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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>WAY, @ES.D, 30 min., 9/11/1997 9:00:00 AM - 5/6/2010 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=640>
<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>$80,354.5000</TD>
<TD id=Long_TotalNetProfit height=15 width="15%" align=right>$44,333.0000</TD>
<TD id=Short_TotalNetProfit height=15 width="15%" align=right>$36,021.5000</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>$202,741.5000</TD>
<TD id=Long_GrossProfit height=15 width="15%" align=right>$114,076.5000</TD>
<TD id=Short_GrossProfit height=15 width="15%" align=right>$88,665.0000</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>($122,387.0000)</FONT></TD>
<TD id=Long_GrossLoss height=15 width="15%" align=right><FONT color=red>($69,743.5000)</FONT></TD>
<TD id=Short_GrossLoss width="15%" align=right><FONT color=red>($52,643.5000)</FONT></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">1.6566</TD>
<TD id=ProfitFactor_Long width="15%" align=right numberkind="real">1.6357</TD>
<TD id=ProfitFactor_Short width="15%" align=right numberkind="real">1.6843</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>$0.0000</TD>
<TD id=Long_OpenPositionPL height=15 width="15%" align=right>$0.0000</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>$61,311.5000</TD>
<TD id=Long_SelectNetProfit height=15 width="15%" align=right>$31,017.0000</TD>
<TD id=Short_SelectNetProfit height=15 width="15%" align=right>$30,294.5000</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>$183,698.5000</TD>
<TD id=Long_SelectGrossProfit height=15 width="15%" align=right>$100,760.5000</TD>
<TD id=Short_SelectGrossProfit height=15 width="15%" align=right>$82,938.0000</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>($122,387.0000)</FONT></TD>
<TD id=Long_SelectGrossLoss height=15 width="15%" align=right><FONT color=red>($69,743.5000)</FONT></TD>
<TD id=Short_SelectGrossLoss height=15 width="15%" align=right><FONT color=red>($52,643.5000)</FONT></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">1.5010</TD>
<TD id=Long_SelectProfitFactor width="15%" align=right numberkind="real">1.4447</TD>
<TD id=Short_SelectProfitFactor width="15%" align=right numberkind="real">1.5755</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>$66,489.9571</TD>
<TD id=Long_AdjustedNetProfit width="15%" align=right>$33,513.3794</TD>
<TD id=Short_AdjustedNetProfit width="15%" align=right>$27,222.9451</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>$194,344.8050</TD>
<TD id=Long_AdjustedGrossProfit width="15%" align=right>$107,777.6790</TD>
<TD id=Short_AdjustedGrossProfit width="15%" align=right>$83,112.5823</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>($127,854.8479)</FONT></TD>
<TD id=Long_AdjustedGrossLoss width="15%" align=right><FONT color=red>($74,264.2996)</FONT></TD>
<TD id=Short_AdjustedGrossLoss width="15%" align=right><FONT color=red>($55,889.6373)</FONT></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">1.5200</TD>
<TD id=Long_AdjustedProfitFactor width="15%" align=right numberkind="real">1.4513</TD>
<TD id=Short_AdjustedProfitFactor width="15%" align=right numberkind="real">1.4871</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">1084</TD>
<TD id=Long_TotalNumberTrades width="15%" align=right numberkind="int">566</TD>
<TD id=Short_TotalNumberTrades width="15%" align=right numberkind="int">518</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">53.7823%</TD>
<TD id=Long_PercentProfitable width="15%" align=right numberkind="percent">57.9505%</TD>
<TD id=Short_PercentProfitable width="15%" align=right numberkind="percent">49.2278%</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">583</TD>
<TD id=Long_NumberWinningTrades width="15%" align=right numberkind="int">328</TD>
<TD id=Short_NumberWinningTrades width="15%" align=right numberkind="int">255</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">501</TD>
<TD id=Long_NumberLosingTrades width="15%" align=right numberkind="int">238</TD>
<TD id=Short_NumberLosingTrades width="15%" align=right numberkind="int">263</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>$74.1278</TD>
<TD id=Long_AvgTrade height=15 width="15%" align=right>$78.3269</TD>
<TD id=Short_AvgTrade height=15 width="15%" align=right>$69.5396</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>$347.7556</TD>
<TD id=Long_AverageWinningTrade height=15 width="15%" align=right>$347.7942</TD>
<TD id=Short_AverageWinningTrade height=15 width="15%" align=right>$347.7059</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>($244.2854)</FONT></TD>
<TD id=Long_AverageLosingTrade height=15 width="15%" align=right><FONT color=red>($293.0399)</FONT></TD>
<TD id=Short_AverageLosingTrade height=15 width="15%" align=right><FONT color=red>($200.1654)</FONT></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">1.4236</TD>
<TD id=Long_RatioAvgWinAvgLoss width="15%" align=right numberkind="real">1.1868</TD>
<TD id=Short_RatioAvgWinAvgLoss width="15%" align=right numberkind="real">1.7371</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>$2,613.0000</TD>
<TD id=Long_LargestWinningTrade height=15 width="15%" align=right>$2,613.0000</TD>
<TD id=Short_LargestWinningTrade height=15 width="15%" align=right>$1,513.0000</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>($587.0000)</FONT></TD>
<TD id=Long_LargestLosingTrade height=15 width="15%" align=right><FONT color=red>($562.0000)</FONT></TD>
<TD id=Short_LargestLosingTrade height=15 width="15%" align=right><FONT color=red>($587.0000)</FONT></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">1.2888%</TD>
<TD id=Long_LargetWinTradePercentGrossProfit width="15%" align=right numberkind="percent">2.2906%</TD>
<TD id=Short_LargetWinTradePercentGrossProfit width="15%" align=right numberkind="percent">1.7064%</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">0.4796%</TD>
<TD id=Long_LargetLosingTradePercentGrossLoss width="15%" align=right numberkind="percent">0.8058%</TD>
<TD id=Short_LargetLosingTradePercentGrossLoss width="15%" align=right numberkind="percent">1.1150%</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">13689.0119%</TD>
<TD id=Long_NetProfitLargestLoss width="15%" align=right numberkind="percent">7888.4342%</TD>
<TD id=Short_NetProfitLargestLoss width="15%" align=right numberkind="percent">6136.5417%</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">10444.8893%</TD>
<TD id=Long_SelectNetProfitLargestLoss width="15%" align=right numberkind="percent">5519.0391%</TD>
<TD id=Short_SelectNetProfitLargestLoss width="15%" align=right numberkind="percent">5160.9029%</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">11327.0796%</TD>
<TD id=Long_AdjustedNetProfitLargestLoss width="15%" align=right numberkind="percent">5963.2348%</TD>
<TD id=Short_AdjustedNetProfitLargestLoss width="15%" align=right numberkind="percent">4637.6397%</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">11</TD>
<TD id=Long_MaxConsecutiveWinners width="15%" align=right numberkind="int">12</TD>
<TD id=Short_MaxConsecutiveWinners width="15%" align=right numberkind="int">10</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">9</TD>
<TD id=Long_MaxConsecutiveLosers width="15%" align=right numberkind="int">7</TD>
<TD id=Short_MaxConsecutiveLosers width="15%" align=right numberkind="int">6</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">7.3044</TD>
<TD id=Long_AvgBarsInTotalTrades width="15%" align=right numberkind="real">7.8763</TD>
<TD id=Short_AvgBarsInTotalTrades width="15%" align=right numberkind="real">6.6795</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">8.4940</TD>
<TD id=Long_AvgNumBarsInWinners width="15%" align=right numberkind="real">8.7988</TD>
<TD id=Short_AvgNumBarsInWinners width="15%" align=right numberkind="real">8.1020</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">5.9202</TD>
<TD id=Long_AvgNumBarsInLosers width="15%" align=right numberkind="real">6.6050</TD>
<TD id=Short_AvgNumBarsInLosers width="15%" align=right numberkind="real">5.3004</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">1</TD>
<TD id=Long_MaxNumContractsHeld width="15%" align=right numberkind="int">1</TD>
<TD id=Short_MaxNumContractsHeld width="15%" align=right numberkind="int">1</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">1084</TD>
<TD id=Long_TotalSharesHeld width="15%" align=right numberkind="int">566</TD>
<TD id=Short_TotalSharesHeld width="15%" align=right numberkind="int">518</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>$3,020.0000</TD>
<TD id=Long_AccountSizeRequired width="15%" align=right>$3,329.0000</TD>
<TD id=Short_AccountSizeRequired width="15%" align=right>$1,834.0000</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>$6,504.00</TD>
<TD id=Long_Slippage height=15 width="15%" align=right>$3,396.00</TD>
<TD id=Short_Slippage height=15 width="15%" align=right>$3,108.00</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>$6,504.00</TD>
<TD id=Long_CommissionPerTransaction height=15 width="15%" align=right>$3,396.00</TD>
<TD id=Short_CommissionPerTransaction width="15%" align=right>$3,108.00</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">80.3545%</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">4.6734%</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"><FONT color=red>(7.9524%)</FONT></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">2660.7450%</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>$606.6750</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>$1,446.8053</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">0.1278</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">10507.0291</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">0.2691</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>12 Yrs, 7 Mths, 12 Dys, 5 Hrs, 15 Mins</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">2.9459%</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 Mths, 13 Dys, 18 Hrs, 45 Mins</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>41 Dys, 22 Hrs, 45 Mins</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>$83,623.5000</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>05/06/10 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>83.6235%</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>($3,270.0000)</FONT></TD>
<TD id=Long_MaxIntradayDrawDown width="15%" align=right><FONT color=red>($3,667.5000)</FONT></TD>
<TD id=Short_MaxIntradayDrawDown width="15%" align=right><FONT color=red>($2,502.0000)</FONT></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>03/31/98 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">3.2700%</TD>
<TD id=Long_MaxPTV_Drawdown_div_InitCap width="15%" align=right>3.6675%</TD>
<TD id=Short_MaxPTV_Drawdown_div_InitCap width="15%" align=right>2.5020%</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">2457.3242%</TD>
<TD id=Long_NetProfitMaxDrawDown width="15%" align=right numberkind="percent">1208.8071%</TD>
<TD id=Short_NetProfitMaxDrawDown width="15%" align=right numberkind="percent">1439.7082%</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">1874.9694%</TD>
<TD id=Long_SelectNetProfitMaxDrawdown width="15%" align=right numberkind="percent">845.7260%</TD>
<TD id=Short_SelectNetProfitMaxDrawdown width="15%" align=right numberkind="percent">1210.8114%</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">2033.3320%</TD>
<TD id=Long_AdjustedNetProfitMaxDrawDown width="15%" align=right numberkind="percent">913.7936%</TD>
<TD id=Short_AdjustedNetProfitMaxDrawDown width="15%" align=right numberkind="percent">1088.0474%</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>($3,020.0000)</FONT></TD>
<TD id=Long_CTCDrawdown width="15%" align=right><FONT color=red>($3,329.0000)</FONT></TD>
<TD id=Short_CTCDrawdown width="15%" align=right><FONT color=red>($1,834.0000)</FONT></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>03/31/98 15:15</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">3.0200%</TD>
<TD id=Long_CTCDrawDownInitialCapital width="15%" align=right numberkind="percent">3.3290%</TD>
<TD id=Short_CTCDrawDownInitialCapital width="15%" align=right numberkind="percent">1.8340%</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">2660.7450%</TD>
<TD id=Long_NetProfitCTCDrawDown width="15%" align=right numberkind="percent">1331.7212%</TD>
<TD id=Short_NetProfitCTCDrawDown width="15%" align=right numberkind="percent">1964.0949%</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">2030.1821%</TD>
<TD id=Long_SelectNetProfitCTCDrawDown width="15%" align=right numberkind="percent">931.7212%</TD>
<TD id=Short_SelectNetProfitCTCDrawDown width="15%" align=right numberkind="percent">1651.8266%</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">2201.6542%</TD>
<TD id=Long_AdjustedNetProfitCTCDrawDown width="15%" align=right numberkind="percent">1006.7101%</TD>
<TD id=Short_AdjustedNetProfitCTCDrawDown width="15%" align=right numberkind="percent">1484.3481%</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>($1,012.5000)</FONT></TD>
<TD id=Long_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($1,012.5000)</FONT></TD>
<TD id=Short_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($637.5000)</FONT></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>$80,354.5000</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">1.6566</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>$202,741.5000</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>($122,387.0000)</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>$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=All_SelectNetProfit height=15 width="15%" align=right>$61,311.5000</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">1.5010</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>$183,698.5000</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>($122,387.0000)</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>$66,489.9571</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">1.5200</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>$194,344.8050</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>($127,854.8479)</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">1084</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">53.7823%</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">583</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">501</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>$74.1278</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">1.4236</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>$347.7556</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>($244.2854)</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>$2,613.0000</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=All_LargestLosingTrade height=15 width="12%" align=right><FONT color=red>($587.0000)</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">1.2888%</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">0.4796%</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">13689.0119%</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">10444.8893%</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">11327.0796%</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">11</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">9</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">8.4940</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">5.9202</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">7.3044</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">1</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>$3,020.0000</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>$6,504.00</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>$6,504.00</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">80.3545%</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">4.6734%</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"><FONT color=red>(7.9524%)</FONT></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">2660.7450%</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>$606.6750</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>$1,446.8053</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">0.1278</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">10507.0291</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">0.2691</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">12 Yrs, 7 Mths, 12 Dys, 5 Hrs, 15 Mins</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">2.9459%</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 Mths, 13 Dys, 18 Hrs, 45 Mins</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">41 Dys, 22 Hrs, 45 Mins</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>$83,623.5000</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>05/06/10 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">83.6235%</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>($3,270.0000)</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>($3,020.0000)</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>03/31/98 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>03/31/98 15:15</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">3.2700%
