5kN4HL+HlF44w+CVC+2fHTyCQrTgemUuZ3y6ZUdIPkx38ufDyiZJSlxcXCZ2fHTyATuLWOqYR+eaLeVGa4qlpgnRwWK5cm+y/BycEgAcHt/wB8jGoYe8XJ4nBKzBSDkHJCfHGUTqNEx763rvPh4Brh05t3s98nuiZr1mFxnfXHwS+QOM9nri1uTMOnGC9ZPZ1wSPRHYkpKbzddycJyQYJEdhjIkMad9OFJtVeCjEILM98TAYwP5eNzUiG7vnlzl0hzhp6b67NTJwA+CAxzoc4/+PADD2UNXGM7MmNmziJrgol8iU2W6zZOJIKCjUxO9G9d58PBCFEajuxd72fHX+AumASBIYht3qdJCf16tZ/SO88zqGawADP01ItHWvzwQRkJFL75pRAzmWavKIBSbo88LXxks6v69d8k5NtIymM8y+4ynq/75TIFkOa+eR5FYwMh0caffT3VS+mk6k64bKwptucQgJoH+/fLkwamIU74WhZEQXGOvPMaOqGO8/hH8nCIJuC1/wDnG5oVBNXzx8NEE4xQvNSJR1p88RAGXAKxlhW57nrkHkquEknnhqZS6Vi9c/8AS8plCWDiPnioEEMgXdMDoz1ny8hqRgU1Tg+N3gv5vE9gS04/PHNJICuzjkCAI3hLjbCd6742NCIbofPMYRBqmOCACqwDvjPUWABhHhPHHLNwpjOq+uQdcKHl74dsWqhp5ot5UZriqWmCdHP+C/7eCBaCHoq/y8acEhffHEAiaOqWe8c/8g/3xXTBbAf980N7nN5Lm+XXWuG/VAm8fxwFY6mUmG3lA+oKMIf75FFsqvMXzhD4HwyuZmeuGC6CVnnX44Nx2Q3FxxUYgBs1vlUWWCcXZD2gMWeNfs4UTdQY3f8AGFlU7oRHAK1x1PfELeELCnnFPc5BDsqHKWN3VnLKTMaJ+ffAI0P4D798NiKEhtZN8GIC5Sv55/f/APXG1PAREzfN5VmqqZo+ef3/AP1zpJs5zN88FrWAcZHy6PHFsV474364vgGo+nn9/wD9cBAAKrp/zwJUYA5aDzy6TLtI6eMN1+z4zrB+uBQEYrT88gLIhkv75ArSqNrqcuPWDQPmd8hXmuYxwqB0FgPjmdGVd4fPFIUAI0J8/PFIBf5B79crYncWf88RAkYjp/zxyR32anfE7I2S5/PF8A1H08HljZZn8cZOdGnp8+3GqFooHU4CJKwA54OQBmx+udzU2P34PfNGPBl2/wC+EYyKAw8W8JWoYbPffPA8CFD6Ln45Xmnqfvj+n/64YgauTv598LjRFNLxUH0Ew+M8QKEkxtnh9cQjV/gHv1z/ALDg1rPAgfYMD5zyiWFyA3215/T/APXCi0gGvbp55S7KgJnpXzxkqo33vyTjLFXApc+eMF0TAAKGPx/hC/0BKll8GGcrMyctElcqHCEoWEUWC88KRURDRHIjhHIk4qlgqnTzL7rFc/14RnWr8H/36BghGqA9Upf2cJCOZAaOuOVgFyx8b4NMmuGVef8Ac0LMa/HM4yUTTDH/ABw4FbyRKmLuQvfrXDoWSHXPfHCk2qvKvRDkFnB58fTOhNiUw3u5vj+eXvBAr8zloolQhf8A5xpXFICVeKUEJgRF7nIBkljV+ee2cyE154Bhd2NIePzyeD6thfPP/YP9cBGzwmTiN/fXZqZ48WNoryGINETAuMc7E2Fa6PAULGy7XiuN1QX8Xg3HJRczP0/p/wCODiHcELIUxf8AjlAyQxq/PGjTKTLhlv8AzOUa+UTbzNtV1NP45KaASIKIs4MEgqo9oZn7eftmDwGvnhgQNkFRMZ5/q4HlivQQDUn/ADx0kC8Eb/8AOMVxUgw8a+mFmoQ9Hrgkw5QKpx+wZU2u8t9fp/ETMcmgKaPPHArBKiYN164CgERfZeY1FS+Dt4kElG5LzuCcAk1Ye+CATBj0KvDAg0CH+ELBTclwEyNRCZCQo4UVYMXEpczwgdhOB4tONTEpVlkx3nisnE1oXauXG3O85eZ0Ji+YmH1yo90KpkSu3Ra574dooCs34063MZ8vB9IpcJFG9Dqed8I2YCnTta/PMDG8+OKqaXy6z5eLYyWkxc98Ku4pokSVtc7u+7eFEMJQjNgzoz1+XjYge0D0300nWuuf+l4yoACwzvBh0ZdZ8vERABgRHNnJAXAiUiVWus3ebc8dkingT9nDoJYBRGrueuCOUxiYp2Ofj8cAgJsH+vfBXOVe0OhJ4YY/N5GjQis5pne9vemnEtFBAqZnWnW+s+XgpGnWp6DF1rR898YUDpU7ynPzy9yHsAjHWujeTPl4XsGDeTBSpidMX2oFeiehJW11m77t4looIFTM60631ny8FI061PQYutaPnvm5Eo7x+eK2KGbkvr44nQFqvWMDrWj5745NhFBRxVa6zd5t4UQwlCM2DOjPX5ef+wf64BX2igNWgn+uJaKCBUzOtOt9Z8vPAWxnMTzy8FxxBfxmer6bxLRQQKmZ1p1vrPl4DfkJYwMeNdfPfDmTTWCI5VsO8928S0UECpmdadb6z5eR2Qt1dYFxiax+3hiIVI6oyP8Ax3p4looIFTM60631ny8aiOwRqJb00/HNHOOouHGfxrT+eJaKCBUzOtOt9Z8vHFKNFc6/GA1xLqd5eiO/xwEqcFmNymfH/DwDpekHMCl1g6+dvG80hU6/HDFMoGRmXGujP+3ialtc2YDGMY6Pfl5RCVLVZ1lz++LzWSG/+ebkSjvH54BXonoSVtdZu+7eJaKCBUzOtOt9Z8vBSNManqxda0fPf+EINVnRq2GejvReWOpAwmKUcj88YMUER94eYIigAwfHrkBjQF8rn3njjiilMC4qz9vPhxK3o4yAbSUetT354HmGoPb88pxZfDv+OGkZnhUf/ef+Q/74IIyEoM98EVQrS4fHAdLQQl+eSLAqxr98M0loKaeF+YCAaA1eKWFEhmcD/wAvEphLk5eMHCyOgooYGpxwAxd6rQd4/wCk3mDIgADxnnkJYtmZwsaEE3QeOGSm4LoNcxw5ToSYa2tf18VzQSKjs4rpRIif98IkcIOcO8+uFHnBQ/vPPgBLZg5/U9uNdECwuffzymQZYc08fRGECkr6FQ/b9A9gWU4/HA/STJ9UYQCyvoxT9P2sirUkdMuHvf564LKWoHb8cTyBZRj88c0Eio7OAoaYj2cWREEXnPP/AAvBkQAB4z9CxoQTdB44wpLUDr44qloqvR/ki55XgMp74YSmTsD3OJduB4BwcmRIWVxHvmUezI9PXEFJVoupOOAGuSwVP+nlLF7ozghwIPV4MiCKvGeB5RsqZ/HPHOuVv7+gyIAA8Z5550wt/XFX6mKI0j2c/eMn6kOMzBzWdevXEtmhar+uBeAant47K0jtu/QnfcR36fXDA431VBkVwbx8eM8yaWzaQeUgsATAVvjREfgH7OJOxGTpa6nV+Pf0kWQRrf74MiAAPGePbFoqaeCG6BNBe5S/QCADkfL698mPbYZM+T3xgxQRH3h4MiAAPGePWslwrrAuM++f+Qf743EiLIX6IEVQA7xyepWUNuD1AhU3xCAXkfJ69fULHBIbDm5vx107uPqsiIIvOeJYYLTZcTN+euzUyaIwhpsOFjUqG6Xz/hi4RyFVBJ0AEmIJtBuJKa7OGYNqdckenYqEIwIOWoJvhGgTaaMmWG8Z2ZxkGsFwIhDec5vj+UIWHa1rAuLmZZ75SAUm0pI247xOzUzA80sLh5tfLST8Xh6JZYUywuNeXk+bVdW4mb6f2amceQxBM6/nidkFtpb46WfzrneADRcXz74NqNzr8hWz0TBMcFvRysKZgyKDMsxviWGC02XEzfnrs1MukikSQwZznN8Y+MzKgIhRMDIuZlnvsOCSAuUEdCDQMrfNxoUwRIIfNyPjZ88bK0VETFOswfj3riWGC02XEzfnrs1Mg1guBEIbznN8fyjAYSZwrk7mA+s2ThShlKnIjb84nZ4yDWC4EQhvOc3x/LkjCoAsWDUz7eMmXYat8XG68qzLa7TMwA7aELDta1gXFzMs98y+52Hqf74MRNYDJMf9PIgFZbcGXvwf+8iupByp6gneJ3Q9INYLgRCG85zfH8oQsO1rWBcXMyz3xLDBabLiZvz12amQawXAiEN5zm+P5auBQMGxthY3G8ziWGC02XEzfnrs1Mg1gsCIU3nOb4/lqkKHfAnA8w1B7fnlAwSRq/HGsbSaI0VLfa/LwnkCF8vzzFIUmQ8s5aP7nvn/AJD/AL4lhgtNlxM3567NTNTsxKzYV9r4Ah1wFgm6BE0KzvvgtMEpsuZm/PXZqZT4AArB5Zy0c43+eUG7zppc9+DHj3rhNyBmVMtSw/DOM8A1gsCIU3nOb4/lUgl0P7446U0bFZI3BvHs8ZTQooqGo5zkfG/zwABGqXBYbMAV0vuJ9LTlNkbSacf9dojuAFTZctz3jx7bq2ua5K3x1+veuJYYLTZcTN+euzUyDWDARDuznN8fy/4KQf7gH/kcJVAIYXz38fYjCBSV9Coft5n9zkHX/vFIAND++eSLII1v98TzHFHp+eMmNC1MgazrkglQEMMg4fGfPmc8hbGNxPP08BLMszeICKIZ9+fXM3Sf8Gf457ZzA3XniqmIQ/THzw7YtVDT9BMEAJjG3G7ieOz3Poq1lQSRxRhYDAIcUUQiuMJMbub46fV45LhYe1b/ANHLEJkaC2nBfTTT/PGBVoSO2XL1v8d8ogywDmdgJQI/Gee2cwN154pRmKwgvriMIFJX0Kh+3n/heZM1AFMPBOA09rXF6wf8cObQPbB3t9crCSKFGmcHEZgBQLgYUZ+uZksq8w4HlGypn8cfyjKLr88LmpEE1fPIN9kckNseZT5zOJFIxQyhySRhH388DyjZUz+OTHLF2I+bz0zmAm/HE/aRZz+n/dwy4AB65oxYwuM4l98aUBWQI63c3x0+uAQAcj5fXvkMMAuxH/XKpZJSUhn/ABBYxaQMjIvtnrXjlMgyw5p4+oyIIq8Z4GCEaoD1Sl/ZwzInYX8njm/qCGx8vj6McZqaqv6c7McknR/rhKoVzDFx29T59a+zRbyozXFSAioxPH75CxeoM5FFtgn1CxwSGw5ub8ddO7j6eedMpP1xPaNlXP54lhgtNlxM3567NTP/AIXkeRGcDI9vMrNVh6ff0LFCmaYuezq/HvXM3lMQd/8A3jeLFm17vEhbYojF8euW9ZUMaeeVELWKGEUJfi8/p/3coGSGNX55F2U4uQk54v0hj/vlEGSgcTSesAg2Csz1XmVmqQdPrmJLaPMOUfcgmHqc8hbGNxPPCVQrmGLjt6nz61xP2kWckWQRrf75AMEEavxxdRUaCZ3o4LGvlKLVZ8Y6zu4BQwVHt45oLQR2/VLDBabLiZvz12ameYWajB0e+CHAk9z/AAhdM2BCOmmsoiK5RwgmDJdm7k0oRMITHCeVdTKjgZcgW5hXmJAw4IY3TDkwx34eCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eBZiirBKph07HHmnGKEGbLBdjebrucO0DRoCe9fD58PBCFONR0OLvez464zehRZJKbPdMd64kgoKNTE70b13nw8LBWCrtUF3FmMEmJASPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9nx1wwlA4pX5Ep8PE60RcD0XWCpi1Zt4CJpV5ZcYzjsx11xmmEXgj5PXP1H/nuj44tZBlXXxTPyfxyzZiKjQ6cnxy9CeopgLXVz+c+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HhhEQGsMlDUXLMsu+C9MRO0lNm83XcnFkRBF5zwQhTjUdDi73s+OuNdaIYlU6cnxxu4ZNoIn/AFrvXHkaEQHz69cqQCYQaZJTeaY71xaQiKXwayd6v/TxhBKB44HF3syd/HDvr6odskNriSsnPEs06ueuJ5Asox+eCR6I7ElJTebruTgg3NSNMQ3q5Md58PFfbRT/ABxFFoKKjAtq7yvy8OxHKoLNzhSSZajZ0u97P4eIuVkLemYpvN13riSCgo1MTvRvXefDwsFYKu1QXcWYwSYkBI9EdiSkpvN13JywFtCEDtMdmO/w83tURSUaXq04a2sosUhgz2Z0beP6YyMF7xitl3GaeCEKcajocXe9nx1xCFIckl8kpvN13JxPIAo6Ynejeu8+HiwTRmE/xxdAa+EKFd8LSm2ZXiSCgo1MTvRvXefDxAK2ZzYHGM7Mnx08xHNmuVDU9mdHEkFBRqYnejeu8+HghCiNR3Yu97Pjr/AL4+5eWAwMK4IdHP69Ws/pHeeZ1DNYABn6dmOTDt9eueQli2Zn0RhApK+hUP2/QkGSSKal8cys1SDp9fTByUZezkMg2QZp4+wvNZRO/wAcL1AIXzP+szTzL1VOGqdHFCkkEsl8nvgshhNZr4OGwLZAy3x74KtEYMq48+NnZ7nFDiQ+5zKzVIOn1z5i+Ek9e+OrNDs6h+a/p9ceDGwR4AIIlE7+plgLED4uei38fjmNvPAOtde3gdNcxhjwe+dGOTLs9e/ojCBSV9Coft4k5SQJn0cQgF5HyevX0Fjau0MPXItAqIyHriGTBEVTWMcLzWUTv8cV9tFP8ccugI+uf+l4UDIEZzBx53+cz6YWahD0euQ21rCqHg4pCV5PR/rgmCAExjbjdxPHZ7nJRRCLWf8A3ieQZYM/nkUJNh/F4wgQsgEmMt78dfFii2VXmH3O09z/AFxSEryej/X+ILhDYy26UEjvz63wEAIVAXuFZ+3gEBNg/wBe+OytI7bv0DBCNUB6pS/s+mFmowdHvgZlVgXb38fQRdFFjE9cY3WIyMJfwn/eNcVS0VXo+zJyt8gmlbc163+UwINAh9FUsFU6eOFJtVeOaIJKwg1tzo68+cYfcZD3f9cBAESI98C0iABKzCfPCqRctJi4vxxPMNRen45hZqMHR74IcCT3PqWKFM0xc9nV+PeuQsXqDOEYLrAf3XEKC7B/r19AwQjVAeqUv7PqdsSCho4ZaatWsB/3w+LiINxDgIAQqAvcKz9v0LOZEFCEdHriTimp6PonmGovT8c8BLFlzOHzZEE6PHAAAAgHX0CxwSGw5ub8ddO7jmH3O09z/XFISvJ6P9fT2zmQmvPKZRso4h4/xRb4QuwIAOsqGcZzODyHaAEesImMYxfrSMqBSDA35X649sWipp4Z7mzrxhET5+iTiuL6OFjUqG6Xz9Mfuco7/wDOEUWr5ENHa+k2kPNtR+l+uKpYYL082W8KF3wuZgVchC6wrGM+b9ErmQXZ0e049sWipp5/7B/rmJxVYImV8GHPp5451yt/f0CMZQlEh6eMLQCrp/L44EyohiGk1hds5Z39XMw1kyiP2P0SmxKTIAx5UPHnF+gKGCo9vEbBbAU6Z9B/P0TyoCIGUTOvGfo3msoHX54ItOmhIP8Ay/XE/aRZxPYEtOPzxPKgKoYVc685+kxWMHZkNeF+vqFNqUuCBnwiePGJx2UhXbd5YQF2sgGjyhx7YkVTRzei0AxidvrleC5mAsIazNM4z19KqHmsAq4+u8It2gyU1t2zlnfFM38on/PAUNMR7ORUPNKJRz/hi2CU5KZUDO+nU7oB46JVLxsKUOmc/tP8c/tP8cFU5zNFaE27fB45/af45vwdIDoM8/tP8cDagaCT2IY4HTYj41FG6mPn4n9p/jn9p/jjnJWPSpmtFh6Dn9p/jnWRYZmJhkzfkOf2n+Of2n+OdZFlmImGDF+V5/af44ZwVh1gZrTI+l5/af45/af44KpzmaK0Jt2+Dxz+0/xz+0/xwLVEJYTIlu33w34En2lu8frionGbqjUmzT5fPP7T/HP7T/HHOSselTNaLD0HP7T/ABwzgrDrAzWmR9Lz+0/xz+0/xzrIssxEwwYvyvP7T/HMqkxdCUZh5/af45vwdIDoM8FU5zNFaE27fB45