<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">3.0200%</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">2457.3242%
<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">2660.7450%</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">1874.9694%
<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">2030.1821%</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">2033.3320%
<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">2201.6542%</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>($1,012.5000)</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>$44,333.0000</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">1.6357</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>$114,076.5000</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>($69,743.5000)</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>$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=Long_SelectNetProfit height=15 width="15%" align=right>$31,017.0000</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=Long_SelectProfitFactor height=15 width="12%" align=right numberkind="real">1.4447</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>$100,760.5000</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>($69,743.5000)</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>$33,513.3794</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">1.4513</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>$107,777.6790</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>($74,264.2996)</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">566</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">57.9505%</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">328</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">238</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>$78.3269</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">1.1868</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>$347.7942</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>($293.0399)</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>$2,613.0000</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=Long_LargestLosingTrade height=15 width="12%" align=right><FONT color=red>($562.0000)</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">2.2906%</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">0.8058%</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">12</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">8.7988</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">6.6050</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">7.8763</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">1</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>$3,329.0000</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>$3,396.00</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>$3,396.00</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">7888.4342%</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">5519.0391%</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">5963.2348%</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>($3,667.5000)</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>($3,329.0000)</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">3.6675%</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">3.3290%</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">1208.8071%
<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">1331.7212%</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">845.7260%
<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">931.7212%</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">913.7936%
<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">931.7212%</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>($1,012.5000)</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>$36,021.5000</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">1.6843</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>$88,665.0000</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><FONT color=red>($52,643.5000)</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=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>$30,294.5000</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">1.5755</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>$82,938.0000</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><FONT color=red>($52,643.5000)</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=Short_AdjustedNetProfit height=15 width="15%" align=right>$27,222.9451</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">1.4871</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>$83,112.5823</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><FONT color=red>($55,889.6373)</FONT></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">518</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">49.2278%</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">255</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">263</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>$69.5396</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">1.7371</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>$347.7059</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><FONT color=red>($200.1654)</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=Short_LargestWinningTrade height=15 width="15%" align=right>$1,513.0000</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><FONT color=red>($587.0000)</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=Short_LargetWinTradePercentGrossProfit height=15 width="15%" align=right numberkind="percent">1.7064%</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">0.8058%</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">10</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">6</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">8.1020</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">5.3004</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">6.6795</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">1</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>$1,834.0000</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>$3,108.00</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>$3,108.00</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">6136.5417%</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">5160.9029%</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">4637.6397%</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><FONT color=red>($2,502.0000)</FONT></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><FONT color=red>($1,834.0000)</FONT></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">2.5020%</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">1.8340%</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">1439.7082%
<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">1964.0949%</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">1210.8114%
<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">1651.8266%</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">1088.0474%
<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">1484.3481%</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><FONT color=red>($637.5000)</FONT></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 -->
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<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 5/7/2010 4:36:31 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></FORM></BODY></HTML>

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<BODY onload=AnalysisSetDefaultValues(); leftMargin=5 topMargin=0 bgColor=#ffffff marginheight="0" marginwidth="0"><!-- header -->
<TABLE id=hftable class=hiddentable width=663>
<TBODY>
<TR>
<TD><SPAN class=Header>TradeStation TradeManager Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>WAY, @ES.D, 30 min., 9/11/1997 9:00:00 AM - 5/6/2010 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=640>
<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">1084</TD>
<TD id=NumberWinningTrades height=18 width="20%" align=right numberkind="int">583</TD>
<TD id=NumberLosingTrades height=18 width="20%" align=right numberkind="int">501</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>$74.1278</TD>
<TD id=AverageWinningTrade height=18 width="20%" align=right>$347.7556</TD>
<TD id=AverageLosingTrade height=18 width="20%" align=right><FONT color=red>($244.2854)</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>$404.9006</TD>
<TD id=Win_STDEV height=18 width="20%" align=right>$342.3422</TD>
<TD id=Loss_STDEV height=18 width="20%" align=right>$172.6103</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>$479.0283</TD>
<TD id=Win_AverageTradePlus_STDEV height=18 width="20%" align=right>$690.0978</TD>
<TD id=Loss_AverageTradePlus_STDEV height=18 width="20%" align=right><FONT color=red>($71.6751)</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>($330.7728)</FONT></TD>
<TD id=Win_AverageTradeMinus_STDEV height=18 width="20%" align=right>$5.4133</TD>
<TD id=Loss_AverageTradeMinus_STDEV height=18 width="20%" align=right><FONT color=red>($416.8957)</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">546.2198%</TD>
<TD id=Win_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">98.4434%</TD>
<TD id=Loss_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">70.6593%</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 Hrs</TD>
<TD id=AvgTimeInWinningTrades height=18 width="20%" align=right>3 Hrs, 33 Mins</TD>
<TD id=AvgTimeInLosingTrades height=18 width="20%" align=right>2 Hrs, 22 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>4 Dys, 11 Hrs, 44 Mins</TD>
<TD id=AvgTimeBetweenWinningTrades height=18 width="20%" align=right>7 Dys, 18 Hrs, 25 Mins</TD>
<TD id=AvgTimeBetweenLosingTrades height=18 width="20%" align=right>9 Dys, 45 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>180 Dys, 19 Hrs, 12 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">11</TD>
<TD id=TT_PosOutlier height=18 width="20%" align=right numberkind="int">11</TD>
<TD id=TT_NegOutlier height=18 width="20%" align=right numberkind="int">0</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>$19,043.0000</TD>
<TD id=PL_PosOutlier height=18 width="20%" align=right>$19,043.0000</TD>
<TD id=PL_NegOutlier height=18 width="20%" align=right>$0.0000</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>$2,825.0000</TD>
<TD id=DrawDown_Maximum height=18 width="20%" align=right><FONT color=red>($1,012.5000)</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>9/18/2008</TD>
<TD id=TradeAnalysis_DrawDownDate height=18 width="20%" align=right>4/4/2000</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>$346.5060</TD>
<TD id=DrawDown_Average height=18 width="20%" align=right><FONT color=red>($198.5586)</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>$350.1080</TD>
<TD id=DrawDown_STDEV height=18 width="20%" align=right>$160.2225</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>$696.6140</TD>
<TD id=DrawDown_AverageTradePlus_STDEV height=18 width="20%" align=right><FONT color=red>($38.3361)</FONT></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><FONT color=red>($3.6021)</FONT></TD>
<TD id=DrawDown_AverageTradeMinus_STDEV height=18 width="20%" align=right><FONT color=red>($358.7811)</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">101.0395%</TD>
<TD id=DrawDown_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">80.6928%</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">4.1255%</TD>
<TD id=EntryEff_Average height=18 width="20%" align=right numberkind="percent">56.4150%</TD>
<TD id=ExitEff_Average height=18 width="20%" align=right numberkind="percent">47.7105%</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">58.7048%</TD>
<TD id=EntryEff_STDEV height=18 width="20%" align=right numberkind="percent">32.1374%</TD>
<TD id=ExitEff_STDEV height=18 width="20%" align=right numberkind="percent">34.3698%</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">62.8303%</TD>
<TD id=EntryEff_AverageTradePlus_STDEV height=18 width="20%" align=right numberkind="percent">88.5523%</TD>
<TD id=ExitEff_AverageTradePlus_STDEV height=18 width="20%" align=right numberkind="percent">82.0803%</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>(54.5794%)</FONT></TD>
<TD id=EntryEff_AverageTradeMinus_STDEV height=18 width="20%" align=right numberkind="percent">24.2776%</TD>
<TD id=ExitEff_AverageTradeMinus_STDEV height=18 width="20%" align=right numberkind="percent">13.3407%</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">1422.9857%</TD>
<TD id=EntryEff_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">56.9660%</TD>
<TD id=ExitEff_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">72.0382%</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>$2,613.0000</TD>
<TD id=LargestLoss height=18 width="20%" align=right><FONT color=red>($587.0000)</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">1.2888%</TD>
<TD id=Loss_PercentNetProfit height=18 width="20%" align=right numberkind="percent">0.4796%</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>$4,089.0000</TD>
<TD id=LargestConsecutiveLoss height=18 width="20%" align=right><FONT color=red>($2,248.0000)</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">2.0169%</TD>
<TD id=Loss_PercentConsecutiveNetProfit height=18 width="20%" align=right numberkind="percent">1.8368%</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>135</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$367.7222</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($260.2407)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>59</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$342.7669</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($274.7155)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>37</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$329.5541</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($206.5946)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>16</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$278.8203</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($327.6250)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$436.3333</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($237.0000)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$431.5185</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($267.5556)</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>$290.9762</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($203.6667)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$277.0625</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($362.0000)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$408.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($562.0000)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$301.6364</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($362.0000)</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>148</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($249.7534)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$380.1453</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>61</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($260.2582)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$287.7951</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>35</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($237.0000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$351.9286</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>15</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($269.2917)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$420.5000</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($207.4167)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$260.9167</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($170.3333)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$63.0000</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($188.7857)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$138.0000</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($199.5000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$263.0000</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($160.6111)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$138.0000</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: 5/7/2010 4:36:31 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
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<TR>
<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>WAY, @ES.D, 30 min., 9/11/1997 9:00:00 AM - 5/6/2010 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=640>
<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>$3,430.5000</TD>
<TD id=Last12Months_PercentGain width="12%" align=right>1.9390%</TD>
<TD id=Last12Months_ProfitFactor width="16%" align=right>1.5363</TD>
<TD id=Last12Months_NumberTrades width="16%" align=right>61</TD>
<TD id=Last12Months_PercentProfitable width="16%" align=right>49.1803%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,935.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.0845%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0774</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>20</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,859.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0532%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2235</TD>
<TD bgColor=#ffffff height=21 background="" align=right>69</TD>
<TD bgColor=#ffffff height=21 background="" align=right>47.8261%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$9,726.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.8297%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6925</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>77</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>51.9481%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$10,746.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.8849%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2001</TD>
<TD bgColor=#ffffff height=21 background="" align=right>93</TD>
<TD bgColor=#ffffff height=21 background="" align=right>56.9892%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2006</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$8,123.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.4902%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.3935</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>97</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.7320%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2005</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,407.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.0702%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4240</TD>
<TD bgColor=#ffffff height=21 background="" align=right>115</TD>
<TD bgColor=#ffffff height=21 background="" align=right>46.0870%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2004</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$955.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6697%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1288</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>85</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>48.2353%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2003</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$7,121.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.2561%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8666</TD>
<TD bgColor=#ffffff height=21 background="" align=right>92</TD>
<TD bgColor=#ffffff height=21 background="" align=right>56.5217%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2002</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$11,712.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9.4628%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0336</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>99</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>62.6263%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2001</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$5,175.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.3641%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4867</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.2632%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$9,447.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8.6559%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9165</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>52.8571%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/1999</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$8,449.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8.3911%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7031</TD>
<TD bgColor=#ffffff height=21 background="" align=right>99</TD>
<TD bgColor=#ffffff height=21 background="" align=right>58.5859%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/1998</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,623.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6382%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1560</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>49.2958%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/1997</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($927.0000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.9270%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6591</TD>
<TD bgColor=#ffffff height=21 background="" align=right>21</TD>
<TD bgColor=#ffffff height=21 background="" align=right>42.8571%</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>$1,935.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0845%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0774</TD>
<TD bgColor=#ffffff height=21 background="" align=right>20</TD>
<TD bgColor=#ffffff height=21 background="" align=right>60.0000%</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>$3,794.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1491%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3751</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>89</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.5618%</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>$13,520.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8.1042%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5596</TD>
<TD bgColor=#ffffff height=21 background="" align=right>166</TD>
<TD bgColor=#ffffff height=21 background="" align=right>51.2048%</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>$24,267.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>15.5470%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7328</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>259</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>53.2819%</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>$32,390.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>21.8908%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8317</TD>
<TD bgColor=#ffffff height=21 background="" align=right>356</TD>
<TD bgColor=#ffffff height=21 background="" align=right>54.4944%</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>$36,798.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>25.6331%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7458</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>471</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>52.4416%</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>$37,753.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>26.4745%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.6652</TD>
<TD bgColor=#ffffff height=21 background="" align=right>556</TD>
<TD bgColor=#ffffff height=21 background="" align=right>51.7986%</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>$44,874.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>33.1221%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6907</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>648</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>52.4691%</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>$56,586.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>45.7192%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7416</TD>
<TD bgColor=#ffffff height=21 background="" align=right>747</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.8153%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2001 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$61,761.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>52.0785%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7104</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>823</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>53.9490%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2000 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$71,209.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>65.2423%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7323</TD>
<TD bgColor=#ffffff height=21 background="" align=right>893</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.8634%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/1999 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$79,658.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>79.1079%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7291</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>992</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>54.3347%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/1998 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$81,281.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>82.0420%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.6792</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1063</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.9981%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/1997 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$80,354.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>80.3545%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6566</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1084</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>53.7823%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
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<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 5/7/2010 4:36:31 PM, 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>WAY, @ES.D, 30 min., 9/11/1997 9:00:00 AM - 5/6/2010 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
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<TD class=title bgColor=#0066cc width="100%">TradeStation Periodical Returns: Daily</TD></TR></TBODY></TABLE>&nbsp; 
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<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>5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2992%</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>4/22/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$175.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0977%</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>4/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($287.0000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1595%)</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>3/31/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($399.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.2213%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/30/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($149.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0828%)</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>3/26/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($137.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0759%)</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>3/23/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$438.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2431%</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>2/26/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$250.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1392%</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>2/25/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($24.0000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0133%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9337</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>2/23/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($99.5000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0553%)</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>2/12/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($362.0000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.2007%)</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>2/11/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$375.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2086%</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>2/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$351.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1953%</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>2/9/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$38.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0212%</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>2/4/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$625.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3494%</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>2/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$200.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1121%</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>1/13/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$400.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2245%</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>12/31/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$225.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1265%</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>12/16/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($137.0000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0768%)</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>12/10/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0003%</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>12/4/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($11.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0064%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9424</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>12/3/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$75.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0424%</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>11/19/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($149.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0838%)</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>11/4/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($536.5000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.2998%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/26/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$675.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3789%</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>10/6/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($37.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0207%)</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>10/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$850.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4793%</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>9/30/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($11.5000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0065%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9076</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>9/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,025.