/af45/af45hUmrgSrMvP7T/HOsiwzMTDJm/Ic/tP8c/tP8cc5Kx6VM1osPQc/tP8cM4Kw6wM1pkfS8/tP8cWcXycF84n9OBCsRAVwNl2+Dn9p/jmVSYuhKMw8/tP8c/tP8ca0yBGUdDZo9V4uQR2ij6Rc8/tP8cwqTVwJVmXn9p/jjuLoVqhhrb5D/CQUZAbMilywp26eez/AJcAy/n7DUWycBSxhRICGguFGx2cYBQXGePsDR+ymbAhHTTWURFco4QTBkuzdyaUImEJjkaDUQV2h1cpmXbv6oaJRokD6tEtXhHcqW+0B7l3NGUbsYZTkptEs67dXuH0rwbCSmeiujLGaU8rxBr4zHEXFshzxqmjYvLUvCDdH1fKaoIGtAqkoIdoKSKzkehbBnZYUReE2ASQECtzB0Ojfrh2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mH7LgjGo/FTi74h+kKAfZRyTYMMGa8FSR5uINT24hZNFgvpAWp/NfR8X2cteNapImtc9oGgFMANSAePxX0hGxlOcIsuhmSOOK9tB+Cr/ALuOY9ybEW0WB3zpUm8/7j/yq9mCmA8f9qiF4JVXsc+KMNVK0tha0qqLXtkdbUbKhbeNnJ3vC6M8ROjH5tCItVW/T8FS6z2Mu2f2p+2LcVT7tvM/FTWLIv3DIzZCkYCW3/MjpYfNNYHTRW7grgscB4q6bqyYhiw96r90OYUZAY1Mwskcujhs0Z4lVzMcNk0dZvL/AEqhl4gD86E9uKLCE9t3A/q+CrWCVojVHDha9hUzOq0DuIQFlI0ujlA/MqRmba1nAe9MFxp+dKcwdY96ZFgN+xdK5xumt+scT4KnPUHmmnEWNPcVfTZNOgKYXc3mozfFzUf3j+Ux4GMc05zQ4AqMuxOBUcwzeIoWzmPyVZsIf0/nuUz8Mh8QiLGNVewgbPB8FiNsKDgbAKV2EX8VcmotwQuyW3FEkuI8Qi4A2RZZrrd5QOF5J4Jklz4Jj8bXFPYWGx7IEOFwoZBgtwBUIJeLKSTEH+FvepnmPCnOOfAVM84w1R/eP5RLm9biqp1pNCjNzc8B8U9pbE26G0efwVU52K3cnyYGsIT/AK03bwUu2xTkmPTxTJC+9+GSB+FyqdjzVJvE/fNRdeo0J+mQckNDo0/afyTD1W8ioHgMtdVW87Jj8EIco3ht78FTHCSfBB12PJVVJd2Ff8n54KE2kCLBnA7571LstUj8bsSa8te0eCnJs0eCG15/BTvD2YgnPu0N4KD1uSmNpGlSG8V/FQ6nHwyyEmFpKp2gNxc1e8jD4JrsJuEx2J45K31jEN+eSb3eazfUBCqt52WM4cOSD1uWSp3pTXh8pcFhIAepHER4uSl2W5KjaU/q8k2c48RTtyMkGy/kqnaHJF/UwKLZdlfuWpjsMY81MBmWnJFtj9qcQZ2oPHSCmPucPC6i1M5p2s9pB63LJU70qn2k7chZzFFY5ajaT34rZLm1skWw9SPxm+SMgNdlfumeahfpa1O3R55Kd5dIOSb95U5LZiRki1M5p2s9sSXG5UHrck7cj0CSdfox7p/l6RcSAOCg3gTn6CzxyU2h6bLaTGVU705ASPwEHrckSM0B2LN2/wAvTBINxlBI1ZKnen8E15be34OFoe8A5ajeH2LTb0eyICGyAlMGJwCeMLiPY8W2FLtn2PHthSbZ/vv/AP/EACwRAAICAQMDAgYCAwEAAAAAAAABAhExECFBAxIwMkIEEyAiQFBRYRRwgUP/2gAIAQIBAT8B/wBgTl2q/wBR1vQ/N/6/8+qTpr8G1da9VrtaG68s5V1B9d0fOs+bKqIdVykfPjQ+rbRHrZbP8hUPr7i68T5/JHrSJdT7LR86VULqqhdV5Yuv/J859tkepunIfxH8E+opQdD622x8193cR6+24viET6lj6rezPmXNULrRwx9d939EOp3N+Hqep/TxpfHjvjy/D5fhkvuZQlY1pW16tHaKPIo2OFCiONCjasUb0oopiW1naVsJWUKNjK20o+Hy/DVojARKNI7dqFH7Tt2/6NfaRVyQsFbURxrPBFbEUck8FcEsEVtQyWCPJLBHBIititj3Hw+X4VgWNOrnXtT0cGtxr6eUPJXJ2YO3u2KIxvJyVZ29yEir07W8CVR0oh0+134VFIb2RLJOCe+seRj9I1goeBx3oohk/kitj+Tp5OCiiKs9pt2nBRGkZQ0NUxO/HJbksCWCKsr7Sa2H6DYhgYvVpChK2xbCwyORqtJKyGTqYF6We0WDhiwh5JLchjxNXIasmcoguT2EsF7URyxKkNWmR5OCKplbkuCOGL1EuNV6ieThjVjwcM9ul7kMeKudJcaQwNVE/oS3Fl6QwR5HHY92kuCBW9ksrVepjVsj6tHgXpK+0aHyLyS40hglg9xW+scCVfRLKEq0eqyyS5FnSa2PYR9Oj5F55Hu8LyvqolgS50ngcdqIY/Clwe7wvK8kMfhNX+HJ0tYY/Szx+olgYv07wLH6d4Fj/e//xAA8EAABAwEEBwYEBAUFAQAAAAABAAIRIRASMXEDIEFRYYGSIjAzcrHBMkCR8BNCUoJik6HR4QQjUGDxgP/aAAgBAQAGPwL/ALGA6ZdhAlBzTINoDXY4Ux1Lt7bdw2q5PaslxhE17OMhTJA3kQEbuzEK4HAuCdX4cU3tfFhZNeQslxRN8dnFB4d2TgVN7+iFcRIQ7YqrzyAE1t6r8KKXGiaLw7WFgaTUq4HAuCAviolOcHUbii2+JAk8FLSnG+IbjCDmGQUSHYJoDviEjj/w7tINGT2LoqKokgEsbDNx2rSl7SCW0wWkJ7U4CdpCZcBYdE2ATtRLRd7YLGThCumoLoxrdmZRlvbJLolMvEuLO0GcUXFhd2YBEV2ldh9w74lUMUP36pzdG3EnCKV/whda/wCMEtc6ZCJeA3cFpS2NFeNKbE6jZcSfw4Q/SCwzkETd7NG0OzatEHN/OXvrgdi/EcysOdE/m3INcInRG7P6lpJYC5zQA3dSEWDFrQ1vFOaGmNK4l0RIG5McG/C8dmfyhM0BaXaMVdd28EGhoJnH9Kv6LRm9NTeo4QtENGyIDgROEhD9ILDOQQcH9j9MIu/Lea6clpewGte6IG5aV/4Yi5EfqVZumMeGH3wX+outDb5F1uSfe/O4uhdrREzpL11pi6nDSt/3Ll0PnFNfFbzDdyWjbMjQgyeJ2f8AwaTOCBnFXZr/ANNor9wxPwk1OP8AhRjfEE7q1VRg4unf9haSS+jv1ncFi/rKxf1lYv6ysX9ZVXP/AJhWL+srF/WVi/rKxf1lYv6yqOf/ADCsX9ZWL+srF/WVi/rK+J/8wrF/WVi/rKxf1lYv6ysX9ZUhz/5hWL+srF/WVi/rKxf1lRef/MKxf1lYv6ysX9ZWL+srF/WVIc/+YVi/rKxf1lYv6ysX9ZUXn/zCsX9ZWL+srF/WVi/rKkuf/MKxf1lYv6ysX9ZWL+srF/WV8T/5hWL+srF/WVi/rKxf1lVc/wDmFYv6ysX9ZWL+srF/WVi/rK+J/wDMKxf1lYv6ytvxHHP5HS+b2Hy27u93db/lD5nevyOlx+LaeA1aa1e7r3de6p3TVTuT5nevfGhEbFNds8IxV2u6eK0vm9hq11qaonWEVGrx1hFRq8dUzQaxjUaq6xi0+Z3r3puxOyUDAvB044qJEOEO++arF0Ekc1pSGtb2vYIREKbIgQpiTZECFNkQIUxWyIEKbALtPRTZECFNgF2OG5TZECFKwx2qIEKbIgQpUxEqIEKbIgQsOdkQIU2Rdw2KbIgQpsi7QYKbIgQmqgxUQIU2RAhSjSPdRAhSj5nevyOn83sENSmtWwt3dzXu691TumqncnzO9fkdJdaB2ooOAQ1KmFTVpY60TrCKjV46wio1eOrUxaSpiwxbMJhVUG79UxafM71753ZM3roG9Tdwku4Qoik3Z4rSXXA9vZkEZNAFuUU4q9IjejBkwoOMo/mGxbyphTIhV+ivYBHig3fYDsO1QicYVaKLA4bVO2JhUAUSoUbUb0BEQVKmRCdsMKu9Y2UUhwKghOUyIUTWwEIV2IXars7aKEW7lOzYd6iwEJkbLGwqoypkQoWCM0VSv3O9e+o7tXr0wqGkQ7ipmRWBmtIP4vYah4iE7edSp2oAo1ortgJqscESNqJV1UQBV2Nmo3NG8UMrQAoEI5oZqidO0IJ2aGaKmwA1QCjZGpRRNmOau2NyUog4o5J8LtTKNbJK5n1+R0haQROzId03PVJ+Qrqyp+RHc8z6/Iv4903P/leZ9fkIik3Z4olpBHD5uPkI7qvdcz6/ITMisDNGqjYqIWBDUpqV1RxVFKlGqPFUVTVEoKiKCKpvQ1BFhpgpsKchFgtohZRCwKNQCzmfX5EcVH3hY13GE1NQtDdQ8ELXeWxtgUWuQsFhUoqELMbAhmnoIKicghkgn2FC05KqFhscm2cz6/IszUfeFmj5eiHJNQE7F+2yVFjU5BRY5QhaD3Dm2PsCNsbBY9BZLknoWBP5rkfRFTuQOoE4KFzRTbOZ9e+cIAdeugckSI7AJdyQwul11NU1+nCzR8vRaP73ILkv2i10b7GUreV/ZATcz7IZqv3RQ0xKbMkxtQtbl3DrNIP4ZsF50YQjZe4oorS5e6IjEUonDiu1hC0oyQPGxhA3rScJUmwpmXvqBOQUIkbkJTFzPr3t+6L2+FAJFZBQiQBFMsFer/ZNX3uTg0TUe6YAcIlaP73JmXug/ZguQtfmbGCRM4LkE3M+yZmF+J+U/wBkyE3STgMOaaONujy97BetiwJyY6fiT272r8MVK0IylaSeFhn9ScB+pOWm+9qan5lPIxA904/qdC0eaaN5VxroOytVpJ/SbXT+qmpwlOYSYEp8703KzSZe6ZnYfM717qUHfivBP8eHLBdqJ4aslsXcV+LWU/ki3itE3cEBwCF0E1V7gLX5m3kE520Gn9LGElM5r73pmYsbktC4Cg/vZyHpYZMQJRumRY10VTlockclX7otHy9U6zMr9/unItmJQbMwn5lab72r9/smXQTVSI7JCGSfvMhdrDetI4n4Qv3+1t4GsFHNaTn6p+ZWjA2j3V12K0mXumZiw+Z3r3f4WN79JEkc/ZDs3eGrpfN7Cx16a7rGc1yHpY5Na7Cx+ZVNwsY2PiCdxNmjlM5oNmJ/ugw1hBo2oEkdke6boqzYM0ZlvJacj4YKn816xqctDknDcEIqEPME6xq/f7otG2198OArVaf72r9/smp/JZBNAcYlNhabJfv9kG7ygwGZTdAWdojev9wH4k875WkDp2rRNGyPVOAEo74EpmYUOAwR8zvXu3AmLxwcAWmy5eF7dK+KbxgOj6owfhE+atEK0LiIy2/VaXsEdrbkFgcrdHsTBE/DY7Ymp95oOadsqhpa4BXZii0Q4L8NghaMHGqZQlM5poK/F2btqanMwTRU/wDln7kzILS8k3M+ydjIhBmPFOWhuCYC0nP1WBC3dtOQ0m8wm/e1AxILpovvcsDlbpnFpE781H8aC7LInYnJmYTKEJ4iigNjtJmYWj5eq0fJN2VRyT+Mpj8KIHiE9aPifdHJHzO9e7L4EN+I3JsLTgVFeooUwUgVWl83sLBeiu6wXppuQA2f2scye0mp/JSdqa19aI5JnOxnNMTOaYwRBsvfpsr90sOjpATMgtNyTcz7J5cYwUjai7YcLC4CpX4Rj7C/f7py0eabZ97tRybmfZNmxyZmE3mnXxEoZpmYTTuC0J3gIZo5Ku8pnNaPl6pzaVwWipN3H6o5I+Z3r3f45ulsSQPuutpewR2tuQsZzQPE2V+6WOa3FNa7FP5LstJyTck48EznY0xghLjdEphaZxWj5etj+Vgio/wheiu5Fp2/2QG5abkm5n2Tsx7pmQTOdoio/wAL9xTlo801cV97tQ3qCEwNnamZBXomqH8UINGwhNiwBomqa04yE5f6fJqYEck5aHJaPl6oku2qRtRyR8zvXuy1zLxP6WmRraXzewsZzRzs/Eu9qz73WPvNIzT+Vj+SYLHLkfRNzPstHy9dSfvBMutJyX3us03JaLjK7AiSmZDUmI/8XMotO1NaNhTbHHcTqb0zmmZBDNaP9q5hN52/e5OWhjYAEzmjknLQ5LR8vVfuTC4xQI5I+Z3r3bnPbLRUdoiyDOcU+q/Dk9ojbn/ZfEaCW8ZPZQMmrjTgP8rS3gB2th4BYCVEDDEqHRisBKpFmAn/ABa+OC2J/JaKeFha7Dgi0bt/BV2ErR8lgJtdIF6z73LASnNfEO3JjdgmE2d6Z5bMBNld5WAmTZ+5MhbIWk5+qwE20i8mc03IJs71oMmondCDjFbcBP8AhOTMwtHKOSctDktHy9VWPip9Fo+XomeVHzO9e7OkZeDXVlwBH97btxt3dCBgSMETAk4rS+b2GrWz73Wv5KiNwRK0fL1QLTFU0naE/I+iOa0ZDTFNR8VFbPvdaLwBPFDNMyGp2aiSn8J1OK0nP11DNAmc0BuQzWje+JAFZTnQbu9CLfvcnJr/AMocmc0cJlfiTicEzILR8vVU/V7LR8vRMyCPmd692WM0hDYiMdbS3gB2th4DX+91r+Vuj5eqGaZkE7SbIPojnq6TZjZeumN/LUh0oDdqaTZitJz9dXSc/XU3pnOwZrR8vRcghbfjs/4WYR8yZzT+SuzFUG7hZ+5aPl6JmQR8zvX5HS+b2GrSz73Wv5Ktmj5eqGaZkEQNyIcIrq6SePduO8KQ0TqveYg6lEznaM1yCGoMkY/Umc0/lqfuWj5eiZkEfM7170xoyfonO0kgOfBJ3D/PqrpoY/2xmfain8943uA3e60t4g9rYOAWIm3ESqmBZiJtoanFUNLGgkUQzTcgmyRNuIm28yJO3fbiJsqcliJtxE2PWIm3ESsdmFmIm2pHEpt2Kb7MRKGajGgiEBgZrNuIlNA2hRpKdretHKfZiJsdMOr9EGuiiAGAR8zvX5HS+b2He/e5DNMyGvu7t/Lut+oM0zIauj5etnaaDmn8tc+Z3r8jpbxB7WwcBq01q2fe5DNMyGvXu38u6pqQ6UBu1Q8zIVLH8tc+Z3r3xIe0xjVA3hXDirsidy0vm9hq11qWfe5ANE1TQdgQnWEVGrx1nEjGI1eOqZoNYxq1sfy1DFp8zvXvSI7MYh1UIvfhSMRX7wRaQZe2nCTVVBo4uJ/oP6LS9sntbcgsTnbic1tysxOduJzW0cLL9bu/laBXO3E52jG3E52bVic7cTnZty3LE524nNbbMTnbtPvbic7YrTbvs7UmVic7NpWJzT7MTnYcVic7D5nevyOl83sNWmtXu693XuqdwznbSx95pGeufM71+R0vbJ7W3IatdamqJ1hFRq8dYRUavHVM0GsYsZztrrGLT5nevfE3hTHggbwrhxV2RO5aXzew+W3d3u7rf3DOfeHzO9e9eGgYUN6qBg3JH5YP03TCLSDL204SaqoNHFxP9B/RaXtk9rbkFic7cTmqGzE524nNY2YnO0dq3E52gF1d9uJzsxosTnbic7KmVic7cTmsabrMTnbAdXfbic7fisbzWJzUkwFLXSsTnbic7DJWJzsPmd6/I6Xzew1a61NUTrCKjV46wio1eOqZoNYxY27FN9jk2fuusYtPmd6/I6XH4tp4D5bd3e7ut/dOTfvb3J8zvXvjjTeCgZxV2arS+b2GrTWr3de7r3VO6cmx917k+Z3r3uIu7oTXRJvXnN++X0UY3xBO6tVUYOLp3/YWlx+LaeAUV+qmyK/VST/WyK/VTZFfqpB/rZFfqpsaJPCqmyK/VTYINM1NkV+qlY1zUV+qmyK/VSqGRnKiv1U2RX6rGsb7Ir9VNkEkDNTZFfqpsgE/VTZFfqnFNk7d/FRX6qbIr9VKMKK/VSj5nevyOl83sPlt3d7u63904ASmyDPcnzO9fkdLdaB2tg4DVprV7uvd17qnd07k+Z3r3012RxnBTXbPCMVdrunitL5vYatdamqJ1hFRq8dYRUavHVM0GsY1a6xi0+Z3r3pjSEfRXgGiD8M447eaiRDhDvvmqxdBJHNeEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOleEzpXhM6V4TOlQ0ADh8rvQFA8k8oQcALvZnnqVi6BJ4cVdIF8xHP/AMUneRaYUiOyC5yGF0uu6jro7IFP4icF+HS/OMfe9NdvE2tGjEk8EC2C2knfKGF1wJGpeoZHZC/DpfnGPvemu3ibRcInCCFJj8OSEWvAmAdTZJiESI7AJdy1IpiBG0qYEOEt++acHRLTFLRA2j1UmPw5IV0gXzEc/wDxSd5Fr+zUGAEHCPgvuQwul135hra0F3MK9XfHHUdLiQ7EL4jembyDRgLcSOIQx48dqvV/tqOhoE7tiiu2eM46nxEZKR9P6Kk7uWpFeHBRXbPGcdQO3IzJBmmeKNSScSbS04FTfde/UhEgCKZYakknLYorsjhGCi1p/SZRmSDNM8V8RvTN5BowFrmVh0/1V6v91er/AG/46HPaMypaQRwskKFSyP8ApLG7Jkou7ZvOiNw+wgP9wSKcCd6xgDZFI2I6QNJuRA9fX+iDO1+UTs3kqQX1r9TT6Jx7YN6k4R9ynEkyaYYH/CiSc/8A6w//xAAsEAACAgAEBQUAAwEBAQEAAAABEQAhMUFRYRAgcaHwgZGxwfEwQNHhUGCA/9oACAEBAAE/If8A6M31hCEV0g+WCI4ngG9iFMU8eQLRPOJbHhCAccSAFoH8HguBqG50EBWwANgEDoZh+Lf9wwmBF4wEEehhsMTIGUJKOU8h6wd5YIenv34DKVBqE9uAWkCUKZJgFIxCUtIJRaysH/hjRqyEzrGsYCIjkFsV/ohGDqFg7NXpes34UYTFUBFreErG6HCUZ6B04A9ikQ2GJkDKZ6lBsnelaylkOhBATwgIGzWYNzCtoAo0iDMfyXsA8JlhEVAKDn9cOry1gER8F/n/AI4EqKO4zNQnjTSy7esEZeBBscT3GJhIwGxFjABPQWoB3BAMyFSJVCU/MFlMBnrjLw7RLWhmoeyPGto/aCXEoADa/XWDO4AyFiwgnWCAvoquApkoNj2pPVZxykQ8CIAQNKqAU85gaqFr1I/IjkeuQNzFSgwAamdEJwDCGAwATWLyFiDpjqHUlCuJlFGsveNCDxpAJHKiFMfpA2jSFQKjedQMxWQrCx+8R4WDVESfVL03heTE8W4pw1MEkKYoA0zJ9YstGkGTeIit4Q4AA6YZmAGEScGMC7YQVgbRvrZ3B0x1DqShCSAvP9ZVIF6EIURAOqICMfXDZwmIKQIDmz00hYRAxIgSBhFe/wD1BYlAElm9ZV4Lgsgcoe/CLS0oseGBMC+Ohy9JhESGDQo7Q4HBF8D9T/8ABoAldmOi1eWsJErsw1eiz0n+S9nrt/8AGsyAnJmPRTEgH3CTJJ5SsmBRBpyK9XXQOLahdcRYHsS9BB0modc13ni/3PF/ueL/AHPF/uEBgZX/AKzxf7ni/wBzxf7ni/3PF/uABkZV/rPF/ueL/c8X+54v9wgIBA6Gb3ni/wBzxf7ni/3PF/ueL/cACANgi3vPF/ueL/c8X+54v9yhYNr/AKzxf7ni/wBzxf7ni/3PF/uABAGwRb3ni/3PF/ueL/c8X+5YsC1/1ni/3PF/ueL/AHPF/uEAACyTT3ni/wBzxf7ni/3PF/ueL/cBCQCKjk954v8Ac8X+54v9zxf7hAYGV/6zxf7ni/3PF/ueL/c8X+4CEgEVHJ7zxf7ni/3GYEkg2Zov6Pb+WJQoE9OYFiwR15SURRL7cxMCQWyOXK6BHrzEwJBbI5crsEevKSIgFMhnzAsmiF35SUKBPTmBZNELvx81r/omAGqWn3OUtWA6jmDVgeg5S2ERvXMyMCc0OW0sLpzMjAnNDltrC6crMwByY5g2WRtXJ90LVgOo5g2WRtXHzWv+atjkRCyyh7nWBC5gaKN02mX4tijXtc7fy1VkGM1nzVWYZzefLY5F1add+bENFFt+vKaLwFB/XNiGii2/XlFl4Aw/rlxDRZaXrzWOZd21Xbk+6VWQYzWfNY5l3bVduPmtf8uyHYcHrZ3hVlb6ZRbcAKaJsk1u3SDr0WxJI/DI9YqgIwAEIEAAhSAwqIiBinAAJIADs7yvUJBUFhADGibwACSAA7O8r1CQVBYREQMU4ABJAAdneV6hIKgsIACWUGA8YABJAAdneV6hIKgsIiIGKcAAkgAOzvCAMCCQQSYREQMU4ABJAAdneV6hIKgsIiIGKcAAkgAOzvCFABIwIREDFOAASQAHZ3leoSCoLCIiBinEBXWIeeKV6hIKgsIiIGKcAAkgAOzvK9QkFQWEREDFOCFirEZyvUJBUFhERAxTgAEkAB2d5XqEgqCwiBbGBX07QACSAA7O8r1CQVBYREQMU4ABJAAdneFCAjAIGWEREDFOAASQAHZ3leoSCoLCIiBinAAJIADs7wYCCEQVYKIiBinAAJIADs7yvUJBUFhPuiDG0rXs5XqEgqCwiIgYpwACSAA7O8r1CQVBYREQMU4Aeux6MfNJXqEgqCwiIgYpzzWv+j22Py/nkLVgOo5g1YHoOA2AviLYRG9czIwJzQ5bSwunMyMCc0OW2sLpyszAHJjmDZZG1cn3QtWA6jmDZZG1cfNa/wCjkX9AU5e8+X88hAyjFtQAyB6ctVmGc3nw+f8APGxyLq06782IaKLb9eU0XgKD+ubENFFt+vKLLwBh/XLZChrFQFhjhtYHGNFrhY5l3bVduKGy1NxA5VZBjNZw7AXyrHMu7artx81r/mDACACKLAH0x9hEIYiA8BI/BWDUw8eh9D9q94OGIGzkQEMIDrBBkWj81lbYD1CUrXBqhIwOUCH1j7WpAIzGijS9iMaLUr3CRdF4QgBwFE6iBCjMK4cGEZAJgVAJIAJIBBVHaFCIKEwV4REYM2oIUsAhwCAG8mIjBm1ABJAIKo7QgOMGN/EVSTSN0us1adoiMGbUNHYD2OhhwKgh7wuAhBUEgtCHhK9wkXReEAJgERdwgJE7oUofWpjptErONENaxhSmLxgyBZVT6pXuEi6LwgAdmUAEkAgqjtAFgIJYIzgrwz+2MWJQLxEIuBaBOwZJK9oNgLgEsAJWBNgoiMGbUAEkAgqjtAFgIJYIzgGJkLigHE43hDCbFfMGst1n5crAVpK9wkXReERGDNqBNWRWOwP3BCQBULOsKJR6QwQjA/N/mJIQIQE2LF+hXoIgQK4AIZUk92XrLcoSVgSZ83nSjSuDoR2jDGi4ZA4BCtIVPiSSJOJhWgbjCyALIGEVsTJR9puAkmCjtCOyhhkiSVAUSMBAYQCKqJcIMiOkMk0YBu0m46UuBoB24dkhgMdJOoQKBY0cTg9htwMBgdwdp9w959QgyI6QIJFij1ny/id0hIp0QoKrGcKU8TpASQIxENB2KcAQjYxgEkSxBRlLLiQZEdIaAZEa2/YCSBGIgiM4yR9pvh4m5iAMi4sVtMIVEEjsRJA94tG4KhbghlcKQYKpgedv6J6iFEmP4RlLKdk5RgcDr/ECixHS5SDInrwdLiUI4jWMCzL5QUWISSZLO/8AGwBoFxfNgedv6L08QPYfxdk/9XA87f0MPHofQ/aveFqLAkx/ECSBGI/mJADJUBBDBfAEANjkAEoEP+QEANiEgBkqAghguEgBkqAghgvmGslMAftwIYiB158Dzt/QtyhJWBJnzeBEAehmY+BAskrhsx0hIxECGCDBeMIAglVyGsK4RIyTfHGSfBqMrT0ieEw+kBiCMHSlwQw8qN0ahxdKKmpGKrH+wNUYGPgTUMUdTBrJwl0OC7KPRKDZjpwNp0EM0rGXInEU8oUI9yJ0TgUbvSEzq58eOpK4bY6DijdtTAskrhsx0iAQYFknXFfbCCkviAJQIcrXHhgedv6KA7PExpoAjD6zEGRPSfC+J8+GxoIaTqIZqylhMk9Zh9YIhODgAYwgB3WqMCVmY/WefafOmH0hvYP3MPpDTIFZRHEluKdj98D3j9TH6wSdv/YnRqBmlRmnzc7KEKRjCYI9kx+sCjRzuHvPqeLrwX2wSTAMqhrPjzu4RQspa4LuDBIMzZ7Tup2Uw+nATGaJQrJO59sK3QiGCYF0Zj9Z8r5nwvnhgedv6WHKOahisk2MfXgwQ7N/Az5sxgYoK1oPaEklkuCEUGCtgxlJlaQCa6/c+PD3j9QYO2TPPtBA4yUuWVTuoScRJhIOkI5pyEsDbg8Ex+sCXLIA7g8GG0BPDsuKx+schsKENltCPDfgjLKsYJIAJsmHAJIqCc7uER5BcVGD4WndQYQNEfQmOHwmY/WfbAhcAsekAgNsgwjAoNjUT4XzwwPO38wKxRxWQ36M+kSxtwMRXVHVKA6g0HVgEk+4IUBt3+IqYBWZwMWOIy6w3iVoj53xHY/cJhjQ5QkC8QOK4xMmEeF0MgSusWMP+OeK0gWMaJZQijSgLIYyQUfLhCSxE9RndcUH1buecGAOp+IICAQrDpwJg4t8OAgnKAMS4BKwaxPrwO2Svad1wQ8OiOy5GNPeOTIhGEiGMjKFmr07zoRPng4rJNl1hVMhQV0kRXSG06md3BA3Pu4fCZj9Z9s+L8TsfuNsNw9CfYQhBO4Byst1MDzt/L/se94UCAGImCX/AKZbUIIaP+ELQOZA4MWfcz5vxwnmjsYeiJhTCjPnfECBufdLlFOvOYfnQ4+a14Ghq3a85heeE8VpHmtYcxGg3YwSvU39TaXU3f7NwAHAhAbieLu4UjqiViuAIGpmO3QPbh3x+J8X4mLK1LBS8E0P2gqJ0Shk5WSK9ZxOU/twEAA7ughwOyQA9Z8X4ggMYB/GfN+Z5rWESAiiQdkAjDgEOgc8HrBlcACPU3uIZSJOIeJBmD71QklM4YcAJqHRhGkaxHSBdTzbwx2qIPg1PDxdkBiOn5gABAIbTzWv+ImE60DlHsRoTuLexdBK/UZOWiK4YjFf9mYbOWCnm9YFQxAvo/8AZaDYH7S4CQ69w/uAgplAeRjoQArzy4+a144XnhCwGbaQCSBBRGcawNt54zzenC81rwQfVu5hxvjF7+GH504UFrq0heoAAVtwExq7c+L8QI41H3Rnm7iMrAnNDhZ8X54JC8Y/X1w3xfieqIU9UQp5rWCAwEA69PDCsplAesDzIYXPN3MpJ9hwgxgLJDDoBeAPNuTBZTNYZzzdhwZ5rWGuhSPdDwCDETxdk81rw81r/jOMDpbJEYB/rCaZoDIcvb+FQhUXB5vSYfnTh8X5g4GTY9OHmtZRZjUeXDFsm3glCknUHuB9cMSIsq08feeb0nqqFASy5vDJwgYB1RPygo7v9lRYt5a8PN2MDkQaROKIQUwRhjUq1dcclw+b8z4vxPH2EOTxIO4mIaKLb9ZSCwAT4vzw+b88MbPQfHElkJBE7nzvjw3zfmeb1g0jIB+fuDOCFgGjLmMsu2qHtPH2PDXkkBwzYiFShUmiXEmEKRngCOX/ACBD4AXeHqAAlXWEPJGZ1QiIqodIAAsiTwNe081rD0SA1Cea1/xuRESKFAdcteH+x72gUAECpNSQ2QrH1EJCWmZag96y1ChSGSPJn7HcRwYs06FGMpuKyMcTZCCzo5YQaOGHoICyaIXeGyEFlRysT5vxMECkj1hs5BY6OVwpYDKQ2GvrHWDZpxlOkv0jgBsMgLhwOqN0c/uEQcJFKrNzzekIIb9Xf3Ka2WOlLpPm/Ex8dXjvCISDo74CY0Qg9ahpIJ0oVKO/1nitIBfCgt5i0j7p8X4muSb2HBhgvalQmJILYTlcOhHK/US1DkFDSwTjhDU7CFC+Eym4rIxHQI9YCyaIXeCgfobZgaiPaE6yE/W42towABnxfiea1hAfG0VtLuYgHpAoIdIF1PNa8GG6CF7rhshBYaOVGebuIMI5gHu/qGKA1JqiDFExBe4UN1EJetiHJOQR2fU83cTzWv8AjXtQ2umjfSwPXgEFgRE1mG2SEdC2ISlUVAAoVhW0Orjf40nb+FchZOC5AyQ0eQXdcG2fSnzfmeb1hj2EmYFUAjhU83cTzenDzekeojN1uZ5vSACot448EKQsXqDwZWBOaHCeAaBBzw/7PNaTwd54rSEkjDDrBDsAMQ8BqtaHBIfGLiJkZkDq4b4vzPB6z5vzLawunLHFGj9rnitIIPoffh8X4nmtYzcjRXSaJRX1nm7Gea1hweID3MOTxJ7zzdjPN3EMcarsZ5vTgwHSydGEFGAjA7jPN3E81r/j1KJ5BI0JaTce3M4MWadCjw83pCGuIvjhnSDGa4BwMkh6QcCBses83rHlDijggBGVraOcJpAs83pwICIhmdMIFwBEQ6wOUSSMMOnFnm9eGJaKLb65chZIIWQNEBA4Ap4O88VpHitI81pPN6ccS0UW31wJgdb2ufF+Z4PWfN+YLLwBh/XLABJpM6CHiIElfpPNaRVi0TURyh7bAhByRivSXMZZdtUPbg0kvjMNU6fF+J4rWG0hJM83cT4vxPH2HBgRFgOJRXaCHYAYnm7iea1/x1b26Vg3mOnS+bt/C83pPN2HAhUR1g+nJYoFJFrPN6wFiwR1nm9YLWAE8Pi/Mx/O08VpymBAAI2OUYIFtHpxvB3gihmM+8CcEu9jPNacmNmII5RjeeMIGQNEMGSM31nzfmOwR6xxMZftyEiIBTIZzzek81pPN2MHh2EwvPCEzUhe7DiQDYOPi/Evdsurnm9J5u4nxfiePsODCY0Qg9aiRRWG0EtVZ/Wea1/xiS9lVYYsFNsYfIcIFFZI0+EZR5wtVidnRDDKO0DPcRA3sMdbg9MBtQq+m9wyQ2K2+hMPQMOt46bssgw9MRLVMPQMOt5aMDMnzrA2WBtcwtAw61S0oLrA2WBtcZKB3HrBe2F3h0nm9Y1QA40d5aUF1mA4syuHBMDx9W1MRwMEdhHsA0XvMPQMOt5aUF1gbLA2uC+aDawbtd5aUF14WHoGHW8JtSs7r0iP1B2cI9AAq0djHwwkz2EDZYG1zD0DDreWlBdY+ICb0Os9WIOs3LSgusZWBgV7RYvQNnXGe0+r4Mw9Aw63lpQXWBssDa4ckG4sD/Z5vSNeBlXtHoAFWjsYACRi6FC4kXYQGTlgKQctKC6wNlgbXMLQMOtU+L8TzWsegAbaPSebuJ8X4nj7DgzbC001er4MfDCTPYTzWv8AjyQclCgHRTAcQMxAVlCMJ1JiCLEA1BiALM7fy1VkGM1ny3m9ZVZhnN5zrhL4MaSVwhL4Qk8NfN2EKEBYgUL5MT0IW3evLJAA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Bt1JUwStqpnUrbhA5GRBVCURGCZEmVcUQOmB8I1TxLsRHSa8EBTAxXLb8Fah6pMUQLWk1LnmRUqeZAWtqvQvEjIY0Y5PQkCxtslYpQWE9SWIgvVxnaLEhhwmIYME5WMTKBK25YBFm9ytNCr7AS4u3h7McDwYzOgJaFjC7MOWhAUBSp56KwvEzH1jvJ3VT1Lm45jBjvFfKietbnKFbBF4DkqZYgxeDCHZttRa4Qlzub4V1SVRBDI0bj4pURDPT5JRhdWXuf8A+DvMSTJgbU0KVYKV5+gJUsvgwzlZmTlokrlQ4QlCwiiwXnxpFETCI5EaI5En/wCmkaYMC1TKGCKA5TQnAKbkuAmRqITISFHCirBi4lLmeEDsJw1t5LFgRKYC5D39tevXrjgdAAG1fu169evXeARaRkYnxRPtr169ddQ4CVBj1wj+ftr169ccCELIBsZ5x/T9tevXrpoAkZCErPGn7Ptr169c4BUoGVgfNQ+2vXr1xwOgADav3a9evXrjgcQAOkft169eu8Ai0jIxPiifbXr1644EIWQDYzzj+n7a9evXTQBIyEJWeNP2fbXr16+DFGEWiIbB/H/EINVnRq2GejvReCAABBFnyOT