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5812%</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>8/31/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($99.5000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0564%)</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>8/28/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($112.0000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0634%)</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>8/27/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$63.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0360%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2545</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>8/21/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$225.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1279%</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>8/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$138.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0783%</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>8/17/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($337.0000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1909%)</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>8/13/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($11.5000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0065%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9682</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>8/12/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($74.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0422%)</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>8/11/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$250.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1420%</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>8/7/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($199.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1130%)</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>8/6/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($162.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0916%)</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>5/6/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5380%</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>5/5/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5380%</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>5/4/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5380%</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>5/3/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5380%</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>5/2/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5380%</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>5/1/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5380%</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>4/30/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5380%</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>4/29/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5380%</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>4/28/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5380%</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>4/27/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5380%</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>4/26/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5380%</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>4/25/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5380%</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>4/24/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5380%</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>4/23/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2992%</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>4/22/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7135%</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>4/21/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7135%</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>4/20/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7135%</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>4/19/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7135%</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>4/18/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7135%</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>4/17/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7135%</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>4/16/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7135%</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>4/15/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7135%</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>4/14/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7135%</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>4/13/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7135%</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>4/12/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7135%</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>4/11/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7135%</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>4/10/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7135%</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>4/9/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7135%</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>4/8/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7135%</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>4/7/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7135%</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>4/6/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7135%</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>4/5/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7135%</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>4/4/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7135%</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>4/3/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7135%</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>4/2/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3972%</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>4/1/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$426.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2370%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.4861</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>3/31/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$27.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0153%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0401</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>3/30/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($122.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.1220%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8540</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>33.3333%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/29/2010 - 5/6/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($122.0000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1220%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8540</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>33.3333%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>3/28/2010 - 5/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($122.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.1220%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8540</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>33.3333%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
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<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 5/7/2010 4:36:31 PM, 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>WAY, @ES.D, 30 min., 9/11/1997 9:00:00 AM - 5/6/2010 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
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<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>$257.1538</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2572%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.4884%</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><FONT color=red>($127.1923)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0918%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>46.2366%</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>$659.7308</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4763%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>46.6019%</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>$315.6538</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2268%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>48.7805%</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>$529.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3793%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.9615%</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>$902.9583</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6450%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>56.2500%</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>$480.8182</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3496%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.8462%</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>$540.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.4016%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.6471%</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>$532.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3841%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.6585%</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>$1,150.7692</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8456%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>63.1579%</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>$477.9615</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3483%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>51.9481%</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>$647.2308</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.4700%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>62.1359%</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>5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2992%</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>4/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($111.5000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0620%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6115</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>3/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($247.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1374%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6389</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>2/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,355.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7580%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.6460</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$400.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2245%</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>12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$153.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0858%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4547</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($686.0000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3833%)</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>10/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,489.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8390%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>41.2432</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>9/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,014.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5747%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9.1446</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>8/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($318.5000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.1802%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8004</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>38.4615%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($496.0000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.2798%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6741</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>25.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$340.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1922%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1371</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$668.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3793%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5204</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>3/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$539.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3070%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.4903</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>2/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,245.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.7038%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3989</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>33.3333%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$401.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2274%</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>12/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,553.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0540%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12.8846</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.4286%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,498.5000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.8587%)</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>10/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$852.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4906%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.6203</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>9/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,466.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0366%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7.1673</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>85.7143%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,792.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0642%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.1347</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>77.7778%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,883.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(1.1058%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3845</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>33.3333%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,553.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5221%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9.5385</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$952.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5711%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1056</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,009.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.6017%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1657</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>16.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>3/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,178.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3152%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.3571</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>2/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($982.0000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.5895%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6106</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>45.4545%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($248.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.1487%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7716</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>12/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,039.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6270%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>10.2813</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>11/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$5,692.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.5555%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6.0645</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>10</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>80.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$766.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4807%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.1803</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.4286%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$216.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1361%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2992</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>8/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$778.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4913%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4986</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>33.3333%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($21.5000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0136%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9424</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>42.8571%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,678.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0713%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11.3611</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>5/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($420.5000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.2677%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6759</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>44.4444%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$39.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0248%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1077</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>3/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$568.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3633%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5247</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>33.3333%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>2/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($358.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.2286%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5834</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>1/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$768.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.4924%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1869</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>58.3333%</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>5/1/2010 - Today</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2992%</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>4/1/2010 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$426.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2370%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.4861</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>3/1/2010 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$179.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0993%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1841</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>37.5000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2010 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,534.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8581%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8544</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>1/1/2010 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,935.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0845%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0774</TD>
<TD bgColor=#ffffff height=21 background="" align=right>20</TD>
<TD bgColor=#ffffff height=21 background="" align=right>60.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2009 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,088.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1713%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9791</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>26</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>61.5385%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2009 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,402.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7834%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4974</TD>
<TD bgColor=#ffffff height=21 background="" align=right>29</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.1724%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2009 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,891.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6291%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0124</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>32</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>56.2500%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2009 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,905.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2131%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.3104</TD>
<TD bgColor=#ffffff height=21 background="" align=right>35</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2009 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,586.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.5865%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7838</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>48</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>52.0833%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2009 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,586.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0289%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7838</TD>
<TD bgColor=#ffffff height=21 background="" align=right>48</TD>
<TD bgColor=#ffffff height=21 background="" align=right>52.0833%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2009 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,090.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7434%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5068</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>56</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>48.2143%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2009 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,430.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9390%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5363</TD>
<TD bgColor=#ffffff height=21 background="" align=right>61</TD>
<TD bgColor=#ffffff height=21 background="" align=right>49.1803%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2009 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,099.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.3256%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5336</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>49.3151%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2009 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,638.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.6398%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5767</TD>
<TD bgColor=#ffffff height=21 background="" align=right>77</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.6494%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2009 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,393.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9174%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3354</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>86</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>48.8372%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2009 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,794.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.1491%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3751</TD>
<TD bgColor=#ffffff height=21 background="" align=right>89</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.5618%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2008 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$7,348.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.2472%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7056</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>96</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>52.0833%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2008 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$5,849.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.3521%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4910</TD>
<TD bgColor=#ffffff height=21 background="" align=right>99</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.5051%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2008 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$6,701.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.8591%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5044</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>103</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>49.5146%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2008 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$10,167.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.9743%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7342</TD>
<TD bgColor=#ffffff height=21 background="" align=right>110</TD>
<TD bgColor=#ffffff height=21 background="" align=right>51.8182%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2008 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$11,959.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7.1021%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8424</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>119</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>53.7815%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2008 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$10,076.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.9177%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5839</TD>
<TD bgColor=#ffffff height=21 background="" align=right>128</TD>
<TD bgColor=#ffffff height=21 background="" align=right>52.3438%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2008 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$12,629.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7.5299%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7194</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>134</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>52.9851%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2008 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$13,582.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8.1440%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7375</TD>
<TD bgColor=#ffffff height=21 background="" align=right>139</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.2374%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2008 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$12,572.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7.4934%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6406</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>145</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>51.7241%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2008 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$14,750.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8.9071%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7177</TD>
<TD bgColor=#ffffff height=21 background="" align=right>151</TD>
<TD bgColor=#ffffff height=21 background="" align=right>52.3179%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2008 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$13,768.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8.2651%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5967</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>162</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>51.8519%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2008 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$13,520.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8.1042%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5596</TD>
<TD bgColor=#ffffff height=21 background="" align=right>166</TD>
<TD bgColor=#ffffff height=21 background="" align=right>51.2048%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2007 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$14,560.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8.7820%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5999</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>170</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>51.7647%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2007 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$20,252.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12.6497%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7975</TD>
<TD bgColor=#ffffff height=21 background="" align=right>180</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.3333%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2007 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$21,018.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13.1913%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8070</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>187</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>54.0107%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2007 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$21,235.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13.3453%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7933</TD>
<TD bgColor=#ffffff height=21 background="" align=right>195</TD>
<TD bgColor=#ffffff height=21 background="" align=right>54.3590%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2007 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$22,013.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13.9022%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7771</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>201</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>53.7313%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2007 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$21,991.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13.8868%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7662</TD>
<TD bgColor=#ffffff height=21 background="" align=right>208</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.3654%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2007 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$23,670.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>15.1068%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8201</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>215</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>54.4186%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2007 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$23,249.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>14.7987%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7708</TD>
<TD bgColor=#ffffff height=21 background="" align=right>224</TD>
<TD bgColor=#ffffff height=21 background="" align=right>54.0179%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2007 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$23,288.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14.8272%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7630</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>227</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>54.1850%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2007 - 5/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$23,857.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>15.2443%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7548</TD>