4fsRhApK+hUP2/cyKtSR0y4e9/nr7UCkUFnQaR9zM19omCAExjbjdxPHZ7n2KKIRXGEmN3N8dPq/YwKtCR2y5et/jv7UYQKSvoVD9v3IwgFlfRin6ftZFWpI6ZcPe/wA9fZg4MzRAmOBMEAJjG3G7ieOz3PsUUQiuMJMbub46fV/6xc8MEI1QHqlL+z7iVQrmGLjt6nz619oNYLgRCG85zfH9v2BY4JDYc3N+Oundx9iWGC02XEzfnrs1M/YWKFM0xc9nV+PevtDBCNUB6pS/s+4EAIVAXuFZ+37SVQrmGLjt6nz619iYXAJRpGcCxwSGw5ub8ddO7j7EsMFpsuJm/PXZqZ/4xYfIhFSALmhEeT2HEI5Cqgk6ACTEE2g3ElNdnDMG1OuSPTsVCEYEHLUE3wjQJtNGTLDeM7M4yDWC4EQhvOc3x/aELDta1gXFzMs98SwwWmy4mb89dmpmB5pYXDza+Wkn4vAhYdrWsC4uZlnviWGC02XEzfnrs1Mg1guBEIbznN8f2hCw7WtYFxczLPfEsMFpsuJm/PXZqZmjmgV2wVWz0TUxwIWHa1rAuLmZZ74lhgtNlxM3567NTINYLgRCG85zfH9oQsO1rWBcXMyz3yFBBl1RjvpmTNHzQawXAiEN5zm+P7QhYdrWsC4uZlnviWGC02XEzfnrs1Mg1guBEIbznN8f2jAYSZwrk7mA+s2TiWGC02XEzfnrs1Mg1guBEIbznN8f2hCw7WtYFxczLPfEsMFpsuJm/PXZqZIbKIVPNSyGZmMO2hCw7WtYFxczLPfEsMFpsuJm/PXZqZBrBcCIQ3nOb4/tCFh2tawLi5mWe+RXUg5U9QTvE7oekGsFwIhDec5vj+0IWHa1rAuLmZZ74lhgtNlxM3567NTINYLgRCG85zfH9pATe+R2NsLG43mcSwwWmy4mb89dmpkGsFwIhDec5vj+0IWHa1rAuLmZZ74lhgtNlxM3567NTINYLgRCG85zfH9pQe05cVKnJYq7ue0sMFpsuJm/PXZqZBrBcCIQ3nOb4/tCFh2tawLi5mWe+JYYLTZcTN+euzUzNHNArtgqtnompjgQsO1rWBcXMyz3xLDBabLiZvz12amQawXAiEN5zm+P7QhYdrWsC4uZlnvhNyBmVMtSw/DOM8A1guBEIbznN8f2hCw7WtYFxczLPfEsMFpsuJm/PXZqZBrBcCIQ3nOb4/tTyCTINqfiBbl3UUsMFpsuJm/PXZqZBrBcCIQ3nOb4/tCFh2tawLi5mWe+JYYLTZcTN+euzUyDWDARDuznN8f2/wDNPRhApK+hUP2/cyKtSR0y4e9/nr7UCkUFnQaR9zM19omCAExjbjdxPHZ7n2KKIRXGEmN3N8dPq/YwKtCR2y5et/jv7UYQKSvoVD9v3IwgFlfRin6ftZFWpI6ZcPe/z19omCAExjbjdxPHZ7n2KKIRXGEmN3N8dPq/8wtQKjOzFtF9PWycFAgAKLHlcvy/YGCEaoD1Sl/Z9xKoVzDFx29T59a+0GsFwIhDec5vj+37AscEhsObm/HXTu4+xLDBabLiZvz12amfsLFCmaYuezq/HvX2hghGqA9Upf2fcCAEKgL3Cs/b9pKoVzDFx29T59a+0LHBIbDm5vx107uPsSwwWmy4mb89dmpn/jFjixhV6UtXNVAVEqUzYEI6aayiIrlHCCYMl2buTShEwhMcJ5V1MqOBlyBbmFeYkDDghjdMOTDHfh4IQpxqOhxd72fHXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4FmKKsEqmHTsceacEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HhYKwVdqgu4sxgkxICR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+OuCR6I7ElJTebruTlIy01CDDxgqYtWbeCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9nx1xdBemBInfJaw1nwSQUFGpid6N67z4eCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eGERAawyUNRcsyy74JHojsSUlN5uu5OJIKCjUxO9G9d58PBCFONR0OLvez464JHojsSUlN5uu5OJGqEpFIEYyoS5yRzwQhTjUdDi73s+OuCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+OudcBQR7dMXLibZOJIKCjUxO9G9d58PBCFONR0OLvez464JHojsSUlN5uu5OJIKCjUxO9G9d58PBCFONR0OLvez464/AjxAyLc9lX5e+JIKCjUxO9G9d58PBCFONR0OLvez464JHojsSUlN5uu5OJIKCjUxO9G9d58PCwVgq7VBdxZjBJiQEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnASMgqUAsZoqvtjvQQhTjUdDi73s+OuCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+OuLoDXwhQrvhaU2zK8SQUFGpid6N67z4eCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eCEKI1Hdi73s+Ov/nUZjI0WpkS4sSw8HC+PuXlgMDCuCHRz/PVrP8R3nmdQzWAAZ+1GECkr6FQ/b9zIq1JHTLh73+evtQKRQWdBpH3MzX2iYIATGNuN3E8dnufYoohFcYSY3c3x0+r9jAq0JHbLl63+O/tRhApK+hUP2/cjCAWV9GKfp+1kVakjplw97/PX2iYIATGNuN3E8dnufYoohFcYSY3c3x0+r/zC4Q2MtulBI78+t8BACFQF7hWft+wMEI1QHqlL+z7iVQrmGLjt6nz619oNYLgRCG85zfH9v2BY4JDYc3N+Oundx9iWGC02XEzfnrs1M/YWKFM0xc9nV+PevtDBCNUB6pS/s+4EAIVAXuFZ+37SVQrmGLjt6nz619oWOCQ2HNzfjrp3cfYlhgtNlxM3567NTP8Axi5Q8bIHYvjwVehjzyZ1D8nt7pOrccHRgIBWUyhWDBO5weQ7QAj1hExjGL9qC5X16ZYk+evuaffT3VS+mk6k6+1+knuRiekZ7vf2qEvvOFY+FznuevtULPWdKV8pjPV9/aweunuiF9sJ3Z39qC5X16ZYk+evuSXC+vTDVvz39rT76e6qX00nUnX2qEvvOFY+FznuevtULPWdKV8pjPV9/wDILcytFovYogiFM52CbVII9oMSJq5XEOEwxm0k+9urymgeRz7A06BspaGMzXPGE8NWDwYMejiax0CVAr5wB+OBC6ttBg6kJ4nFUMSIyDKX3D9HNAhSCBO4WAZejgQurbQYOpCeJxVDEiMgyl9w/RxNY6BKgV84A/HAhdW2gwdSE8TiqGJEZBlL7h+jmB1bQVGCm6B7k1rgQurbQYOpCeJxVDEiMgyl9w/RxNY6BKgV84A/HAhdW2gwdSE8TglJYoqMWO5Q3M/B4msdAlQK+cAfjgQurbQYOpCeJxVDEiMgyl9w/RxNY6BKgV84A/HCaIGcGOAOsB14npVDEiMgyl9w/RxNY6BKgV84A/HAhdW2gwdSE8TiqGJEZBlL7h+jgkSyMAUgXtZ/Hw4ELq20GDqQnicVQxIjIMpfcP0cTWOgSoFfOAPxwIXVtoMHUhPE4AMGKBApcvWBfjtnE1joEqBXzgD8cCF1baDB1ITxOKoYkRkGUvuH6OJrHQJUCvnAH44cG4kPIAwIhNTHFUMSIyDKX3D9HE1joEqBXzgD8cCF1baDB1ITxOKoYkRkGUvuH6OJrHQJUCvnAH448iS0BEIUwhrxjiqGJEZBlL7h+jiax0CVAr5wB+OBC6ttBg6kJ4nFUMSIyDKX3D9HMDq2gqMFN0D3JrXAhdW2gwdSE8TiqGJEZBlL7h+jiax0CVAr5wB+OBC6ttBg6kJ4nMg0ahpcjvovWtzCax0CVAr5wB+OBC6ttBg6kJ4nFUMSIyDKX3D9HE1joEqBXzgD8cmCQIMmIn8kMeGOKoYkRkGUvuH6OJrHQJUCvnAH44ELq20GDqQnicVQxIjIMpfcP0cTWMAlSr5wB+P+IEOXVHBQYb0fzOIwgFlfRin6fsDBCNUB6pS/s+4lUK5hi47ep8+tfaDWC4EQhvOc3x/b9gWOCQ2HNzfjrp3cfYlhgtNlxM3567NTP2FihTNMXPZ1fj3r7QwQjVAeqUv7PuBACFQF7hWft+0lUK5hi47ep8+tfaFjgkNhzc3466d3H2JYYLTZcTN+euzUz/1i56C5X16ZYk+evuaffT3VS+mk6k6+1+knuRiekZ7vf2qEvvOFY+FznuevtULPWdKV8pjPV9/aweunuiF9sJ3Z39qC5X16ZYk+evuSXC+vTDVvz39rT76e6qX00nUnX2qEvvOFY+FznuevtULPWdKV8pjPV9/8gudBCGNVPZwA1UppBhVOgCIMhCd3ccBuJKa7OGYNqdckenYqEIwIOWoJv6VgawXAiEN5zm+P7QhYdrWsC4uZlnviWGC02XEzfnrs1MpWY5PETVWLbnBk8XgQsO1rWBcXMyz3xLDBabLiZvz12amQawXAiEN5zm+P7QhYdrWsC4uZlnviWGC02XEzfnrs1MqkRYxEDGYtsXrCCUeBCw7WtYFxczLPfEsMFpsuJm/PXZqZBrBcCIQ3nOb4/tCFh2tawLi5mWe+CjGQYZeERHBsiW+tg1guBEIbznN8f2hCw7WtYFxczLPfEsMFpsuJm/PXZqZBrBcCIQ3nOb4/tGSwn5dgGRg71TcTiWGC02XEzfnrs1Mg1guBEIbznN8f2hCw7WtYFxczLPfEsMFpsuJm/PXZqZEIMpBAEw5qrWhIfsIWHa1rAuLmZZ74lhgtNlxM3567NTINYLgRCG85zfH9oQsO1rWBcXMyz3xAHWJspmqECqbevCDWC4EQhvOc3x/aELDta1gXFzMs98SwwWmy4mb89dmpkGsFwIhDec5vj+1mSAIjjsBwuQrilvEsMFpsuJm/PXZqZBrBcCIQ3nOb4/tCFh2tawLi5mWe+JYYLTZcTN+euzUyDWC4EQhvOc3x/a3bQjp1EFOzbPfaWGC02XEzfnrs1Mg1guBEIbznN8f2hCw7WtYFxczLPfEsMFpsuJm/PXZqZVIixiIGMxbYvWEEo8CFh2tawLi5mWe+JYYLTZcTN+euzUyDWC4EQhvOc3x/aELDta1gXFzMs98qgQ2qbLiNxI2mYjh4DWC4EQhvOc3x/aELDta1gXFzMs98SwwWmy4mb89dmpkGsFwIhDec5vj+2nISJ9aUmRSzcmbpSwwWmy4mb89dmpkGsFwIhDec5vj+0IWHa1rAuLmZZ74lhgtNlxM3567NTINYMBEO7Oc3x/b/AM08AMEI1QHqlL+z7iVQrmGLjt6nz619oNYLgRCG85zfH9v2BY4JDYc3N+Oundx9iWGC02XEzfnrs1M/YWKFM0xc9nV+PevtDBCNUB6pS/s+4EAIVAXuFZ+37SVQrmGLjt6nz619oWOCQ2HNzfjrp3cfYlhgtNlxM3567NTP/MLXBrBgCC+TD54GFwCANAfYguV9emWJPnr7mn3091UvppOpOvtfpJ7kYnpGe739qhL7zhWPhc57nr7VCz1nSlfKYz1ff2sHrp7ohfbCd2d/aguV9emWJPnr7klwvr0w1b89/a0++nuql9NJ1J19qhL7zhWPhc57nr7VCz1nSlfKYz1ff/ILEGQiUmQ/IvQsdiw5+M9UFRMddfBeIEtKRMQ8sBbkDyb3BLANUsgiEzcHMwydWXGUd5dUw51UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqgURqNYXGfxmZPGeGBmRWRLczHcXWLxRRCK4wkxu5vjp9VApFBZ0GkfczNcMDMisiW5mO4usXiiiEVxhJjdzfHT6uwyi8PhFw+4+uKkoaFECKUxerrncp9jEJI88QKRQWdBpH3MzXDAzIrIluZjuLrF4ImAuTTXu9vXb1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrggU1HFxrE/kf4vFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqiJgLk017vb129UwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8BAHaRkGanlcdLuCgUigs6DSPuZmuGBmRWRLczHcXWLxRRCK4wkxu5vjp9VApFBZ0GkfczNcIQ8ab+q6PnrviiiEVxhJjdzfHT6qBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fV2GUXh8IuH3H1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8/Ym5L7W96nviBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1zIZyIveEfSri7eqoohFcYSY3c3x0+qgUigs6DSPuZmuGBmRWRLczHcXWLxRRCK4wkxu5vjp9VApACztUj7mZr/57tKe6ar9L98rGBIw0CwVlhly3nhL4+S55TFusaxwtL4QBED7QwQjVAeqUv7PuJVCuYYuO3qfPrXIKDpBgjij441ryGEUeg8fUGsFwIhDec5vj+37AscEhsObm/HXTu4+xLDBabLiZvz12amfsLFCmaYuezq/HvX2hghGqA9Upf2fcCAEKgL3Cs/b9pKoVzDFx29T59a+0LHBIbDm5vx107uPsSwwWmy4mb89dmpn/hFw/jGOmzPxkdhngYXEKB0j9iIcGgeQi01s/m8RhADK+zAP0fYguV9emWJPnr7mn3091UvppOpOvtfpJ7kYnpGe739qhL7zhWPhc57nr7VCz1nSlfKYz1ff2sHrp7ohfbCd2d/aguV9emWJPnr7klwvr0w1b89/a0++nuql9NJ1J19qhL7zhWPhc57nr7VCz1nSlfKYz1ff/CLRhAhK+xRP2cfWJdyzNkBJqCoMDk4pZShZhhcrmF5NLb2A1F/DG34FAAUOgOFVe+nophK8OjGQQGFRQAwLWcW/0GMgYsoU2GMocCgfKgQM/LiaxwG1Bj4wj+eDC6ttAh7tJ5vEUESKyhKz1T9nKHp0mUuzBRNzZwYXVtoEPdpPN4igiRWUJWeqfs4mscBtQY+MI/ngwurbQIe7SebxFBEisoSs9U/ZyDMJYij1Ysoj5icGF1baBD3aTzeIoIkVlCVnqn7OJrHAbUGPjCP54MLq20CHu0nm8EXdoRSSgtggz3+KmscBtQY+MI/ngwurbQIe7SebxFBEisoSs9U/ZxNY4Dagx8YR/PBxgD3GgDfj5iXiKCJFZQlZ6p+ziaxwG1Bj4wj+eDC6ttAh7tJ5vEUESKyhKz1T9nBDtBhHhFm1K1r8UYXVtoEPdpPN4igiRWUJWeqfs4mscBtQY+MI/ngwurbQIe7SebwE9gKUUGFMFL/7hxNY4Dagx8YR/PBhdW2gQ92k83iKCJFZQlZ6p+ziaxwG1Bj4wj+eHBEL2GgqGVAz2cRQRIrKErPVP2cTWOA2oMfGEfzwYXVtoEPdpPN4igiRWUJWeqfs4mscBtQY+MI/njyDpI6Qoo1Qwt64igiRWUJWeqfs4mscBtQY+MI/ngwurbQIe7SebxFBEisoSs9U/ZyDMJYij1Ysoj5icGF1baBD3aTzeIoIkVlCVnqn7OJrHAbUGPjCP54MLq20CHu0nm82GFnJhYwtxi4mHE1jgNqDHxhH88GF1baBD3aTzeIoIkVlCVnqn7OJrHAbUGPjCP55jCAIU1AW5yxP/VRQRIrKErPVP2cTWOA2oMfGEfzwYXVtoEPdpPN4igiRWUJWeqfs4msIDatHxhH8/wDytiLwEUwAaERCZRR86RVVyquVWquVbynZtJSUA/CPkPni4F6S0kCpsMkEPFgkCW5jOxgk7D3OLIB9i509q1XtXkND3MRo5+wGCEaoD1Sl/Z9xKoVzDFx29T59a+0GsFwIhDec5vj+37AscEhsObm/HXTu4+xLDBabLiZvz12amfsLFCmaYuezq/HvX2hghGqA9Upf2fcCAEKgL3Cs/b9MrkqBiwnAt8gwdkX39CVQrmGLjt6nz619Q4vBAFAL9LXqroCubHEhj5ziqm6FgLmLx9iWGC02XEzfnrs1M/8ACLOcA06M6CICMHMczWhJA7wH2Ahy6o4KDDej+ZxGEAsr6MU/T9iC5X16ZYk+evuaffT3VS+mk6k6+1+knuRiekZ7vf2qEvvOFY+FznuevtULPWdKV8pjPV9/aweunuiF9sJ3Z39qC5X16ZYk+evtO34BFqL2njgSslZVtmaX2ftaffT3VS+mk6k6+0R13QQDJ85xZvGP5LrVG68/YoWes6Ur5TGer7/4hchLteQcG8gA8HX0KBVKUysD8qHP1FzZLNy4vFgXCMRsXU7vG0vhQMUftDi8FUqAcwOKoMWVPtZFWpI6ZcPe/wA9fagUigs6DSPuZmvtEwQAmMbcbuJ47Pc+xRRCK4wkxu5vjp9X7GBVoSO2XL1v8d/ajCBSV9Coft5nc2KyDmDzwaAeaChZ+/r1rfZwSSnniICWkUXDEPwevtZFWpI6ZcPe/wA9faJggBMY243cTx2e59iiiEVxhJjdzfHT6v8AwiwokwMiATlmKLBCX6BSgbNPFazv6vyiVmEgmii0YFTZuuIy/wBu8KnUSXfIvOs/CIBUbWCQZkmOZlZ2RdibZdQy41HeAMsxNCB57vz0GRmRGBLcTPcDeJxTBAI4xszq4nnt9QXl7OWTRFLndy51DIzIjAluJnuBvE5k4MzAQGeESkVBnQIQ9XN3wyMyIwJbiZ7gbxOKYIBHGNmdXE89vqVdypIB0H/t7XRAMjMiMCW4me4G8TjiBeGAW57wzIZz1L/ys+NJhvZ7y+NGRmRGBLcTPcDeJws7siExt2ojqEdMvESkVBnQIQ9XN3wyMyIwJbiZ7gbxOKYIBHGNmdXE89vqIlIqDOgQh6ubvgYSA1LDs6yQwEzOopggEcY2Z1cTz2+oiUioM6BCHq5u+GRmRGBLcTPcDeJxTBAI4xszq4nnt9SLBypDYJhDe6rsSc0eWMjy4MZBsPMnFMEAjjGzOriee31ESkVBnQIQ9XN3wyMyIwJbiZ7gbxOBb7Bg6KHvi2uRaTZH44ZGZEYEtxM9wN4nFMEAjjGzOriee31ESkVBnQIQ9XN3x0DayLD0b7kw4mHmHaVhEND4MTGe+L3GJzIAB26ua54ZGZEYEtxM9wN4nD5tkEihydT4y2451/FOxjIXYcOKaMqS4yFj+8eeKYIBHGNmdXE89vqIlIqDOgQh6ubvhkZkRgS3Ez3A3icUwQCOMbM6uJ57fUq7lSQDoP8A29rogGRmRGBLcTPcDeJxTBAI4xszq4nnt9REpFQZ0CEPVzd8MjMiMCW4me4G8Tm5xyDZuVf1AnduIiUioM6BCHq5u+GRmRGBLcTPcDeJxTBAI4xszq4nnt9REpFQZ0CEPVzd8xiAKC4neigjDvEnFMEAjjGzOriee31ESkVBnQIQ9XN3wyMyIwJbiZ7gbxOKYIBHGNmdXE89vqIlIgGdKEPVzd//ACmHbPi8SGMb1j7VwYwaEovgy+OUTHHRJ+KTfnjhBFmWGVywHj457U2sWNny8uya0YhvMp/LiC5X16ZYk+evo0WwU2Sqi8m/PPXT8nUh+OYsCswqLAedv/f0affT3VS+mk6k651PFDKThxpeD6evGwcA4Y75/Jdao3Xn6P0k9yMT0jPd7+lND3MRiY4tiV0ygzIeT6FMBSXUC4zc9z1xDvwWFG3xzCHfPeSwNR/fKUpqwMTL7wfQWoPSBVFBkM9X3nv+KcpGBu04QDdLIwERnfIckYYUmA8vJYlNMoswPh5sqs0LgrLUk7139Qi+QsTzF9c1oSROsJyHiHmWMS3t11yr+vypZCftv6La7FpNFPjkYHoxHMj55qQUg6whxJcL69MNW/PfEt9gxdkH1zASsiJCtzODa5FoNFfniYXEJToC8affT3VS+mk6k6+z+S61DqvPKAhIgMk1aLCz1wLfIMHZF98+dt3nSM3eJxeCqRVfogkBMA9cIn59vnnmQ7OpOrd/5hedg/SqQZ5Rn6MJiB+XXXJgFos4qDLjPv6K1Fp02IL/AA/fP9T/AHyeZIxRrmvwx65Q/wC8SSENcBp20pRaYuD8++OStl2s9B5fRy8Lbh5Vpg/q54KC4tYuYZZH5DjIyoCxyw//AMfVApFBZ0GkfczNfTc4ZrIQ03jh9URnQTL8r6CYIATGNuN3E8dnuLYHDYEjP3zrG8HQ6yWz+eDH+MwLlx0NczJFkFijhzsed/xTlZyl2vOp4oLCMGNBxeBAOR3a+V28WK7QwvmHxw7f0tCAdD54BKreIQsfBmb4cDGariW5KYXzz/MuPBOKckdhSZTycR/uiXNw2OE1542zBiaoC4zf3OegHJmUkDy/YMV2BhfFfji2o58FZBTDPJ9ADMRqIamYdXHEg+UsDzB98ycGZgBXHDIq1JHTLh73+evr+/iyYbHy8PBtSFhkDx08cMZ0NssALMDzMkWQWKOHOx5k4MzACuPqPFhDOuM5z6Os9cg7LJRUIQY51hORLvQmyTn+ZceCf8IW7eDSjAB6FqdwL0uYXVAw9VDs6cg8Tw5WhMdWwkEGXIeM7XYlHYtyLk21pxLI+KJFkejrB8cZK+LGU5kG+l/ow+MBKUp8OAwTZ8Kh46PPGiyELQaAphcfHwZi9kilkRQB/M4MWjSayoBDArX982ug5g4F0euVolpCFrGXA+N498WQwWuw4mJ899G7i9W4AZC4Y6eGXFhBQdJcgcUPPJ1GPKqqh5ztEhjOE4wHIqkN4xm+f6JcCAiUs2a8HI3CKCtBnrXMCs1MCVdnkkc9hcjm1Xt1zTytWAGyg140buM7mwWCcVeOXfChNiLdjUwfzjqU+hqkleOZ8jMBKAwm/wCObgLlto5cuicr/m+2tIJnC3Wu7iggwix4VTEwmesmuS4U5nrQG2Rzi3XAojBmoI6eXxDdwnGA5FUhvGM3z/QNLTtY1gzMzMF9fTArm5UTMeyB7fNzjNtVRJVFXTsZhrkymBSwu2X/AKPPNUG5gFuQ89Xg2Iw0UaX9cCS+GTW9K3Xknu4kEtohAWzDL/tB3+OctXSeZ+ON2BWVEG94veIfhuMCgqnZjGb5/on1aIRRbhupPfDBQCUVA0oxup/ISclWvAAXF/vnet9HUbY+OFYFeQiHRbF6mN9KCfXAS1iIPylxYc/qU+hqkleOIcWhJwlFMWn64kSRhVYITLGsFhroUIgZPsxX9HLw2hQCuwTc/HBpadrGsGZmZgvrisHsrcNI67dGM4KKVnSDDRCZE/F74dkZckQB+Gcd4yd0AFl38HMv78fi5TY6qxE+XL63hqBez5NvjfFkMFrsOJifPfRu4TjAoKp3Yxm+f6P/AJk1jolqJTxhT88mDOIRwV7nP/EY7303n6T0uYorAtGe4fo5VTcCwUzF440oMMsIltbH8cxubBYAzF44mAg2AA6a9vChj0sBAASG7jri4ih4gHTvgYiBtK1hePLiELtdGTt/hy2JXoKFyHk40ECrkbb37661w7fgEWovaeOHQ9kuwqKFuLx356nACNgBn8fjgQfYGD5i++AgJhVhSxnqv7eRwPaQCqJuHngnOVaAM/yG44u1BqBIYHre+P8AdkCMrc+r1yYXaXTXRrAfHrgWvC2uCVZLjrj2/JYtQOg8cGxGGyBWfrlVN0LAXMXjgV9K42sNxRZi+8uaOKA7i51JOPb8gqRR6Txz3E9M0SJ5eSsLcMTnhZRaNbAMPQ/XF9AXNcDl174nF4ICojOP4KcOYRg9fJy1qgxCDEDy88O39LFqHQeOFq3DGJh3FzPfjmdAamyEGbz/AA8YUhKTFQ1Nm03z8wJddtm/XDsqLkomePsb0bMWYs4nO6rPNKuBajdgKKR/J3zpP/JGZYs4pySBUqq4H8dc71NDUFpcyAcWhPwQh/A5mOElMt8rnLj2/JYtQOg8fQOLwQBQC8Ti8FUiq8HEEJ2Jt+VxJnfjgMEKkE88HesQCzgQ64UFBQRyKEYxj1xTAzCMEN0lj74TU1ERITH/ACi1AqM7MW0X09bJwUCAAoseVy/LxKB8qQQX8OecNn9WSxucdXxUS43h3VMoQBhmdm05poNUoyr0cnb5iEFWF51PzztVXbNrSP5uuZOhtwMGr/DjOxHAzKR58Ob0JIneA44I+SBVDX265AqGx4h8LP1p5/DZSJ1Txw7/ABzhqaXxfzxPhUGFLin+jzEkOPmBht03X/vi2Bw0FYX98aD2xEyX1p9jzC5KgYsrysCLkiRBHqZ+fmc7/inKzlLteRWlPMzsJ51z+S61RuvPFFEIrjCTG7m+On1cjiqDFhDhs2yJQtQm9TgMAyQHGiNxwCESlp6FV/bzMrWC5o1zNtONXH09xPTNEieXn/3HkXa33x0MetqMqfByrX70D8/BnGeU5I7CFyPg+gH+FP8Ar45JCMWQYqQpr9nB1XYQq6UEk/ngzSQjNCmxhZhdc6kFaWkWu88WR3yqQaeMebwVNCnEkyxsDmtCSJ1hOTLA2TCg/QcVx7JahhtdIfjiLVkFFihPWp++Na+EjQO188/z/PkVDzWI0c8zubFZBzB54QiwqrBA/Cb5FjY0CtjZ79c7lBvNgabfPKMBCawZA3K/lerNe5MUaxW055w2f1ZLG5z0A5Fyki+H/iF5XBHSgUhi9YYeHEwZLs3cmlCJhCY48ZeCDvA5TAvcF5gcVQYsqcXgCbWTLAfo4bj7p1BjDYSYme+JUlspMcV8P55XhAJIB1XQ9bnvjAWmRei3ff51zLksZJyislCZ/THn8q6TDbMjvzwSPRHYkpKbzddycwQw6RFJZage8GORSVlITWk3N8RUjSqNVA/Ljjg2ikNS1HwW4cYZcsLZcKj9LwSPRHYkpKbzddycDYA1SBEqxbUMy4yeHGkYEIHauD88wpjKlQsbkxpiV5i8NhjK4cbN/RyGCOKzNf8A8BdHEkFBRqYnejeu8+HmBDtgkAVpgBng4HAIBoDgrX0sah0njhhMElBBRWyJd5dknHXiu0Ji7GZdTNnIKDgJgBir45hilZ7EonThKcd2GAJKOS7FzwbDLAgoVHG4XzYx4IQpxqOhxd72fHXKhrKbI1Y5QM6mZnluJ1LUVy6JxmtWlMwV15u465nEbsAenvYOHrlpZFINqohuxfPh50uCpMsMIj1THkxP9Z0ribaTm0FZhOmO863K6Of+W0fFh4f08HQULiWeSZ3dZunie9ZEJI0P44wGvG4UNeevPGaIXzFUUZW3XcDlMM2zpd0aRnz4eLEQWzfuD8cE7KoZ6Oteg9Z4mk9wqtXHGSElbCOVHrJciXfBT5EiZAjkylsncjxQJYAviiz8+Hx9DVriITkFr7mu+ObtptRT+H75nyLJyquUu15VQ80qtXHOy/Pjal2ZDXDJMyy3LLjlyPjp5hCgbPYKki2TvTxJBQUamJ3o3rvPh4IQojUd2Lvez46/4F0wCQJDENu9TpIT/PVrP8R3nmdQzWAAZ4GF1CANq8TSe4VWrjnD35XUMVM/PJQNmtFUZmpp5+OVk+DaeWga5lclQM2R5n4lAgAWMb8vP8y48t4P1MWtqXRs/fGUTQEpiVM1/XG4RFIoYm34amOYRm7AGAMb53KfYxCSPPEwuASjSM4Fg4RCsL+XNCbv7jtDCoeb3eZbvugRWiyR+/XOpSrZRMo0pvjZ1cDVAAA9BxxrS2sQXq1Axwiq3ZYAEAuSu4esHgLJWO0T4/k587bvGtJufQBR7pWCFpjbuc2XFUtFeNTlFL4yiRMcIJEhzRpcJ764fGTeVVQnnL44I8F4ApkXyxvHIxGI2BBWmKl9Xeud/wAU5Wcpdrw2pZZSsSkyWu/oxBrMcJUIZp+uMYQSHTQwCw6xwTeszNAyNyb4Y4XISrAAS1Q4PmjNBKBucU2u4qwRSdfRXuQUg6whwSZMqWLS4z1yM1XEtyUwvn6esJfCSvwn/lxflMHRkPb3YXBOYXwZXpY7yY987x3VCF+d6OD8ApWGSI8/w8e35BBoD0vnkxK40ABVK3nv4cxAbHEqg4GP1wSZMiWpC4x1wkFeZlQKFpl/HJYlMMKlwvh4UvCswMUhmKD88vAAiuIBUlsda5/qf74GFxCgdI/8guENnLLpRWu/HvXBPexonhC/xx9ClxCig0m364A5V7JcEpuOfXC0R04wqYr5e/HEYQKSvoVD9vP9T/fEUApEFO4xn6ef5lx4bxuQUg7yLz4aPVOwPEnCMxMOmbcOnz044y8DBgtOGIDx6/gxFeQ8fs4FvkGDsi++f+dpI/J/L3ys1XEtwVynnlVDzWAVccuktzJgaTPnn/pzS/TE4lzFFYFoz3D9H0fXNZxNbo4iYO7657U2s2cvwcFqtBQQSLru3jBugX8xQ81wWyQRr5aJh1jncy9Jbl9jgwESMJoOtr+by2JXDCjMj4OMMEzhcJAaTfpyqh7rEYmObNJ7qKULp+OJF9oYvmD65biSogBDxvefjmZlYgwGMTR/LwCYW9iQ0XLLjPAlM7QYoZ7unn/l83jZbrkywNkwoP0HF/WtsgMhdPBo1I6iE/8AP+OOdLGAAgpT8eeY8iycoJkJpOK9vQAgYmLnfMbmxWQMwefpTxTzBWbJ0775k4MzACuOPl94yBZ8uDAKQoyq0k4FrcC0YAV7cZigEYxum7ieOz3Ohc0Mkw258c0OOLsiMaX0alummWKeVJbw82xFE0ryP4cSJoEFJS2wLs5iSLAZQTJjScSyhZXAQfgA/wCIX+gJUsvgwzlZmTlokrlQ4QlCwiiwXiSabGjJGxI02JN8pyR0kLkPJwMCGFoUsZ6r+3jGAtoZTIPent8/QhIIRpQPVIX9n0ICwMFgrWflwjISRBa4Z1t6PHHT7YMfNT+eNQeqpYHRjGLnljzaZzBMsCZ79a509nkwXLTjxz/B53/FGVjITScI2UFADdg/+g4MHDuKS3OUfAfm+DghZtKts+OOiLeZDbjrBcjnHcXD7QKdq8JsVoxlkw9Tv6UDZ8xUkk5a18LSIdjxwpJUFqKq7r+XmdAahYCD1x/LyEchgUwikAkk7NTP+FuOicON+MgAf5frn+DyT0HSVHAbJrgUB5UCkv5fSgtA+RKAZ+H1IqgK6gKuhvEd/rhOqgSlosPPV1yRfwUQgjPhqd/hRWMgsW7bWdd8SK8pYninpzcgpR3kXllxRgNVC9zh0tqjiNx0u+HaG9lASDHDnnmrfE5vK5/XIRNzGyjlyJHXGdZyqFGmR6N/rmRSYijYFwc2YyxAimNb7/PGcrRCSCp3euUUHGWQmYnnnmlUoK2LEZg5bLGI+dcTwu88w4451SzyZG/jixZMkFBQIQFQxo5bJncp2kHPjG+VaNbyB9EdPX0qpBwBMPK7GZd8zaDgSxjhzs/4hYKbkuAmRqITISFHCirBi4lLmeEDsJwPFpxqYlKssmO88daiW1RtzmhK1y+XhyRWikCEid9qcZ5AGYS52b733c83oSQOsJx0pfjiWleGya4ahAAosbFy/LzFRgAkIsND4XiUB5UgFn4cPGwzLGymcG15iSLAZQTJjScC36AyAM0QJOpOSxKdhFmF8PP9T/fCy4raOQ7kzrvTjVxmNYQBFhbW6498goOkuQOKHniapt7KMOLWnI8UGCmiYJhEV19AIcl0MSqfJrzXvj7WTJY0uc5DHEtFBAqZnWnW+s+XgpGnWp6DF1rR898P9EGpYL3jyrbw2HK0E6r4My8GKgh0BsGMLXzwdHbgxSkg85O9c+BSXdyb1z5d6QAkdGg4lgYRKNL+HGKqQEzqgZ130ppaALElLE6XXaAb4TlZgVFGC6Lu5tvDcwISgucOPJcvv6AMoK1B2nOmb3zvbcrNuX4OGEwKOxRCroHvfGHIsKynR0x++F8gRC10+t+3y8C3yDB2RffDhskEwNiuztve+artIxsKpe/1zEkWAygmTGk4kKhYotqPU/niJG3XKBwAdOqZ88dQ05oVBqZE7nKjVdRuCu554WGTbDDq50Zc78vFOBhCBcAsYmsfm8DjyVw3Bsa6HBVlIKXJTG5j4ef0DwSSyTE5DQ9zEaOeEtFBAqZnWnW+s+XgGgrJ+gI/Q9Xvhm0sUSpougc95jw3HIHpZHR1e+DsUgFgtyd3rhXCbGAYo5yfD8cS0UECpmdadb6z5eCkaY1PVi61o+e/+I8GkLCiGeXB54HrGkqT4fOeZ8iycojhZpeWfjAiw0B4OAQiUtPQqv7eDRhNDmCRL7m+RU3AsAMVeOGBDBhaRUsyL1xOLwQEUS8Di8EAUAvDOikqNGFLDw28OmwSAIke9+c5zwWrklQBsTfd5ZRdSKC0mjzy2PFGVZoN08X1VFFMMQ8OYHFUGLKnDxDQEZkl749F6rSwOhjGLnnoByZhbU8nH5oIc2gR6nfA2QCJglQG11wbAYaCtZ++YnBgTBGKvjkVNwLADFXjiOVMIgGsfXxxdD5OGQfOMPyvnn+p/rgRfYGL4qeuB5ehFEEebkLt8Jkvu8uXdkABZWrXPWDrl4d2MUQoB5nxxbA4aCsL++bVEcYCOQnGRxVBmyLzE4MC5AzE88CgfKgQM/LgcXggCgF5aod1oUiV5ctiV6Chch5PoMkVoYE0+PLxbE4bIEL+vqrsCYjgcHfvhcoACdSqfxz/AMgVemH8uNa8khBDpfPMrkqJmwHEt8gxdFT1wOLwQAVWcK19LGodJ45BG0ISVQX899c9qbWbOX4ORU3AsAMVeOe5rxSb6W/w8W1yLSbI/H/MLvsWVYpGpd/o51PFBYRgxoPpVQ90okTHIaHuYjRzwnF4ICojOQ97RlgwSbePb+AoQTtfPDt+ARai9p454CeRcKRfDzrU0NRCAzIrz/U/1xKA8qQCz8PqNCPNFEl/XM7mwWCcVeOfD7xkGX4cCwcIhWF/Lmresbi2+v8Az4tCJPdCP/j/ADxKqEHBAsZPCdO7zKwZpRAmOauFcF4oV/LzBwZmiBMcSpA4MYSy9HfA0ChYlPgRGk34keBxeCqVAOYHFUGLKnMeRYOwAwM0HGzFsSNbNzXvF71yWJTTKJcJ5eePj3ks2vl4nF4ICojOdTxQyk4caXjE9kFUSpW5yiWvJgaMNQ74rQ4B2ZVE6cziDkocN530eOf6n+uf6n+uQjppxQirgbtn0rWAiFUtctmT9nLSFm1BqZhl/T4+mchnyBQSMTvmi4RRWK+N8Hkcz4ar/PfAoeRAgxtXzH5+gWOCQ2HNzfjrp3cMmRkCCiWOX5vP9wMLLvO/oHF4IAKrOJYYLTZcTN+euzUz+dMOt6bxyVoLBhIWXo7/AOMXCOQqoJOgAkxBNoNxJTXZwzBtTrgxxysyypAK0yh7lH8PYNGIxhm3eMg1guBEIbznN8f2hCw7WtYFxczLPfNdIjhVkfAA6NU1zpG9ZJNlW3JOvF4Oay7SYANzFWe+yBWtneB0NSd013LEp2ES4Dy8yHKqCG9OWJ571w0jxKBUtCAeWzXYl21NMpZTb8dcnHUFK5RUWMyz3OHPxy5L0GYiP9TJ4lwOq5HPauvXvmnb/swAYSjGU98QxMb6ZWcYHCZpknDlxI8jBlWb+Nh8tn/OGG1PBNd8cLYxZ3KKwFEdmpmSCqBMBi07dJv1eDAYSZwrk7mA+s2Tm9OxEKIj1M/xqZCB5MpKYtVi4eDrnW25WbVnw8EUBgW3wKN1XlnjZBkK5DKPgR5tXBKDgzArQ9s9zlAjQWhRqgE/YcClqwbU7DlPWwn0A8Xd1UIDlZO7I8GsqG4LyTOR8b9ZCFh2tawLi5mWe+HQEW6SB2kr03Guw5cEkQRESOW34x3w4JgZgyCI42NxhzOJYYLTZcTN+euzUzQgosCzLc942HtSDISAcmyOteuCTBsSxazGO+PS7GDGVNaf1yZJAIUSii2Pb88Ku4baUnofHjjQItMJ2Cx8TD6zywkRNBRKYyXfXjiYOYHZHbjt6OBsBCGY2MmyvngZUMPJkRcKR7GSZVBhiq8v5A6/PMHBmaIExwTcgZlTLUsPwzjPBN4LAiHfnOb4/tMHAg5LuUZ88WupdPRQBNpM/wAcpp0nVkEUm+J5BJkG1PxAty7qOF4cT8gb2E8Z4PS9Ri2hdtdJxIkjKqRAGGNZZTfaWGC02XEzfnrs1Mg1gwEQ7s5zfH9v/CuU4o0IUvpT3OHZEXDFMfVz9XQKIAjj/MuPLeI00YSRMZb8aUExQJdp/wDw45iMDDUxXq55/vlpY+d++f8AoHg2Sy4vG1vIVGSh8a9cpyR2FJlPJykgN5uax6nfNUjIIFDBj1ePpo2ZMAWjRpl6fTzq+QCBTPgX8cErtHQpG+4Pz1zv+KcpGBu04Fg4RCsL+XBMEAJjG3G7ieOz3OHb8Fg0E7Hzx/fgaYViB5fpWlwu01IGQ5VzrDU4hRWxWpQTLPjg817WQwQEue+uEIYEJLhA+X981fShYRgJoOLNk1rzn1v8adcdzAQwKq4ujp45DkjsIXAeXkFB0gwRxR8cGiTBKGS61viMIFJX0Kh+3n+ZceG8LG3wMJ8r/wCHAYnOilMNLHjauub6QmcC0x+eKLbptCT+H74jCAWV9GKfp4FgYRCtZ+XPl94yLL8uby/DOFg6X/1z+C60TqPHASWlKZbLOjG89a529nvJcrDHnkN/mFV0H55G4RQRgMd74jOW1lK4Fcri8GVzGD2F3s/fHwgiOi4Ztk/jgSImqsQwoNwbzwFkqCO5AX8ue/r/AMwmZN8ePS0kaC4c710+r1KfYxW2PPBTVpYIJBfHk8hyRhhC4Xw/8gtWYWGjk/2edyn0NRtrxz+S61DqvPBgdvNKGCuUNcmWFlmFT+h5OHTRBvp+Ds1yIQQLALQmez/H+ZceW8d/xTlZyl2vOnNbYCYCbeYODM0QJjh7IUVgid3THznWuBb5Bg7Ivvi2kqeWKXI2/vgkUMXptDbrzz/U/wBch8VjtIKs3c436vHSPkFSiFbZ9NaEkDrK8REeAISBFnjvj8BtspK+2zo0+ccvmStYa4j8M++UgSgbRjC3DPf0+nJHYUmU8nGWoZoKTBliZ4oKIJanduxhl5JIsMJ6auPONcO1iHit2QcSQNGVLucuoPGPE4ivScwx29WzgRoBJ2ouXx31z+S61DqvPGhH0h5EJhOjm5meFKYcJT88OQ1LpGYH/Hjx4sHG+EPjno/5MAWfjn8F1oDceOC0TFwAKDtnAQAhUBe4Vn7fqtgcNgSM/fKqbhWQmYPPGGNpEQ9i9+f1rnU9wxjMEaT9cK96JxYdoedeuA8ShbCFS+XILsoZRtdIDfGRqyGQ3XUkA67uJngJNxY065/uN5LNZ3yXJ2egQYuN/wDvhWvAIQV7Hzw9w6K1rZDt68eMyxKaZRZgfDzx8estmw8P/GLpmwIR001lERXKOEEwZLs3cmlCJhCY4TyrqZUcDLkC3MK8xIGHBDG6YcmGO/DwUe1iDQkuRg0+eag2Z0pUX5MnwZ4E6mifbZBsYXz447RTI0roj+TvunCYAxlyU6Ek3+cTntTaxY2fLzKAUeoJTrHMCx4ZgNPxaYN644D8dUJmDDknfjTwsFYKu1QXcWYwSYkBI9EdiSkpvN13JxwH46oTMGHJO/GnghCnGo6HF3vZ8dcEj0R2JKSm83XcnKRlpqEGHjBUxas28JSSybETN13+N8JgDGXJToSTf5xOCme4Hwh4/ffXCDnoGYqRrp8ceOLbjJNlNZhpOsZVJi6NgXBwIhRN0LlLh3q46eXcvwdkHy1Ly2JXoKFyHk4YREBrDJQ1FyzLLvgkeiOxJSU3m67k5cmXEKGR9625mnieiKHgCkxnHi+NnGCJMq/zvgk1CjUx2aN67z4efy2cobj54Z65IrQgPy6nCjCKImNip1hc58cKqw7M7cHa58SBsQ1Mx24m8TgcaJ6Sk9Yfznw82i+H1YTHtnXBIBJbOF0em+t9cGmTI1qQuMdczubFZBzB547LU7WmW127V5mQGo2Ag9Mfy8EIU41HQ4u97PjrgkeiOxJSU3m67k4kgoKNTE70b13nw8DLQe3sQzNYYSYkDS3arZuiZ3gmbx0pFVQlmDYcUzgYjvTGOpqXcJ0uAmskAcY5uMvXMYogoEQXqlfbHejVoBdtYSgdM3z2cfKlsB5Yp7xjv6AWxK9BQuQ8nF0Br4QoV3wtKbZleE1eYCARyDnDHefHC1pAaFrvOxk8JwilypWMsB/6S8SQUFGpid6N67z4eCEKI1Hdi73s+Ov+Avj7l5YDAwrgh0c/z1az/Ed55nUM1gAGfpmoyDTSFB0cxSFBYpiqZX8/T0AYdktyT1waMVHUBP8Az/jgWcWqSjZMR53PFBYxkzsOSxKdBUuB8PEmE86J5AdrrlFBwAwUzF8fYHF4IAoBeODAEaKAiD5/jhcaRaapsevDnoByZlJA8vCteAQgr2PnmcRuwR7etAYOuWxUSw5HTcHnGT8fgHJO5ZNdPPAExTiy0Ts5uA+XcOW/Hji2QkYAFP8A4fzyGBugxUdsr8fpQt8gwdkX39FoD5oKgv75jc2KyRijzyqxPumK/S/fMpKgswA/OJ8L55JRdSISQuzzxKKyCYUj+RHmFgzSikc8RhApK+hUP28O34LBoJ2PnnemrpCpNsc/9nD+l1x+0vkEdLPfJUDHONkXg6OEySpIpFSYDz13ymh5mq1ccRU3SsgcUeeDYDDYEpf39AsHCIVhfy+gUB5UCkv5cZiaiKkbjjWtA9LdChol3wsOKoWIIL//AEe5xadYRBwzU8PPGteQRoD0PnjWvgY1TsPHFFEIrjCTG7m+On1eegHIuFtHwce35LFqB0Hj/kF6Ef8A1i18Zuqb4UTI1EXEhZ3teuO40xsgMey4voC5rgcuvf01jA5NpQLl/wDvjmIVHbmc9THMrkqBmyPBsRhsgVn64f8AKnYRWrdhyL1xSIqFn8OuFS9cg9C9r9cW1yLSbI/H0zubFZBzB548nCDm6xb274+JimDobfHHoWiRQMIXfrlsSvQULkPJwbXYtBsh889gOTMpInl475cWbZtJmniZznC84IWU7knbvj06QopEzV8PHMrkqBiwnKOuZWQEzRnfLqA3ouA1cYNfGu/am1mxs+HntTaxZy/J9fam1mxs+HhmIwNNTFO7njYIoEAaCoeMygQTGZAJs864Fjsgc+be3XAwQjVAeqUv7Pr/AAXWgNx456P+TAFn44tAfNBUF/fMbmxWSMUefp/BdaA3Hjno/wCTAFn4+nw+8ZBl+HMTgwLkDMTzzGAMLwEzlx/6c8Es61ZAxs355MSg6FQ5Sek43A7MhVHb5D8PnHP8y48k471vo6BJXx9EsMFpsuJm/PXZqZ/5Rb4QuwIAOsqGcZzOFSctAMOZkOqMw988VbXt3WVx+uTN/jMg0aan0rDYDDYEpf3xPKgIgZRM68Z4dvwCLUXtPHAoHyIVBfy4NCfgjL+Fydug0UixB8vHO7p6xZdHwcLwviLMuX12dPHt+QQaA9L55NpDzbUfpfrh/dkAsJMep1wwMFgMRC59HfAcsxaARFTSsczODEmAcwfHJQWAEusR3D5TmBxVBiypz9/Fkw2vl4NCPNkAs/XDRlMGUS4Pl4JpoNABK+/XjWvJIQQ6Xz9GpUwSCaM6+ta7ZS2C4DNcHReIRlJs5zmY5MrQzJIzDvI0nOtNXWFCbZ5NZU7AFP68sg8HWJy8Dvv8c/kutUbrzxPKgIgZRM68Z+oi06aEg/y/X0SgfKkEF/DhWsszHZUdOVXnWmrrChNs8qpuhYC5i8cipulZA4o8/Ssw2KPbC7cdPGtcxJFkFiJkzsOUjxdsWX0DrmJIsAsAMGNBxUduu0LoY68IakImXgry1/8ARB9ATMcph36+lZsW4Qyr0XpfxyuBaLpU8VFPjhTACIa1QXwZ/wCXhWvBYRU7Tx9K0VDzSiUc/wDGLYJTkplQM76dTugHjolUvGwpQ6Zz/U/1yKw4uADEG5dd/T63CKGEVjvfMqkxdCUZh4d/jvJE0nm/j6/6uuWeWJFdmwT6eNwd7wgPgp/Lj3+G8EDa+L+edZFhmYmGTN+Q5FYcXABiDcuu/p86HpVRkxi5bcrz/U/1wzgrDrAzWmR9Lz/U/wBcO/x3kiaTzfx9f9+wTN2A+CPzx73CeDR2XxPzz/U/1yKw4uADEG5dd/T/APU/1x2FaK+Ikx0zrhFgnFuG+WBJ7vX0/rAn8khqyT188qsOLkEzVq3XXOsiyzETDBi/K8/1P9cyqTF0JRmHn+p/rn+p/rgqnOZorQm3b4PHP9T/AFwQJSoNnwDD4OHy9QJiMiW2vs51gT+SQ1ZJ6+eVWHFyCZq1brrkVhxcAGINy67+nvf4bwQNr4v55/qf64d7jPFq6J5n4+nhpUh3UU0lS5v4OPe4TwaOy+J+fr/rdDe8AH5Ifw5P9a9cEVfI9a5VYcXIJmrVuuuHe4zxauieZ+Pp+FSauBKsy8/1P9cdxdCtUMNbfIf8SCjIDZkUuWFO3Tz2f8uAZfz9hqLZOApYwokBDQXCjY7OMAoLjPH2Bo/ZTNgQjpprKIiuUcIJgyXZu5NKETCExyNBqIK7Q6uUzLt39UNEo0SB9WiWrwjuVLfaA9y7mjKN2MMpyU2iWddur3D6V4NhJTPRXRljNKeV4g18ZjiLi2Q541TRsXlqXhBuj6vlNUEDWgVSUEO0FJFZyPQtgzssKIvCbAJICBW5g6HRv1w7FoBAK9FSvRcPK6ImMwqQG9oBpjm1SCPSHEi6OUxH7Ah9WWVUVQD2K4jODY7OMAoLjPH2Bo/YkyxVSTsSgqGWMuMw1u0l+9uLyuhOez/lwDL+frlYagFwMAjwVGHYJgyXZu5NKETCExyNBqIK7Q6uUzLt39TuhOm/LqgHgazIMw1u0l+9uLyuhObVII9IcSLo5TEfqi4FW1DQNHvlTQFTUWycBSxhRICGguFGx2cYBQXGePsDR+tuxOesD+a+SWsPguMSiCGFk6NbRFZhrdpL97cXldCc9n/LgGX8/wDBqUWJqVo4YZI4wn25Ib6LplE0WRw+c8l2goFUNrlnCXun2F8fcvLAYGFcEOjn+erWf4jvPIqHusAgZ+pLK5JaCskRFBDGstHTiIJWQwjWTJe7w8oXYEKPWVXGM4n1Sd1GQgqmTaeQeW6QUCqCRyzlZ1DnShcVgVgBgGA15+vi1R3jY/rZB0leV6UkBZAl9Vk6ueblFibkYGCuWucr9XyhdgQIdYQc4xm8GRywYGcO+iIAQY55M7h+D29VncufsRQ1DWNFURUoplTvPJdoKBVDa5Zwl7p9gmiZLgAEGY/GPLV0YACVkMIVlwTqfYenwLYE8mRSqwUgZz/PVrP8R3nkVD3WAQM/UAQVAlMUY6tm53jHF0YACVkMIVlwTqc8mdw/B7eqzuXP1GzUjqJH/n/HMkN9F0yiaLI4fOeS7QUCqG1yzhL3T6rZiR1En/x/nlk1wS4BBXBWqmbWrowAErIYQrLgnU//ABgRfIWJ5i+ua0JInWE+gYXEKB0jxFBEisoSs9U/ZxoFFpXIxPwifQUDEKsg2M9x/T/+klJs3NMxemyOz4GqoYCYiOsmhjVMpaqUTUCyD5UQLXN4xCcOAclJSJFIQ4tTMlWGpd0tOQOiyhsWq5bC5tBqKI4hQtOEKYwZJ8QYABLTQQuXpooqQCngSMZmVkqgVoAZpFM8A21Ryr/6IGgDH/8ArH//2Q==