<TD bgColor=#ffffff height=21 background="" align=right>239</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.1381%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2007 - 5/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$23,498.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14.9809%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7238</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>247</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>53.0364%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
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<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 5/7/2010 4:36:31 PM, 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>WAY, @ES.D, 30 min., 9/11/1997 9:00:00 AM - 5/6/2010 3:15:00 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>5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2992%</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>4/18/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$175.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0977%</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>3/28/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($835.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.4629%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>3/21/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$301.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1671%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.1971</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>2/21/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$127.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0705%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2752</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/7/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$402.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2241%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1119</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>80.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/31/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$826.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4619%</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>1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$400.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2245%</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>12/27/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$225.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1265%</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><FONT color=red>($137.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0768%)</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>12/6/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0003%</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>11/29/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$64.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0359%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3208</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>11/15/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($149.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0838%)</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>11/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($536.5000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.2998%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/25/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$675.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3789%</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>10/4/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($37.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0207%)</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>9/27/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$839.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4727%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7.7390</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>8/30/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$926.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5245%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>10.3065</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>8/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($48.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0275%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8658</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>33.3333%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/16/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$26.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0150%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.0786</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>8/9/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$164.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0933%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3769</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/2/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($361.5000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.2045%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/21/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$101.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0572%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1797</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>6/14/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$51.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0292%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1653</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>33.3333%</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>($648.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3658%)</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>5/24/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$576.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3260%</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>5/17/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$63.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0357%</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>5/10/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($299.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.1690%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/26/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($24.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0138%)</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>4/19/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,026.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5835%</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>4/12/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($623.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3532%)</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>4/5/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($48.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0272%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9246</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/29/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$563.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3201%</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>3/15/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($362.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.2052%)</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>3/8/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$676.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3847%</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>2/22/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($611.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.3465%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>33.3333%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>2/8/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($611.5000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3456%)</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>2/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($23.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0130%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9608</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/18/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$188.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1066%</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>1/11/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$213.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1206%</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></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>5/2/2010 - Today</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5380%</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>4/25/2010 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$538.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2992%</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>4/18/2010 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7135%</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>4/11/2010 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7135%</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>4/4/2010 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$713.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3972%</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>3/28/2010 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($122.0000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0676%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8540</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>33.3333%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/21/2010 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$179.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1790%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1841</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>37.5000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>3/14/2010 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$179.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1790%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1841</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>37.5000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/7/2010 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$179.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1790%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1841</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>37.5000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/28/2010 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$179.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0993%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1841</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>37.5000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>2/21/2010 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$306.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3060%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2134</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>2/14/2010 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$306.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1700%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2134</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>41.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>2/7/2010 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$708.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3944%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3945</TD>
<TD bgColor=#ffffff height=21 background="" align=right>17</TD>
<TD bgColor=#ffffff height=21 background="" align=right>52.9412%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/31/2010 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,534.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5345%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8544</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>1/24/2010 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,534.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5345%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8544</TD>
<TD bgColor=#ffffff height=21 background="" align=right>19</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.8947%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/17/2010 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,534.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8581%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8544</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>1/10/2010 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,935.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9350%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0774</TD>
<TD bgColor=#ffffff height=21 background="" align=right>20</TD>
<TD bgColor=#ffffff height=21 background="" align=right>60.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/3/2010 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,935.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.0845%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0774</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>20</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/27/2009 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,160.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.1605%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2030</TD>
<TD bgColor=#ffffff height=21 background="" align=right>21</TD>
<TD bgColor=#ffffff height=21 background="" align=right>61.9048%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/20/2009 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,160.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2124%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.2030</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>21</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>61.9048%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/13/2009 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,023.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1347%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0468</TD>
<TD bgColor=#ffffff height=21 background="" align=right>22</TD>
<TD bgColor=#ffffff height=21 background="" align=right>59.0909%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/6/2009 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,024.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1350%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0471</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>23</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60.8696%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/29/2009 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,088.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0880%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9791</TD>
<TD bgColor=#ffffff height=21 background="" align=right>26</TD>
<TD bgColor=#ffffff height=21 background="" align=right>61.5385%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/22/2009 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,088.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1713%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9791</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>26</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>61.5385%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/15/2009 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,938.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9385%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8495</TD>
<TD bgColor=#ffffff height=21 background="" align=right>27</TD>
<TD bgColor=#ffffff height=21 background="" align=right>59.2593%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/8/2009 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,938.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.0865%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8495</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>27</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>59.2593%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2009 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,402.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7834%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4974</TD>