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Content-Type: text/html; charset=us-ascii
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Content-ID: <navigation.htm>

<html> <body> <p><b><font face="Arial">TradeStation Performance Report<br> </font><br><br></b></p><a href="cid:Performance Summary" target = "second" > Performance Summary </a><br>
<a href="cid:Trade Analysis" target = "second" > Trade Analysis </a><br>
<a href="cid:Annual" target = "second" > Annual </a><br>
<a href="cid:Daily" target = "second" > Daily </a><br>
<a href="cid:Monthly" target = "second" > Monthly </a><br>
<a href="cid:Weekly" target = "second" > Weekly </a><br>
<a href="cid:Performance Graphs" target = "second" > Performance Graphs </a><br>
<a href="cid:Trade Graphs" target = "second" > Trade Graphs </a><br>
</body></html>

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Content-Transfer-Encoding: 7bit
Content-ID: <TSSPR.CSS>

TD
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TR.Main
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TR.Detail
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TABLE.hiddentable
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--==TSBoundary-SPR
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Content-Transfer-Encoding: 7bit
Content-ID: <TSSPR.JS>

///////////////////////////////////////////////////////////////////////////////
// Global variables and constants
///////////////////////////////////////////////////////////////////////////////

var g_cSmallestTableWidth = 512;
var g_bIsTMA              = false;

///////////////////////////////////////////////////////////////////////////////
// TMA support
///////////////////////////////////////////////////////////////////////////////

function ConfigureAsTMA()
{
  g_bIsTMA = true;

  InitTMA();
}

//-------------------------------------------------------------------
// Override the function to init the document for use with the TMA
//-------------------------------------------------------------------
function InitTMA()
{
  alert("Override Function for local implementation");
}

function UpdateTMAInformation()
{
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  //---------------------------------------------
  var objTMA = document.all.item("TMA");

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///////////////////////////////////////////////////////////////////////////////
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///////////////////////////////////////////////////////////////////////////////

//------------------------------------------
// Called to change the font which will
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//------------------------------------------
function SetTextSize(fontSize)
{
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// Implementation
///////////////////////////////////////////////////////////////////////////////

function SetFontSize(fSize)
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            if(styleSheetRule)
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              if(style && style.fontSize)
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                style.fontSize = fSize;
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}

function ModifyTableSize(fontSize, table)
{
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function ModifyTableSizeEx(fontSize, table, cSmallestTableWidth)
{
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		case "x-small":
			table.width = cSmallestTableWidth * 1.25;
		break;
		case "small":
			table.width = cSmallestTableWidth * 1.5;
		break;
		case "medium":
			table.width = cSmallestTableWidth * 1.66;
		break;
		case "large":
			table.width = cSmallestTableWidth * 2.33;
		break;
		case "x-large":
			table.width = cSmallestTableWidth * 3.0;
		break;
		case "xx-large":
			table.width = cSmallestTableWidth * 4.5;
		break;			
	} 
}

function SetHeaderFooterInfo( sHeaderInfo, sFooterInfo )
{
	HeaderInfo.innerText = sHeaderInfo;
	FooterInfo.innerText = sFooterInfo;
}

//------------------------------------------
// Called to show or hide header and footer
//------------------------------------------ 
function SwitchHeaderFooter( value )
{
  var Tables = document.all.tags("table");
  for ( i = 0; i < Tables.length; i++ )
  {
  	if ( Tables[ i ].id == "hftable" )
  	{
  		Tables[ i ].style.display = value;
  	}
  }
}

function FrameScroll(frame)
{
  if ( window.parent.frames(frame).document.body.scrollLeft != document.body.scrollLeft )
  {
    window.parent.frames(frame).document.body.scrollLeft = document.body.scrollLeft;
  }
}

function ExpandTable( Table, TName, Picture, bIsTMPR ) 
{
	if (document.images[Picture].alt == "Collapse")
  {
		document.images[Picture].src = "cid:GIFS/#3233";
		document.images[Picture].alt = "Expand";
		with(Table)
		for(var i = 0; i < rows.length; i++)
		{
			if(rows[i].className == 'Detail')
			{
				rows[i].style.display = 'none';
			}
		}
	}
	else if (document.images[Picture].alt == "Expand")
  {
		document.images[Picture].src = "cid:GIFS/#3234";
		document.images[Picture].alt = "Collapse";
		with(Table)
		for(var i = 0; i < rows.length; i++)
		{
			if(rows[i].className == 'Detail')
			{
			  if ( bIsTMPR == true ) 
			  {
			    if ( rows[i].id != "NoTMPRRow" )
			    {
            rows[i].style.display = 'block';
			    }
			  }
			  else
			  {
				  rows[i].style.display = 'block';
			  }
			}
		}
	}	
}


function ExpandSpan(Span,SName,Picture) 
{
	if (document.images[Picture].alt == "Collapse")
  {
		document.images[Picture].src = "cid:GIFS/#3233";
		document.images[Picture].alt = "Expand";
		Span.className = 'Detail';
	}
	else if (document.images[Picture].alt == "Expand")
  {
		document.images[Picture].src = "cid:GIFS/#3234";
		document.images[Picture].alt = "Collapse";
		Span.className = 'Main';
	}	
}

///////////////////////////////////////////////////////////////////////////////
// Help support section
///////////////////////////////////////////////////////////////////////////////

//---------------------------------------
// Popups for Help
//---------------------------------------
var prePopUp      = "<LAYER WIDTH=350 LEFT=0><IFRAME SCROLLING=auto WIDTH=350 HEIGHT=120 MARGINHEIGHT=0 MARGINWIDTH=0 HSPACE=0 VSPACE=0 FRAMEBORDER=0 ID=popup NAME=popup SRC=";
var httpPopUp     = "http://";
var domainPopUp   = "www.tradestationsupport.com";
var preSrcPopUp   = "/resources/"
var versionPopUp  = "07_01";
var postSrcPopUp  = "/userguide/contexthelp.asp?topicid=";
var topicPopUp    = "k_ratio__strategy_performance_report_";
var postPopUp     = "></IFRAME></LAYER>";

var htmlHelpPre       ="\"mk:@MSITStore:";
var htmlHelpPath      ="";
var htmlHelpFileName  ="EMPTY";
var htmlHelpFolder    ="::/report/";
var htmlHelpExt       =".htm\"";

//---------------------------------------
// Help functions
//---------------------------------------
function HelpTip(HelpID) 
{ 
  HelpTipEx(HelpID, window.event) 
	
	return false;
}

function HelpTipEx(HelpID, event)   
{
  // Set the topic id as the help id
  topicPopUp = HelpID;
 
  // compose the popup
  // old http version
  //var PopUp = prePopUp + httpPopUp + domainPopUp + preSrcPopUp + versionPopUp + postSrcPopUp + topicPopUp + postPopUp;

  // compose the popup
  // version using HTML help
  var PopUp = prePopUp + htmlHelpPre + htmlHelpPath + htmlHelpFileName + htmlHelpFolder + topicPopUp + htmlHelpExt + postPopUp;

  if(htmlHelpFileName != "EMPTY")
  {
    // show the popup
	  showHelpTip(event, PopUp, true);
  }
  else
  {
    alert("Help is not available");
  }

	return false;
}

//---------------------------------------
// External Functions for help
//---------------------------------------
function SetHelpVersion(version)
{
  versionPopUp = version;
}

function SetHelpDomain(domain)
{
  domainPopUp = domain;
}

function SetHelpPath(path)
{
  htmlHelpPath = path;
}

function SetHelpFileName(fileName)
{
  htmlHelpFileName = fileName;
}

//---------------------------------------
// Help, helper functions
//---------------------------------------
function showHelpTip(e, sHtml, bHideSelects) 
{
	// find anchor element
	var el = e.target || e.srcElement;
	while (el.tagName != "A")
		el = el.parentNode;
	
	// is there already a tooltip? If so, remove it
	if (el._helpTip) {
		helpTipHandler.hideHelpTip(el);
	}

	helpTipHandler.hideSelects = Boolean(bHideSelects);

	// create element and insert last into the body
	helpTipHandler.createHelpTip(el, sHtml);
	
	// position tooltip
	helpTipHandler.positionToolTip(e);

	// add a listener to the blur event.
	// When blurred remove tooltip and restore anchor
	el.onblur = helpTipHandler.anchorBlur;
	el.onkeydown = helpTipHandler.anchorKeyDown;
}

var helpTipHandler = {
	hideSelects:	false,
	
	helpTip:		null,
	
	showSelects:	function (bVisible) {
		if (!this.hideSelects) return;
		// only IE actually do something in here
		var selects = [];
		if (document.all)
			selects = document.all.tags("SELECT");
		var l = selects.length;
		for	(var i = 0; i < l; i++)
			selects[i].runtimeStyle.visibility = bVisible ? "" : "hidden";	
	},
	
	create:	function () {
		var d = document.createElement("DIV");
		d.className = "help-tooltip";
		d.onmousedown = this.helpTipMouseDown;
		d.onmouseup = this.helpTipMouseUp;
		document.body.appendChild(d);		
		this.helpTip = d;
	},
	
	createHelpTip:	function (el, sHtml) {
		if (this.helpTip == null) {
			this.create();
		}

		var d = this.helpTip;
		d.innerHTML = sHtml;
		d._boundAnchor = el;
		el._helpTip = d;
		return d;
	},
	
	// Allow clicks on A elements inside tooltip
	helpTipMouseDown:	function (e) {
		var d = this;
		var el = d._boundAnchor;
		if (!e) e = event;
		var t = e.target || e.srcElement;
		while (t.tagName != "A" && t != d)
			t = t.parentNode;
		if (t == d) return;
		
		el._onblur = el.onblur;
		el.onblur = null;
	},
	
	helpTipMouseUp:	function () {
		var d = this;
		var el = d._boundAnchor;
		el.onblur = el._onblur;
		el._onblur = null;
		el.focus();
	},	
	
	anchorBlur:	function (e) {
		var el = this;
		helpTipHandler.hideHelpTip(el);
	},
	
	anchorKeyDown:	function (e) {
		if (!e) e = window.event
		if (e.keyCode == 27) {	// ESC
			helpTipHandler.hideHelpTip(this);
		}
	},
	
	removeHelpTip:	function (d) {
		d._boundAnchor = null;
		d.style.filter = "none";
		d.innerHTML = "";
		d.onmousedown = null;
		d.onmouseup = null;
		d.parentNode.removeChild(d);
		//d.style.display = "none";
	},
	
	hideHelpTip:	function (el) {
		var d = el._helpTip;
		/*	Mozilla (1.2+) starts a selection session when moved
			and this destroys the mouse events until reloaded
		d.style.top = -el.offsetHeight - 100 + "px";
		*/		
		
		d.style.visibility = "hidden";
		//d._boundAnchor = null;

		el.onblur = null;
		el._onblur = null;
		el._helpTip = null;
		el.onkeydown = null;
		
		this.showSelects(true);
	},
	
	positionToolTip:	function (e) {
		this.showSelects(false);		
		var scroll = this.getScroll();
		var d = this.helpTip;
		
		// width
		if (d.offsetWidth >= scroll.width)
			d.style.width = scroll.width - 10 + "px";
		else
			d.style.width = "";
		
		// left
		if (e.clientX > scroll.width - d.offsetWidth)
			d.style.left = scroll.width - d.offsetWidth + scroll.left + "px";
		else
			d.style.left = e.clientX - 2 + scroll.left + "px";
		
		// top
		if (e.clientY + d.offsetHeight + 18 < scroll.height)
			d.style.top = e.clientY + 18 + scroll.top + "px";
		else if (e.clientY - d.offsetHeight > 0)
			d.style.top = e.clientY + scroll.top - d.offsetHeight + "px";
		else
			d.style.top = scroll.top + 5 + "px";
			
		d.style.visibility = "visible";
	},
	
	// returns the scroll left and top for the browser viewport.
	getScroll:	function () {
		if (document.all && typeof document.body.scrollTop != "undefined") {	// IE model
			var ieBox = document.compatMode != "CSS1Compat";
			var cont = ieBox ? document.body : document.documentElement;
			return {
				left:	cont.scrollLeft,
				top:	cont.scrollTop,
				width:	cont.clientWidth,
				height:	cont.clientHeight
			};
		}
		else {
			return {
				left:	window.pageXOffset,
				top:	window.pageYOffset,
				width:	window.innerWidth,
				height:	window.innerHeight
			};
		} 
		 
	}

};


--==TSBoundary-SPR
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--==TSBoundary-SPR
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--==TSBoundary-SPR--