<TD bgColor=#ffffff height=21 background="" align=right>29</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.1724%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/25/2009 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,077.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0775%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7371</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>30</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>56.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/18/2009 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,077.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0775%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7371</TD>
<TD bgColor=#ffffff height=21 background="" align=right>30</TD>
<TD bgColor=#ffffff height=21 background="" align=right>56.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/11/2009 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,077.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1653%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7371</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>30</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>56.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/4/2009 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,040.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1443%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7146</TD>
<TD bgColor=#ffffff height=21 background="" align=right>31</TD>
<TD bgColor=#ffffff height=21 background="" align=right>54.8387%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/27/2009 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,879.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.8795%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9663</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>34</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>55.8824%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/20/2009 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,879.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.8795%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9663</TD>
<TD bgColor=#ffffff height=21 background="" align=right>34</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.8824%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/13/2009 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,879.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.8795%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9663</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>34</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>55.8824%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/6/2009 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,879.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.6225%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9663</TD>
<TD bgColor=#ffffff height=21 background="" align=right>34</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.8824%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/30/2009 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,805.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1555%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.2358</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>36</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>55.5556%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/23/2009 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,757.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.1274%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0918</TD>
<TD bgColor=#ffffff height=21 background="" align=right>39</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.8462%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/16/2009 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,783.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1428%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0015</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>42</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>54.7619%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/9/2009 - 5/2/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,948.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2380%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9368</TD>
<TD bgColor=#ffffff height=21 background="" align=right>46</TD>
<TD bgColor=#ffffff height=21 background="" align=right>54.3478%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/2/2009 - 5/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,586.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.5865%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7838</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>48</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>52.0833%</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: 5/7/2010 4:36:31 PM, 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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ZIfKlk78oNMZO/JtPafQOi0Q8MkPEKa/+lhMi34Y4n/UkYoQ9oMRPDUFF4RDSD1c7VZzFBqvqHvqHvqHX+rqh76h1uuqHuO9ONd9Q9+++oe+oe+oe6aqHvqHW66oe+odDVuuqHvbrfUPda+0/t6Wz9ozUsy6ogKehnm55q09p9J5QCd6gcD6Rk78kvIZRmqo7lJ22KanlFskPlSyd+UGmMnfk2ntPpbP2jNbcnemR83BAHVrQ1nb67ZmrT2n0P1PiLCJvuix+kP7pyWP+lzLcNf3UQPnYCm3YrPymgvoeF25UPC+h4KX3uoeFx3LX8akwErqHhfS+h4Xu3xfQ8L6HhfQ8Lpqh4X0PBbrqHhfQ8EH+91Dwvdvi+h4XWvtP7egMJoU0+YoSojKqkrP2jJ35JeQvATFhCJ8VJb8meUWyQ+VLJ35QaYyd+Tae0+kefwFBX6RqzW29h/ZNmatPafS2ftGalc4IKfZmJehnm55q09p9DF5S+LCBtT4aOYtzL/i7YkcfkkDNWfmFAE1zuGTKs9jp3DJrncMjPVtUZiiGrqsUUTQat6wi53DJn8zUe53DJrneXFNc7hk1ziIfdNc7hkyrr2p3DJrncMmRwl57U7hk1zuGW+53DJrncMgAdUp3O4ZNc+Iataa53DJla+0/t6GUXmxYnZSMmaLeiCfLNvlEkvEVZ+0ZiZC8r/CcwmJy0lZRxEtgDw6j/ZtmatPafSPEQBvUDEFoRlOpw1kAFiIML7VJEJhmpehnm55q09p9LZ+0XzNwd0zKe17y8hlb8meUWyQ+VLJ35QaYyd+Tae0+kNaP8KCDWA100wUJ8OKYoEDFie0BiZ6fx0Y2c77pXGI6g94fXeYdge8RChuc7Wvw674h+UteIhQ3Qj8xa/DrvcbWuMRoLxDtD3ltV4iGsPdO8w7A98rrT2n0cUO0MibQBzqVnF/WwM6OvxrCxb80Iojh/8AGdopMAgLQQk7hJaKDlQPhwUphWig5VooOVaOE/C0UHKiBZwBxXCtFByrRQcqH4cMty0UHKtFByonw4KUwrRQcq0UHKgPDhLbQtFByqVnAJ/lWig5VooOVP4cP2Wig5VooOVRfhwFz+Wi0UHKtFByoDw4S20LRQcqh/DgDH8tVooOVaKDlT+HD9looOVaKDlU7OAz/KtFByojw4Q+wLRQcq0UHKgfDgpTCtFByrRQcqP4cM9y0UHKtFByoA2cBYVwrRQcq0cI+FooOVaKDlRPhwUphWig5VooOVaOE/C0UHKrQizg+k6vS2ftCYoQwhgL9+SXkMrfkzyi2SHypZO/KDTGTvybT2n0jT+CoK/SNea2/wBn2Zq09p9CZiVUDiE6b1hcPsUiCys/aM1LNy9DPNzzVp7T6Cgw7XT4Th8RyP5wCMJBeOGW5zNHCDjBiifoEcLwBhDD8cUIRaxsOHZaaPp2Wmj6dlpo+nZaaPp2T+NadOy00fTstNH07LTR9Oy00fTsm8a06dlpo+nZaaPp2Wmj6dlpo+nZaaPp2T+NadOy00fTstNH07LTR9Oy00fTstNadOy00fTstNH07LTR9Oy00fTstNH07LTWnTstNH07LTR9Oy00fTstNH07LTWnTstNH07LTR9Oy00fTstNH07LTR9Oy01p07LTR9Oy00fTstNH07LTR9OyfxrTp2Wmj6dlpo+nZaaPp2Wmj6dlpo+nZN41p07LTR9Oy00fTstNH07LTR9OyfxrTp2Wmj6dlpo+nZaaPp2Wmj6dkYTaxseHb1JiiWGfZYZ98gyIbUnnrfc1chyDv3LDPY+9Sfb8ZDwvFNhvQZyC0+NMjw2JPwi7gB58KoyIIqDf/ragSDt4LDPY+/IEGEz1p56m3vRPeJEk0AQZyC0+NFhn3yDVmd9oX0nE7YUIhQ3x/wDAOSvpOJ2woM5BafGl5iiUMGuJF3ADz4VRkQRUH0+HbXgjTCYsSGJvLDhF5ws+p0CwxCJ61TOGiDRfz5yGGHif6d6MJIw+ZvlGKJsR2XmFyFC0fmYuTqdMG8NwcikLEgvrkgC3kAEPwi9SXN4oWLsdaZxhiDH+fKm2EEkfORaOfqGEbl4ksb0f+bUBXbeJCIflKYxOHBJ2yQxN5YcIyHkCKfd/9LECMZd/n/4hCKC+Mydw3wsQIxl3+f8A4mDeG4N+HbXgoTqH7/x0AW8gAh+EXqS5/wA8JLy2FnTYnaF44oiT/NaLtsoza1KFyZ1lsDIQwFoisbtCduxu5Q8opC43lQNFDDIxEqFrNqO6xFmP08P8Hmi4E0whAHBDyjy03J1OEfZUCHlEqSWJg+1MP/bH/8QALBAAAgIABQMEAgMBAQEBAAAAAREAISAxQVFhcaHwgZHB8RBAsdHhMGCAUP/aAAgBAQABPyH/ANEdHMykA9V+BlKg3Ce0LrZI0MAQgAFknSGDYCiTG43GB6RSLJ5QbrIVZD8rM45AGT0EJnpMTHpnCEgFDkJx6BQJSco2joXkEmG9wE1tqqKzR1hMB6v4XdJ5l7/is0sACVNkglleV5QETgi89PfMQh2gDnv6QGp8Q53T9DDpODTCUaEm/wC4BJpJ0jxnKS20hMB6v4IlNGQ08oJRaysn/Rn8SJfBZuJPQU0Cr+xMrdEo7qc8KMJiqAi1vKc8KMJiqAi1vKFbQBRpEH/8QiCoUycL61C3rAA+EUTKssKwD1a7wraAEdBxNLC0RYA5dh/cylkILT394rFwEjeJFobQqD2fBSuR4NImPjSpbPYAgQM6JzgtmCvhavaMdL1UXU9nFnBOSQGABZWM/WEV41v+YXJ00AAAJzK+S4hJHkYtGosAslkaUKo6LjhFnLoY4CqQORKtRCVRDQgk23UGSrMTZQOr+Io5KTdH8xDNB/sdD5rOEgCKyiOYV0y+76dYGEEwOUQBMj2mvExAjqrMHTaHAKNVDq+5PpC0RAgVib9PeHYnRAQiqzenpAh6MOrabzOBLwD7ClxBUjAQlrRFZuFtQw0pCe2UrRGBQICoY4jljQtM294qYgLc1gr9h/qCoJHkgVW+L+YTEgCqVMe59ShbAXG1AWoQ4AA6YamAGEScmMi7ZQBzSRmWWLtrFDoIajG2+mUPqdPdp/8ABgAleGey3em8JErwy3ey12n9S9nvxHli479Of/GNMGAiU4EAZoGAfIR7POVkwKINORXq66BweOotMyY9gPYSuaDUA6ck+ihZcgTx9Z4v8zxf5ni/zPF/mULBtf6zxf5ni/zPF/meL/MIAAFkmnvPF/meL/M8X+Z4v8zxf5liwLX+s8X+Z4v8zxf5ni/zCAwNL/tni/zPF/meL/M8X+Z4v8wEJAIqOj3ni/zPF/meL/M8X+YQEAgdDV7zxf5ni/zPF/meL/M8X+YAGRpX9s8X+Z4v8zxf5ni/zKFg2v8AWeL/ADPF/meL/M8X+Z4v8wAIA2CLe88X+Z4v8zxf5ni/zLFgWv8AWeL/ADPF/meL/M8X+YGXIA8fX9Xw22F0CPXCSIgFNBridgj1wkoUCemIFk0Qu+ElEUS+2IFiwR1wugR64iYEgtodMLsEeuHw236higG8D7wzLhLVVlhtLC6YWZgDoxitrC6YS1YDqMQbLI4rCWwiOaxBqwPQYbSwumJkYE6oYbawumHw236vhtsJovIUH8Ycw0WWl64hZeQMP4w1WQY1WuKxzLu2q7YbHIurTrviqswzq9cJovIUH8Ysw0UW364RZeQMP4w+G2/QyJBrMYYmKuuCzqSgCdWKhCmSOTQkXt0ZXLrmBsAI3LorqZm6UBhBZ0zzF7iDa0LghzLSwukDZZHFTL2DKrmWlhdJomwciNJl7BlVzLSwukDZZHFTL2DKrmIsWADTMwNlkcVMvYMquZaWF0gbLI4qZewZVczQ2e/nzA2WRxUy9gyq5lpYXSBssjioVDI0aHvrLSwukDZZHFTL2DKrmWlhdIGyyOKgyigCZVHdXLSwukDZZHFTL2DKrmWlhdJQ7gnTStZl7BlVzLSwukDZZHFTL2DKrmWlhdI55LoTL2DKrmWlhdIGyyOKmXsGVXMNA2FwNlkcVMvYMquZaWF0gbLI4qZewZVcwM2RWWcDZZHFTL2DKrmWlhdIGyyOKmXIwmlHfWWlhdIGyyOKgyFCtBAearvSAB0FX6rw22G0sLphZmAOjGK2sLphLVgOoxBssjisJbCI5rEGrA9BhtLC6YmRgTqhhsNDepcwmpHvE5kwnogTD76WnpA+U54bb9RZ7ABITLZkIulhNF5Cg/jDmGiy0vXELLyBh/GGqyDGq1xWOZd21XbDY5F1add8VVmGdXrhNF5Cg/jFmGii2/XA4HJPpAmAzRNBGIBFgGW0KMA0ofnw236vhtsLoEeuEkRAKaDXE7BHrhJQoE9MQLJohd8JKIol9sQLFgjrhdAj1xEwJBbQ6YGlrtaNFShRAPbD4bb9ETpnIlQCSb3Ry0RjtA13MQN7DPe4TIEiCVqWR8Obl2QANQPvKuiHa0LghxLSgusDZYHFzL2DDrmWlBdZvp3Hy5l7Bh1zLSgusDZYHFzL2DDrmaKKNnQ9IGywOLmXsGHXMtKC6wNlgcXMvYMOuZ7T6uBssDi5l7Bh1zLSgusDZYHFw0IBV3XMtKC6wNlgcXMvYMOuZaUF1gbLA4uDMIaqeW966y0oLrA2WBxcy9gw65lpQXWZ9AfVhdrmXsGHXMtKC6wNlgcXMvYMOuZaUF1mfvUtpl7Bh1zLSgusDZYHFzL2DDrmGpZJe70+YGywOLmXsGHXMtKC6wNlgcXMvYMOuYMplWRV9IGywOLhJoRkcoM5qFJsycgBq7mURHUamRkaM2W9y0oLrA2WBxcy9gw65lpQXWPaBoX+iLmMjCoTqTMEWIBqDMAWYOiLIAhPDbYTReQoP4w5hostL1xCy8gYfxhqsgxqtcVjmXdtV2w2ORdWnXfFVZhnV64TReQoP4xG0xaZ11gecotvCQLkQhnF0FHLV7/gWXkDD+MPhtv1DFIN4H3hmVAWrrPC6BHrhJEQCmg1xOwR64SUKBPTECyaIXfCSiKJfbECxYI64XQI9cW8EWaaQIbAI/7AgoCA/LsEeuHw236vhtsNpYXTCzMAdGMVtYXTCWrAdRiDZZHFYS2ERzWINWB6DDaWF0xEThSFBQAgIDBbWF0w+G2/QAzIxKLgIMFB165hAl6qJY3IGIrqjulDVyxV0CSexCgBFJQmJDdVmlnDKqZzsPHHS18QFk51xFXIK1OOlr4jFZR1k8vfSKuQVqcdLXxAWTnXEVcgrU4AQMgxJyQ66QFk51xFXIK1OOlr4gLJzriKuQVqcsMc5ceeVAWTnXEVcgrU46WviAsnOuI+AEUzBs1HS18QFk51xFXIK1OOlr4gLJzriJkhMhi2MtNNI6WviAsnOuIq5BWpx0tfEJABJBCDRld4q5BWpx0tfEBZOdcRVyCtTjpa+IQGkogesVcgrU46WviAsnOuIq5BWpwsBLkQOKfxAWTnXEVcgrU46WviAsnOuICIsAHlcIEpg5MTkP8AICyc64irkFanHS18QFk51xA9CxFLYeVaebR0tfEBZOdcRVyCtTjpa+Ibza0P0AQWBERSGbby8NlqdNZbUIIaP9EtqEGND+yBGwHmD4p4bbC6BHrhJEQCmg1xOwR64SUKBPTECyaIXfCSiKJfbECxYI64XQI9fxSyYRbmUMuetwJIPQveDABhOoYXYI9cPhtv1D0RZkkJXsAo5FYbSwumFmYA6MYrawumEtWA6jEGyyOKwlsIjmsQasD0GG0sLpAhO8ntGJAZBQUyPCL5zXwUrJN33/DIwJ1Qw21hdMPhtv1fDbYTReQoP4w5hostL1xCy8gYfxhqsgxqtcVjmXdtV2w2ORdWnXfFVZhnV64B6j+MJGHMtbKORe3DmGii2/XCLLyBh/GHw236ACEAAsk6RAEQQ2JaUaOWcCF1A2UbpxNPzcFGva4/QKAPUsjPDbYXQI9cJIiAU0GuJ2CPXCShQJ6YgWTRC74SURRL7YgWLBHX86DI/uhZ5mRAUWegxEwJBbQ6YXYI9cPhtv0NyAVGJQkFAcgAJrlp/cW3ACmibJNct0g7ywhm3v0ZHMunIDkADIc2z6wYQAzKzKFxEQMU4ABJAAdnmV6hIKgsoiIGKco4QHZZMr1CQVBZREQMU4ABJAAdnmV6hIKgsoy8iQCDUAAkgAOzzK9QkFQWUREDFOAASQAHZ5leoSCoLKajQhVjf4gAEkAB2eZXqEgqCyiIgYpwACSAA7PMIIICIZAoiIGKcAAkgAOzzK9QkFQWUREDFOAASQAHZ5gC1FbBREQMU4ABJAAdnmV6hIKgsoiIGKcoWhl0zr6leoSCoLKIiBinAAJIADs8yvUJBUFlERAxTlzUSyQE/BEKOlNBRCRw8Rfkx0kZA+ygUg3sc1DRoAjK4ABJAAdnmV6hIKgsoiIGKcAAkgAOzzK9QkFQWUGYwQkEAAkgAOzzK9QkFQWUREDFOAASQAHZ5iLIFsF4IiIGKcAAkgAOzzK9QkFQWUREDFOCBQAGQ8/9gRTFZAJ2t8RX0DMMXhtsJovIUH8Ycw0WWl64hZeQMP4w1WQY1WuKxzLu2q7YbHIurTrv+dQD2ibUdBAQAIyMKyBOrHO46KQNFAIJESxOv5NF5Cg/jFmGii2/XCLLyBh/GHw23/UBAAg0QdYWGUiTg00bDKhBHEHdrzhGUqHcB7QauYlkdMLoEeuEkRAKaDXE7BHrhJQoE9MQLJohd/wbAForgyawDInxQiBrAkDp9wR3JZbCBcgiAAInEqbYVH+IB2Abo/WPgTzltj/mV/dMqB9eMo4SNOaEc3y4AghgdAj1xEwJBbQ6YXYI9cPhtv8AsTKCq2mbtj+IdxTsEfg1gRlnIQiKQoJ9k4wu1qP7gijkZ4bbDaWF0wszAHRjFbWF0wlqwHUYq3EDKBogbmoK3bpAoIbjl/ELLjaWDI2XKqa5ldUcQasD0GG0sLpiZGBOqGG2sLph8Nt/2zfUKeBANwmnp+OEPA4/FFLMAQ02A1vtDeMAlh434rqqldDAFEoh2yXtcY+mha1e5XtBrhm0qhWUVCz0gCJsl9oyi4LQzFQs9IgLmzTaVp5nGUXBaGYqFnpAETZL7RlFwWhmAGJ2na9XAETZL7RlFwWhmKhZ6QBE2S+0ZRcFoZiDEG8zex/mAImyX2jKLgtDMVCz0gCJsl9oJAyOYib+YqFnpAETZL7RlFwWhmDtBSGssQQ2Bt58zMgYMXl9jrLlwQgEVtvAETZL7RlFwWhmKhZ6QgAG3Q1plzrGUXBaGYqFnpAETZL7RlFwWhmKhZ6QAmQJatbiMouC0MxULPSAImyX2jKLgtDMIDHbZs8r83gCJsl9oyi4LQzFQs9IAibJfaMouC0MwQ05yrb5cARNkvtGUXBaGYqFnpAETZL7QA8lDXftzcVCz0gCJsl9oyi4LQzFQs9IKtJfof8AYYKGAAp8g7rodYsdwEEMXhtsLoEeuEkRAKaDXE7BHrhJQoE9ISgzCB51AS2BV50T6TMhQ5wNXUYCyaIXfCSiKJfbECxYI64XQI9cRMCQW0OmF2CPXD4bb/sFRkAIZT0PXf8ArEYoBvA+8My4S1VZYbSwumFmYA6MYrawumEHEnnvHiMEGm2goAsCAWQk/KgkBcXYf5DZZHFYS2ERzWINWB6DDaWF0xMjAnVDDbWF0w+G2/V8NthNF5Cg/jDmGiy0vXELLyBh/GAkRAaGULUw18EAAADIYbHMu7arthsci6tOu+KqzDOr1wmi8hQfxizDRRbfrhFl5Aw/jD4bb9AmE62DgCIlxOSzvQE6sQhTJHJoSL26Mrl1zA2AEbl0V1MzdKAwgs6Z5i9xBtaFwQ5lpYXSBssjipl7BlVzLSwuk0TYORGky9gyq5lpYXSBssjipl7BlVzEWLABpmYGyyOKmXsGVXMtLC6QNlkcVMvYMquZobPfz5gbLI4qZewZVcy0sLpLCzILSHz8mPZy0sLpA2WRxUy9gyq5lpYXSBssjioMooAmVR3Vy0sLpA2WRxUy9gyq5lpYXSUO4J00rWZewZVcy0sLpA2WRxUy9gyq5lpYXSOeS6Ey9gyq5lpYXSBssjipl7BlVzDQNhcDZZHFTL2DKrmWlhdIGyyOKmXsGVXMDNkVlnA2WRxUy9gyq5lpYXSBssjiplyMJpR31lpYXSBssjipl7BlVzLSwuke0jQr9V4bbDaWF0wszAHRjFbWF0/IjlkILQqDoIQEiCde+INlkcVhLYRHNYg1YHoMNpYXTEyMCdUMNtYXTD4bb9RZ7ABITLZkIulhNF5Cg/jDmGiy0vXEw1iDDyF/7EbG9rh1HR5RDNlCFPOS5VZBjVa4rHMu7arthsci6tOu+KqzDOr1wmi8hQfxizDRRbfrhFl5Aw/jD4bb9Xw22F0CPXCSIgFNBrhC2clCB9mB7QUY2dlCAwJJAjU95pwhHd+CUKBPTECyaIXfCSiKJfbECxYI64XQI9cRMCQW0OmF2CPXD4bb9EKACBUm5IcIVn6iEhLTMtwe9abhQ6IkiFRoF+wtrEZCRBrRNhlxndw6oQtLoXnHQI9YCyaIXeMpuK0MR0CPWW2hvrGU3FaGI6BHrAWTRC7xlNxWhiaGYg2yEBZNELvGU3FaGI6BHrAxk5lnnDpowBk1ZzbB9j5/EBZNELvGU3FaGI6BHrAWTRC7wlBBAlMHTfWOgR6wFk0Qu8ZTcVoYjoEesBZNELvAbBWuQ63HQI9YCyaIXeMpuK0MR0CPWWOwB11rSMpuK0MR0CPWAsmiF3jKbitDEdAj1mdsOe8ZTcVoYjoEesBZNELvGU3FaGIaBsLgLJohd4ym4rQxHQI9YCyaIXeMpuK0MQIlirChAWTRC7xlNxWhiOgR6wFk0Qu8aWWuQ31joEesBZNELvGU3FaGI6BHrDdJC9T9AEFgRE3mG2SEdC2ISlUVAAoVlXEASqbgg2LzrmLT7kksn1nhtsJovIUH8Ycw0WWl6/lIJzsxhAgI59HnEUPdBZeQMP4w1WQY1WuKxzLu2q7YbHIurTrviqswzq9cJovIUH8Ysw0UW364RZeQMP4w+G2/UGUqDcJ7QauQFkNMLoEeuEkRAKaDX8sezQfl2CPXCShQJ6YgWTRC74SURRL7YgWLBHXC6BHriJgSC2h0wuwR64fDbfq+G2w2lhdMLMwB0Y/DGDS4IkfR+bawumEtWA6jEGyyOKwlsIjmsQasD0GG0sLpiZGBOqGG2sLph8Nt+iGAEAEUWAPpn7CIQxEB5CR/grJqEUkAOu1AZ9KPrAkEISy0OT2NQ4wIjLyKFREYM2oAJIBBVHiV7hIui8oiMGbUaqq+xp7e8r3CRdF5REYM2oAJIBBVHiV7hIui8oIEgC50S5hWbaHcoAch1cFCA7UAEkAgqjxK9wkXReUtJZuDdQASQCCqPEr3CRdF5REYM2oAJIBBVHiEIlkiM20RGDNqACSAQVR4le4SLovKIjBm1ABJAIKo8REmASLsLS+PeIjBm1ABJAIKo8SvcJF0XlERgzahKAVhFuWXtK9wkXReURGDNqACSAQVR4le4SLovKIjBm1ASKEDmR2le4SLovKIjBm1ABJAIKo8SvcJF0XlDReQoP4gAkgEFUeJXuEi6LyiIwZtQASQCCqPEr3CRdF5RVJbZjG/MAEkAgqjxK9wkXReURGDNqACSAQVR4galg4Ly94iMGbUAEkAgqjxK9wkXReURGDNqCIQQUA8foiSECEBNmxfoV6CIECuACGVJPdl7wgBslUBlqP8rrCmCzpAXoPNTPDbYXQI9fySQXUwoLkaEJxgd2pyPv8AzCyQDbkWHhdgj1wkoUCemIFk0Qu+ElEUS+2IFiwR1wugR64iYEgtodMLsEeuHw236h6IsySEr2AUcisNpYXSMC0DhRsBDMCTNxEIlMt3vMrbyehgAAAAoAaYbawumEtWA6jEGyyOKwlsIjmsQasD0GG0sLpiZGBOqGG2sLph8Nt+r4bb8h8pwFhiZyC0yj4Uv3gFoXmD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/wAfjRhApK+hUPy/IgQiik6LWvqYu/kUUQiuMJMbub46fV+NApFBZ0GkfczNf6DINBWCJ9ycCkARo4onkWzD/uyKtSR0y4e9/wA9f8M8gTqqgwKUxBRkWTLf1XHbdbYUKH1ccwuqBh6qHZ05B4KlOMzXohSAIsJniZdDA27j0ZcZPfYshgtdhxMT776N3CcYDkVSG8YzfP6BpadrGsGZmZgvriyGC12HExPvvo3cJxgORVIbxjN8/oGlp2sawZmZmC+uLIYLXYcTE+++jdwnGA5FUhvGM3z+gaWnaxrBmZmYL64shgtdhxMT776N3ED0SUa2mO7gdG84Glp2sawZmZmC+uLIYLXYcTE+++jdwnGA5FUhvGM3z+gaWnaxrBmZmYL64shgtdhxMT776N3CcYDkVSG8YzfP6BpadrGsGZmZgvriyGC12HExPvvo3cJxgORVIbxjN8/oGlp2sawZmZmC+uLIYLXYcTE+++jdxl1PuvwK/lg94Glp2sawZmZmC+uLIYLXYcTE+++jdwnGA5FUhvGM3z+gaWnaxrBmZmYL64shgtdhxMT776N3CcYDkVSG8YzfP6BpadrGsGZmZgvriyGC12HExPvvo3cJxgORVIbxjN8/oGlp2sawZmZmC+uLIYLXYcTE+++jdwUsDQCuiNxOkzcNNcGlp2sawZmZmC+uLIYLXYcTE+++jdwnGA5FUhvGM3z+gaWnaxrBmZmYL64shgtdhxMT776N3CcYDkVSG8YzfP6BpadrGsGZmZgvriyGC12HExPvvo3cJxgORVIbxjN8/oGlp2sawZmZmC+uLIYLXYcTE+++jdx/7V1wfl4OpwaWnaxrBmZmYL64shgtdhxMT776N3CXCqtEAD3O5iZcFAIUtZDbQas9kWQwWuw4mJ999G7hOMByKpDeMZvn9A0tO1jWDMzMwX1xZDBa7DiYn330buE4wHIqkN4xm+f0DS07WNYMzMzBfXFkMFrsOJifffRu40aR3eelHT1tsuLBtEMlAcsYX8H/AAHAYIrJomsQ5cGcRrhj1eTBnEI4K9zmtCSB3gOf1/j8aC5X16ZYk++vkfpJ7lYnpWer18ihZ6zpSvlMZ6vv5H6Se5GJ6Rnu98n8WNgw4d2/x7Obvn3qpa9n+rxKExrA4KTLzx/4MtuWAttZ+PoD4Gn3091UvppOpOv+SeSZaQL6oP8A3mA5C8M4RcPuPr40YQKSvoVD8vyIEIopOi1r6mLv5FFEIrjCTG7m+On1fjG9GMaliGe8Z8eOCQQJAgEiUSYzgxeMWaGCM81tvMbmHxMirUkdMuHvf89f8s/+v8fjDBCNUB6pS/k+QOMBwapHWcZnn9nxpYYLTZcTN++uzUz8d0KznAHtVDPHRvL8ZKoVzDFx29T79a/4J42Iw2QKz8cUH5ihkrpIAoWCPBsdnGAUFxnj7A0eeV4g19ZjiLi2Q5dYsJWMaUshhuicUiL1HMKUyZ0x3ccSQUFGpid6N67z4eCEKcajocXe9n11wSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9n11wSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9n11wSPRHYkpKbzddycSQUFGpid6N67z4eBZiirBKph07HHmnBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fXXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fXXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fXXBI9EdiSkpvN13JxJBQUamJ3o3rvPh5C2wVzjDWivZjyYEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ9dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ9dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ9dcEj0R2JKSm83XcnEkFBRqYnejeu8+HhhEQGsMlDUXLMsu+CR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+uuCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+uuCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+uuCR6I7ElJTebruTnW1KDcVjeN8SuGVSwoa70Ox7tEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ9dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ9dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ9dcEj0R2JKSm83XcnEkFBRqYnejeu8+HhYKwVdqgu4sxgkxIGAAoEWdo5Pp+eqh7pRImOIiYJWBBGNECYZO28l2goFUNrlnCXunLdIKBVBI5Zys6hzpQuKwKwAwDAa88/r/H40YQKSvoVD8vyIEIopOi1r6mLv5FFEIrjCTG7m+On1f9wwuoQBtXl0O6eMUOjFlfTwJ52W8XVkP/7xIDKFE1HMvSecWJx8iLkhRLvyMQiMAc/GyKtSR0y4e9/z1/yT9aEkDrK80ug5gaM0+vjDBCNUB6pS/k+QOMBwapHWcZnn9nxpYYLTZcTN++uzUz/uFrweUSUMNKmqcmG5CqK7VrkqOMybqer0IBxAtnnoev8AANYLgRCG85zfH7fjJVCuYYuO3qffrX/LP/r/AB+NBcr69MsSffXyP0k9ysT0rPV6+RQs9Z0pXymM9X3/ALYoAylUPwWuvFKcFtajJ1ByMgwnSi8CQIgrKovq/wCj9JPcjE9Iz3e/kaffT3VS+mk6k6/4J4YXUIA2rzNPEEgBKZEJEue4unEACsplGsOS9XnkzqH8nt7pOrcc1KJE3IxcMcMcZDn9f4/GjCBSV9Cofl+RAhFFJ0WtfUxd/IoohFcYSY3c3x0+r/rpRKAcUOqyf/1/1QKRQWdBpH3MzXyMirUkdMuHvf8APX/BPwGrxUp2Yp65FtBfCQ2O64YCdpQt9oHzLqbMqXRtUgj2gxImrlcQ5/8AZrhUBsoh06ODyjwTKV5aDd44qhiRGQZS+4fg4msdAlQK+cAfxwIXVtoMHUhPE4qhiRGQZS+4fg4msdAlQK+cAfxwIXVtoMHUhPE4qhiRGQZS+4fg4msdAlQK+cAfxwIXVtoMHUhPE4qhiRGQZS+4fg5QnJVYxBQl0d6OBC6ttBg6kJ4nFUMSIyDKX3D8HE1joEqBXzgD+OBC6ttBg6kJ4nFUMSIyDKX3D8HE1joEqBXzgD+OBC6ttBg6kJ4nFUMSIyDKX3D8HE1joEqBXzgD+OBC6ttBg6kJ4nFUMSIyDKX3D8HNF9u9W/OMm4J9BC6ttBg6kJ4nFUMSIyDKX3D8HE1joEqBXzgD+OBC6ttBg6kJ4nFUMSIyDKX3D8HE1joEqBXzgD+OBC6ttBg6kJ4nFUMSIyDKX3D8HE1joEqBXzgD+OBC6ttBg6kJ4nFUMSIyDKX3D8HCo6KDqAb9E141MhC6ttBg6kJ4nFUMSIyDKX3D8HAm6LsGJU29PweOL6WC8RJNoTHtScmZLgqFUTCilvGZAbRY1UBXq+jgQurbQYOpCeJxVDEiMgyl9w/BxNY6BKgV84A/jgQurbQYOpCeJxVDEiMgyl9w/BzFg8JXAy7cbxiHXAhdW2gwdSE8TiqGJEZBlL7h+Diax0CVAr5wB/HAhdW2gwdSE8TiqGJEZBlL7h+Diax0CVAr5wB/HAhdW2gwdSE8TiqGJEZBlL7h+Diax0CVAr5wB/HAhdW2gwdSE8TiqGJEZBlL7h+DmRSv6GF8oAvrrXCwvBAEQPlwkdipYi1TOs5o6zwHZRDCP/8ApR2KZ/2/r/H40Fyvr0yxJ99fI/ST3KxPSs9Xr5FCz1nSlfKYz1ffMSRZDKgYM7T/AAveMJClYhRgBUw0vGzWTqYiXzkMcOFKwK1e1cv8/wC79JPcjE9Iz3e/kaffT3VS+mk6k6+WeGF0CgdicqTa/wAIrXykKAFcceKSBTHGgGd0I7Mf6sGNj/AlCcodWcQp1Vh6MfGjCBSV9Cofl+RAhFFJ0WtfUxd/7BhdQgDavOwtMmE9iY6Lcckn+nLNSdxM62J1yKh5pRKOeDK83q0SCBR7GDwink6QFlGmARfsoJ5eOQgirk8JGh5LvO5pY4Wyxck8PD8A/VYikKmeSuHFoT5ooBn4+FApFBZ0GkfczNfIyKtSR0y4e9/z1809Ro0AkKgWIlBocWvC1hR6RRRxRlGFEYf48YTw3ZfBhz6eDAukYnQu71OfiLmyWblxebWjOYbGafXP6/x+MMEI1QHqlL+T5A4wHBqkdZxmef2f6QSAlW/TSbHtwDzPMkPQCQFXrqeas3iB5LHp6dTGGHRk6KoFECgpXMxwlTfFLVoxkERwCzHCNGKTbRActb9GDPEsMFpsuJm/fXZqZ+MGsFwIhDec5vj9vxkqhXMMXHb1Pv1r5p4UXBAdMmJCuAD0f49jezRizMvDqxlJBECpGiTQrjMJDKQCMYO6acl4rqvZDC5VqlmOTzJ1/YmzgFMuB5dnAJcOpipM0xM1zvimCARxjZnVxPPb6iJSKgzoEIerm74ZGZEYEtxM9wN4nFMEAjjGzOriee31ESkVBnQIQ9XN3wyMyIwJbiZ7gbxOKYIBHGNmdXE89vqIlIqDOgQh6ubvhkZkRgS3Ez3A3icUwQCOMbM6uJ57fUS0RU1mYImltpd6hkZkRgS3Ez3A3icUwQCOMbM6uJ57fURKRUGdAhD1c3fDIzIjAluJnuBvE4pggEcY2Z1cTz2+oiUioM6BCHq5u+GRmRGBLcTPcDeJxTBAI4xszq4nnt9REpFQZ0CEPVzd8MjMiMCW4me4G8TimCARxjZnVxPPb6iXZRN1YBNBRvnohkZkRgS3Ez3A3icUwQCOMbM6uJ57fUN9iS4MFChXVsy0M0vbKosIWuoRHAKcNZZyAwpARcWp58RKRUGdAhD1c3fDIzIjAluJnuBvE4pggEcY2Z1cTz2+oiUioM6BCHq5u+GRmRGBLcTPcDeJxTBAI4xszq4nnt9QygBNMwMG8zLU7AzhkZkRgS3Ez3A3icUwQCOMbM6uJ57fURKRUGdAhD1c3fDIzIjAluJnuBvE4pggEcY2Z1cTz2+oiUioM6BCHq5u+GRmRGBLcTPcDeJxTBAI4xszq4nnt9REpFQZ0CEPVzd8MjMiMCW4me4G8TimCARxjZnVxPPb6hWYQpdaB1iM+3fDIzIjAluJnuBvE4pggEcY2Z1cTz2+oiUioM6BCHq5u+GRmRGBLcTPcDeJxTBAI4xszq4nnt9REpFQZ0CEPVzd8MjMiMCW4me4G8TimCARxjZnVxPPb6iJSKgzoEIerm74ZGZEYEtxM9wN4nFMEAjjGzOriee31CojGc2wH0jh1rAAMwgmV7LAPwfLmf4vYM4KVHQR0eEDsIt9Cs/P+39f4/GjCBSV9Cofl+RAhFFJ0WtfUxd8liU0yizA+HlmDKu5UZkZEfH2EYbgy5AhWYyWtfr4VFEIrjCTG7m+On1fjQKRQWdBpH3MzXyMirUkdMuHvf8APXzT7HfNMEdHW+im/wDYyZaBD6hP/OYDkJwzhAwe6+/jDBCNUB6pS/k+S6ISMa1JcZQZxF4haEFg5Mi1ArcrNcZRIySIQGYAxOviSwwWmy4mb99dmpn4wawXAiEN5zm+P2/GSqFcwxcdvU+/Wv8Aln/1/j8aC5X16ZYk++vjDC6hAG1eE/vYC3AsUFtWHRr41Cz1nSlfKYz1ffyP0k9yMT0jPd7+Rp99PdVL6aTqTr/gniAQFRFjwGX6OaFl1TIMotROBQwodIwo3qdPsC7E4rGDFVJw0c9Fh1zvNzuAvQNAatLrgbdXQyaj2Zc4PXSlhgtNlxM3767NTINYLgRCG85zfH7QhYdrWsC4uZlnviWGC02XEzfvrs1Mg1guBEIbznN8ftCFh2tawLi5mWe+JYYLTZcTN++uzUyDWC4EQhvOc3x+0IWHa1rAuLmZZ74lhgtNlxM3767NTKVmOTxE1Vi25wZPF4ELDta1gXFzMs98SwwWmy4mb99dmpkGsFwIhDec5vj9oQsO1rWBcXMyz3xLDBabLiZv312amQawXAiEN5zm+P2hCw7WtYFxczLPfEsMFpsuJm/fXZqZBrBcCIQ3nOb4/aELDta1gXFzMs98GuWCQb5TIGSNl4SfJcBm1XOTo7MYXgQsO1rWBcXMyz3xLDBabLiZv312amQawXAiEN5zm+P2hCw7WtYFxczLPfEsMFpsuJm/fXZqZBrBcCIQ3nOb4/aELDta1gXFzMs98SwwWmy4mb99dmpkGsFwIhDec5vj9oQsO1rWBcXMyz3xLDBabLiZv312amRCDKQQBMOaq1oSH5CFh2tawLi5mWe+JYYLTZcTN++uzUyDWC4EQhvOc3x+0IWHa1rAuLmZZ74lhgtNlxM3767NTINYLgRCG85zfH7QhYdrWsC4uZlnviWGC02XEzfvrs1Mg1guBEIbznN8ftCFh2tawLi5mWe+JYYLTZcTN++uzUy0QgnGUj23N8fXaELDta1gXFzMs98SwwWmy4mb99dmpkGsFwIhDec5vj9oQsO1rWBcXMyz3xLDBabLiZv312amQawXAiEN5zm+P2hCw7WtYFxczLPfEsMFpsuJm/fXZqZBrBcCIQ3nOb4/aELDta1gXFzMs98SwwWmy4mb99dmplUiLGIgYzFti9YQSjwkANkBcsKz8v8Ayf1/j8YYIRqgPVKX8nxBSdQQLBciVZg56wrg/FMAD/w7DjAcGqR1nGZ5/Z8aWGC02XEzfvrs1M/GDWC4EQhvOc3x+34yVQrmGLjt6n361/yT2h2EW+0GfjiWMQvqMWhH1n7+NBcr69MsSffX+/WQ5Dm/Vh/6cCMQOOQInnQ83HZVPiRW0gUjSk/Vma2WLcMVwS173ebWjOKbWbffH6Se5WJ6Vnq9fIoWes6Ur5TGer7+R+knuRiekZ7vfyNPvp7qpfTSdSdf8s/+v8fjRhApK+hUPy/7SITSaKOIHQaVMLF1hNQDik3UWqObeBO+cIqQQlplGJgnIfroB1VfOH/ySf5QIRRSdFrX1MXfyKKIRXGEmN3N8dPq/GgUigs6DSPuZmvkZFWpI6ZcPe/56/4Z76eyGUA+5bS7UHkvReFaGYiFrgrQXj8QZFPaF2LhgF4Ko7Q2EYgCBYZLTiEuHFxQmaZuY41xRRCK4wkxu5vjp9VApFBZ0GkfczNcMDMisiW5mO4usXiiiEVxhJjdzfHT6qBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoVjg9Gbg2Vkw4fTwwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhVEstUSsZhKz2leEDKTATqyi8BEHOeVmgZoOnJkd8MDMisiW5mO4usXiiiEVxhJjdzfHT6qBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1bCGJYs+hxlN+HGR4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXDAzIrIluZjuLrF4oohFcYSY3c3x0+qKMZBhl4REcGyJb62YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXDAzIrIluZjuLrF4oohFcYSY3c3x0+q0QgnGUj23N8fXaYGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXDAzIrIluZjuLrF4oohFcYSY3c3x0+qlJyoAgNky6szKiwJxmEUyvRYp+H56qHulEiY5vdTQUlXQph7fLysYEjDQjDWSmHJOVjAkYaBYKywy5bxMULRs8qVcAZdAdc/r/AB+NBcr69MsSffX+XmK1qtaIzFBeP+2IgJJp7LM54+DCBoEDPBg8f7v0k9ysT0rPV6+RQs9Z0pXymM9X38j9JPcjE9Iz3e/kaffT3VS+mk6k6/5J5BrYfwICvIHFnMIdUKezHxowgUlfQqH5f8vHAXIzmegfn4UCEUUnRa19TF38iiiEVxhJjdzfHT6vxoFIoLOg0j7mZr5GRVqSOmXD3v8Anr/ln/1/j8YYIRqgPVKX8n+EK0yqVKCpQ8Yo6zxP8CEhQVDutd/CHGA4NUjrOMzz+z40sMFpsuJm/fXZqZ+MGsFwIhDec5vj9vxkqhXMMXHb1Pv1r/hn2QEWgBTYlOFEUohXlmsUIMyrA4Fkk5vrASW9UgBbQJMXhyWxOOmQMiEyGMvB5T4LhK8NQm88RQRIrKErPVPycTWOA2oMfGEf54MLq20CHu0nm8RQRIrKErPVPycTWOA2oMfGEf54MLq20CHu0nm8RQRIrKErPVPycTWOA2oMfGEf54MLq20CHu0nm8RQRIrKErPVPycfNjkiBkI4VaSjzvrNaqJWZsUHKebySxusHRwmImHStXiaxwG1Bj4wj/PBhdW2gQ92k83iKCJFZQlZ6p+TiaxwG1Bj4wj/ADwYXVtoEPdpPN4igiRWUJWeqfk4mscBtQY+MI/zwYXVtoEPdpPN4igiRWUJWeqfk4lsGCNzQOcrH76vBhdW2gQ92k83iKCJFZQlZ6p+TiaxwG1Bj4wj/PBhdW2gQ92k83iKCJFZQlZ6p+TiaxwG1Bj4wj/PBhdW2gQ92k83iKCJFZQlZ6p+TiaxwG1Bj4wj/PBhdW2gQ92k83iKCJFZQlZ6p+ThGIIjTZtdXKY+2RhdW2gQ92k83iKCJFZQlZ6p+TiaxwG1Bj4wj/PBhdW2gQ92k83iKCJFZQlZ6p+TiaxwG1Bj4wj/ADwYXVtoEPdpPN4igiRWUJWeqfk4mscBtQY+MI/zwYXVtoEPdpPN4igiRWUJWeqfk4/ST3IxPSM93vgwurbQIe7SebxFBEisoSs9U/JxNY4Dagx8YR/ngwurbQIe7SebxFBEisoSs9U/JxNY4Dagx8YR/ngwurbQIe7SebxFBEisoSs9U/JxNY4Dagx8YR/ngwurbQIe7SebxFBEisoSs9U/JwoBkdrVZZLrrXGwvBQMUf8AgCAT7FgBRZJk+gnKsaEQzDgyyRhdb4W8REW1ZaKUKEENvG3gM0AQBVAyyuU75/X+PwFAqlKZWB/Khx8GADAKmeTJ543YO5QUZCkxg5xMcQIDI+FFRYVZl64oUIWpwyL4Z99R8aBCKKTota+pi7+RRRCK4wkxu5vjp9X40CkUFnQaR9zM18jIq1JHTLh73/PX/JP1oSQOsrzS6DmBozT6/wB78Po0QtfWHX/m+N2S1C4GhAv8iUvMLCqKgkCCZKGujHHo/wCTAFn8cZ7DQS/YDciOXOp8YcYDg1SOs4zPP7PjSwwWmy4mb99dmpn4wawXAiEN5zm+P2/GSqFcwxcdvU+/Wv8Aln/1/j/ojmQPaUL6y/znw/4OoHpADsYAQTfh5dAGFjDOsCu0ciYea0JIHeA/yguV9emWJPvr5H6Se5WJ6Vnq9fIoWes6Ur5TGer7+R+knuRiekZ7vfyNPvp7qpfTSdSdf8k/UokTcjFwxwxxkOTovZE0B3IyYyf6YgBQGYJmD0Hxk4e3hFqLaIVBhPGpVJ72QepL9vWmqH4hAkwo6sf6DYjDZArPx8h8pSHSZH8L5FsRJ6iD/wDX/wB+Q+QhTtcD+B8g0A+yMv8A1f8AHP8AR/y4Es/nn/2a4VAbKIdOjgVA12YQAzmi7i+pbICiFqaSCLMbVU2x7F1hBkKwD3eIX2lwEeSuC1wTHFggAKmPKlft5/af1z+0/rn9p/XP7T+uf2n9c/tP65W4RQ0gMdb5/af1z+0/rn9p/XP7T+uf2n9c/tP65/af1z+0/rn9p/XP7T+uf2n9cPsMTAyGPIf45/af1z+0/rn9p/XP7T+uf2n9c/tP65/af1z+0/rn9p/XP7T+uf2n9cG4O8RKjTqj+XP7T+uf2n9c/tP65/af1z+0/rn9p/XP7T+uf2n9c/tP65/af1z+0/rh9gmYGAx5T/PP7T+uf2n9c/tP65/af1z+0/rn9p/XP7T+uf2n9c/tP65/af1z+0/ri9F0wEGnQh/HCwvBAEQP+T+v8f8ADmTqJM5AY5SN18KC5X16ZYk++vkfpJ7lYnpWer18ihZ6zpSvlMZ6vv5H6Se5GJ6Rnu9/I0++nuql9NJ1J1/yT2DGx/gShOUOrOIU6qw9GPjRhApK+hUPy/IgQiik6LWvqYu/kUUQiuMJMbub46fV+NApFBZ0GkfczNfIyKtSR0y4e9/z1/wzxEthExufGEc9PBgXSMToXd6nPxFzZLNy4vNrRnMNjNPrn9f4/GGCEaoD1Sl/J8gcYDg1SOs4zPP7PjSwwWmy4mb99dmpn4wawXAiEN5zm+P2/GSqFcwxcdvU+/Wv+Cf/APcY6/Vv9vXHel5VuhciTLtSqzCQykAjGDumnJeK6r2QwuVapZjk8ydf2Js4BTLgeXZwFJ7iAQM/GrVq1atWrVq1YIACKEz4Sj7PkrVq1atWrVq1asktHSA6TMy3p++vkrVq1atWrVq1asrkAQJGZ1g631ny/JWrVq1atWrVq1ZJKOtF0GLhrR99/JWrVq1atWrVq1ZoIFXBbb37a61wXkPlREsA2uj/ALRAICoix4DL9HAwav2Cov0nWN45GDAHniILio9EmhxkMT3I4Jm5Bi1cUzz+vVpf6Q3jkVDzSiUc/wC6cxqDYCwO8C+gVgLxCRccZKubgTAzuGeCJrElKlx0FFZnVtF/oZr1FQxmWGYK44zXzDNsuxyoQGXMM/DjSMskKhwgMu6lxR0YCAVlMoVgwTucfqYchkRNtGQyqS74QQ1E47sSbpvr/cMLqEAbV4oKjJYHCAw2U15xwMaJ62wzaoYAuJtKorA0YIYFcwFuDTwv9DNeoqGMywzBXHC+PuXhkMDKGCvT8Cyy7hFoR2lQ3B9WjniL6S5QLS4JbjmYUtXXAULXBSQuG8zqSoINp5mad42IdKFxWDGKOA4Xfn/s8Qciq9KaurmbjrgtWa632AwQQMRmV5sZXULLARIGMBNEtxmUxwmGFMtMYxwMGW7NXBpAIYVmeRUPdYBAz/us4GDsCf5h/PW+ZLP6hBhGrbloRXgrd14Bk4Lgu+B3pVonuYAmRaOpmUnAcodIk2ldivo38BMMNjYIzIiMiIiKcvrJIMQGQZQbDbKER9upAsRSDbdrg5MPHVYOBh0ZgJcnB3YC3IA7YDPbWFh/ukuoWD4NmIkA3ZOMeesuEcmSimckq8QG5rSbSGjgztmacVonuYAmRaOpmUnAlAdC9Ct8AB3t38E4Q2k9cHIqzC2sMcmlrXAYCgK1qeADIkAF01sGhpcJdLZJelC4vGLvzjtJx4k59KwA+hSFylX/AOZtiXeSgGusJAgRGuC99wyMICNGKm+DRqpQvEaMxXkdpTirrhkgLKcYwwXsDgdwyrcaKoImpRgyp3lzpTiEBGBcAscMzimRDJ5gcxz0642K4iqm4cxRGrN1x6Wn4ANK+UTERrxXVeymEyrEbM8nizqbWRDnphHsIBy6UO2TeNLls6Mg8CvzlHCQhFpcx2OFpAW2RFyzTd1Wjk8g3VY4BTLp+jXBUXOMAuSRVwjVxFXsVQYwvI5aiBsuLw7rqtSUiSRzERxMnHwGLLTboskUzxoowYGCGGGEA8rnHEX2/GEgOCCgLk5Tmm6YVW44i3No6a7tmHKMSrjArFXMvC+Lpjo0YaLAgZcuHMLqgYeqh2dOQeMiPNyxZFwUoYXHfAcNROCRTrQ12oQiDUU1KHhppthCID/+VOk4QWBgvpB+88ipqUwaRcmc8aJyxVu2y5rxVDEiMgyl9w/BwYFwjE7R3e7wRLQBMZjxhTHTwMLoFA7E5cGcRrhj1eDqpSXKseGq3eefiLmyy7lzOBiFCk4JJ4YxjkwZxCOCvc5+LuTsfe1854uIgYTkdH8uXz/jS0ZzDSXT74cBgismiaxDi4NQKi0prefvgictHaodOXJ54qhiRGQZS+4fg5taM4ptZt98UTto6UXswYfHFUMSIyDKX3D8HB1UoJlGvLQbvHJgziEcFe5zWhJA7wHPxFzRJNSYnPxdy9j70vjH/wC1H//Z

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oja92Ryf7t65L67RUTEVDxBQdW9QsPmm4VB+kFDwhOxJ+rcomEqNr3Jmvflvwjjn526gmX+6OrLi4fKmFrTNe9P1b1Cw8SoeIKDq3qLqT8Q4qD9IUfu8KGa91D9W6mHiC5V67Qo9fNRyj7d6h4RS/VuTsSiYTRG17sjk/wB29cl9doqJiKh4goOreoWHzTcKg/SCh4QnYk/VuUTCVG17kzXvy34Rx6BDwjLi4fKmFrTNe9P1b1Cw8SoeIKDq3qLLuT8Q4qD9IUfu8KGa91D9W6mHiC5V67Qo9fNRyj7d6h4RS/VuTsSiYTRG17sjk/3b1yX12iomIqHiCg6t6hYfNNwqD9IKHhCdiT9W5RMJUbXuTNe/LfhHHoEPCMuLh8qYWtM170/VvULDxKh4goOreok/0p+IcVB+kKP3eFDNe6h+rdTDxBcq9doUevmo5R9u9Q8Ipfq3J2JRMJoja92Ryf7t65L67RUTEVDxBQdW9QsPmm4VB+kFDwhOxJ+rcomEqNr3Jmvflvwjj0CHhGXFw+VMLWma96fq3qFh4lQ8QUHVvUXUn4hxUH6Qo/d4UM17qH6t1MPEFyr12hR6+ajlH271Dwil+rcnYlEwmiNr3ZHJ/u3rkvrtFRMRUPEFB1b1Cw+abhUH6QUPCE7En6tyiYSo2vcma9+W/COOfsIMlDwjLi4fKmFrTNe9P1b1Cw8SoeIKDq3qLLuT8Q4qD9IUfu8KGa91D9W6mHiC5V67Qo9fNRyj7d6h4RS/VuTsSiYTRG17sjk/3b1yX12iomIqHiCg6t6hYfNNwqD9IKHhCdiT9W5RMJUbXuTNe/LfhHHPOqe9KxGrNgkGt1eKh/1XjmjR5L4z/wAeS+M/8eS+M/8AHkvjP/HkvjP/AB5L4z/x5Iua81i202L4h/gL4h/gJjYryQg1ryB4BeyMWwiZsX9QmTObrTHsc6dbrTXucawuKdUdK0fhG1D2sRxIErF7z1/09Y1K5XvPTTDJusK+If4CMWK51uhe89AV3XaU2IwumHdfUolY84371Y569hWsnKXfNe89RYbSatiDREMh3BfEP8BfEP8AAT3xXHUnMhvIFYotMQyPcEHEumnQ60h2gmlxeCRaveeveeg0mxjC5MDXyq2gouc9xJJuKY9jjf1pr3ONYXFQYxiEvc3Rd6mnR4zyTV5qNdx5kMy1JkJsWXVcE5kN5ArFRYrySRK1ez9oTWsuCfDrWWzCDBFfZ4L4z/x5L4z/AMeS+M/8eS+M/wDHkvjP/HkvjP8Ax5J83F3NF+voEPCMv7Rxpb3WoL7TwViZi4InvA3o99qOumLEPalKhju+Xr+EUGi4U1XXJ7fmIG6ggXA1vX80OZ81o/j/ANUhovKDNH5T8R30Q8IUUd+RF0A1AnO0ACieghT6lycH5PJftcFyg6Ia+0p4/UomMcF4AlBt03VuOYfhHHoEPCMv7Rxp+08EF9p4UMxcEXdVYbii3RIfgIN6nOl+clmLgmYhvyWfbvoL+6VE5XQ+KFFfrfuofjNDGm8NCt7RbkHvJKcNLjJWp2renHvG4pngeCe0dTJfhcpweaedACieupO8HKIeqwKsdWYfhHHoEPCMth0g0/aeCCiauNE9BCey22ILtSieupQ8Q35J8RvTAbp099EP7d+RW60KIeEIyXKbJ8zgEfCiGDo88qxRMJR+p/xTPB3BRMJUUdbubPUnP0mXr+U1+mxSH+lwQb19aMsw/COOfm4gDvTJEGTRlw9fCl50BVdFiiauNDtW9T0kqJ66lDHe3hku1b1Bd+kn8/8AvJh+HnkvH6jQxpvDRRyg4dyY3TIUQnaAfX5y4mEoW3xP/qmeDuCLTcU7FwCnpKczTm34Rx6BDwjLh6+FMTVxT8R3qJq40O1b01pv61E9dSh/ZwyX9wmocxaG5ME6R55L8R3o0uPzGal/8vGieVantF5aUyXz/wDJQ9JNX+aGnSma9+cfhHHoEPCMuHr4UxNXFPxHeomrjRUN1ET11KGMP/jkubpEsjvohz6mu4ZL/HgjQZUWNNWc5y7sxZRDl8qg/VFDNe9Mabw0ZBlmH4Rx6BDwjLhu1UvP6k/Ed6iO1ZH2hQ/Af+GbDtAIyYve0H8hHwz0goP1RRDl8udfhHHoEPCMtmLhS/FwT8R3p+LhkfZ5qQ0/8egRT1VB+JlVT1kDOW0wZf6ooDRcM6/COOcB9sbbfdm1WiRUqhlpT6pvde63uUO0XDqpvE6bxNMxcKXaKyiAaU6Xz+VN4mjg81r/AOKvE6bxOm8TotPgrxOm8TpiWidVQX9b3W6jReJ9dN4nTeJ03iasNlF4moOLgaLxOm8Todb1q8TpvE6bxNPwjjnCXCdloFgM75epZEPCMuegiluvegdLU/FwyDg807ut/A6DyRtuvxGfaflM8+/COOcLYZIPWA4TOoqUyfGmHhGW7VvoDdJkqrblD18E/FwyDg81E8PLoPJ/HiM5b0J+Ecc5UMMva7qdKWrIh4Rlu1b6GYhvoY7vl6/hA6Scg4PNHvhzzPfmILtBI/FBlmrM0ZZh+Ecc44+zBd2eZMO8ciHhGXEwmiH48KGYuCbr35DW6QB+V+1x6DDxcD05+Ecc58H+oB77bbd9MnAEd6ZIATaMt7R1iShBuiSZ66qGYuCbr35EAy7V+sJztDAPyem29CfhHHOTZZpLYZP85EPCMww/qX2nhRW+UzTGm8NGRDPyxGlPwjjme/NGWaszRlmH4RxzkT2bgIn8G7Ih4RmAdDl9p4UFukgfnKLtIA/t78I45ytEeC4CsYTgMiHhGYdq3onQ3Ls6db0J+Ecc5JwBHfRIz8ZWfyiRMzuDiodguHXTcJ03CdESeiYUSXdTcJ03Catu8aLhOm4TpuE6LdVquE6bhOm4Tp6p9dtNwnTcJ03CastHjRcJ03CdNwnQ7x0q4TpuE6bhNPwjjnpFSa0DwUPCMxEwlRNXH+7vwjj0CHhGYiYSomrjl2dOt6E/COPQIeEZgtNxT3eGXbmu/NGWaszRlmH4Rx6BDwjMnx4D+7vwjjn5W6imX+6OvMnx4DLs6db0J+EcegQ8IzJ8eAy7c135oyzVmaMsw/COPQIeEZlwPzny/u78I49Ah4RmTidvy7OnW9CfhHHPVKwraJp4M3S6rFD5puFNx8Kbj4U2tM6xs103HwpuPgrf5ouPhTcfCm4+FHerj4U3HwpuPhT1z6xO6m4+FNx8Kbj4Ky3vouPhTcfCm4+FDvFXHwpuPhTcfBPwjjnpFWT1mah4R/gD8I49Ah4R0Czp1vQn4Rx6BDwjoFua780ZZqzNGWYfhHHoEPCP8AfhHHP3kd4TLSeaOgWdOt6E/COPQIeEdAtzXfmjLNWZoyzD8I49Ah4R/gD8I49Ah4R0Czp1vQn4Rxz0ynktIa2y61MaQ+YaOwVc/YKufsFXP2Crn7BVz9gq5+wVc/YKufsFXP2Crn7BVz9gq5+wVc/YKufsFXP2Cromw5XP2Crn7BVz9gq5+wVc/YKufsFXP2Crn7BVz9gqcomw5XP2Crn7BVz9gq5+wVc/YKufsFXP2Crn7BVz9gq6JsOVz9gq5+wVc/YKufsFXP2Crn7BVz9gq5+wVc/YKuibDlc/YKufsFXP2Crn7BVz9gq5+wVc/YKufsFXP2Cromw5XP2Crn7BVz9gq5+wVc/YKufsFXP2CnuAMqovEtOerFjZ6ZI1ABP/ACCbHHn2Ce/1eryQG+7uUqxJDg3x6ygZnnNrHu0cco2yPUjDmeYZm2f5RbWJrOv7heqxcecyse6dytn3AmcsoNtmeoGSc4vsaJTl/JQEzNoDTiKkHyYCbS4+tKbYRZcco1Sea2sU54cRW93grCQC6oOPkmCbpuNhDuz/APmXIG3ROU17WuQ2rfL+SgCbWNtxJtZxq855dpHoptf3pW/2WbWNHgFOQmq0hPSrABPKkVJrQPBWAIiqJG+xSaAB3ZXPaHeIVWQloUpCSAqiy7uy+e0O8QrVVLRV0KeXJzQfFVZCWhWICqLLu7/ab//EACwQAAIBAgQFBAMBAQEBAAAAAAERACHwMUFRYRAwcaHBIIGRsUDR8eFggFD/2gAIAQEAAT8h/wCcOjmZSAeq4DKVA1Ce0LrYIyMAQgAFSTlDBsBQkxqNR6CAhjF0YUcKCwMGLSORYrHgB8DnXHzAJGAwAwgdgwGvALSBKFGSeICEAAqScoCEMYujGjnxKrKNYCVFHwdgnEgktUISzggiXopgZKKFwGqWEVPhKVhMCLxgII9jBIDEOnVuN4VtAFGiIPACcYxMl/vAKBxBRQPX4hEIQYW4xDlCQXM2vsQ2GJkDKNUFEyOQZ/k6oKhEJgAjb4960hW0AUaIgwFowbaQraAKNEQYAhAAKknKUydaY0KaG4ViKfsQqxxkBL1pMDSBL9/0ZUpYet4dIqpyeJniUdHFVOTxMLTJMhHJwfLBEfkEQVCjJwvpqFrVAA8IomVZUKoB5td4VpACOg2mVhaEVAHDoP3MJZCCqevzFYuAkaxIqhpCoPh8FKcjwaImPGVJVnoAQIGNCcY4cFlKmnXZQSXRoGKALRKFNeFASYsnDAHgBVoARNHpAGgggOTCmygWIdUC2SuI+YeQxMCK1WdRXeMyIAKiFGIVO0JEU4EsSKqzKh4qg66P3tRXrkrOwHSggDLSYQf9MLMTD0QAAsebFwwqjAAeB3crUEAy/wBfUISQFc/3hBDQ0Bh4SDpRuj3jWRIoOAA2MmYpWDDEFZRsh9NnKFFVKJAw0xgKqDDgggyNYWdQIGgtEMqfJgATU5DJ8Q8VQddH72oWimwIsoVwlc0YHBPQmOtUC6AvMLQKQGDUE9q16RAfMpxoQGtBEQDqRARj74bOFjAExLKU0wGManEG909oeAy0I8kP7gW4wdkFBjTOBuRGH1Uw20UdeHWGABMwqq4IDYKGiGNYMoDoCK6GWZPvMwMLgzLUIn9QHIghMn/IAFMZSkC9iEKE0IRYAwHvCDigUPpWmuUAKgRObAapXc2zAmQVqekwgQrs6/8AgYutgjI/8goSX6HQBQJbAQsuQJ2+stfzLX8y1/MtfzLX8y1/MNUWh+w3lr+Za/mHrTKmm8quUzuneUXKR3RvDk241aHiFFwBDawxU0zEfVAh0AYGL3hVBggtmP0lKHWUTP6Ke7tyo/ooy5TG0Za/mIuUhtCf0U/ooUXAENrBWS+mpH1P6KO+xGs/oob5rWEzWFlyBO31lr+Za/mIuUhtCGFeINGQ3gZcgDt9Z/RQzU1zAXVP6Kf0U/ooL5rWMjSGslddWPqBFwADawouAIbWGKmmYj6oaotH9htDa8BTszvKUOsomFlyBO31hhXiDRkN4i5SG0IGXIA7fWGamuYC6pVcpndO8tfzLX8y1/MtfzLX8y1/MeBZRc2rp+BZtPX2vise0vt0vtk7/Kzay33QkEBO33lz0m16+iX27hfbONm1n3PSTLNpxvtk7z9CWbThb7PSz6kLNrLNrLfdO9x2n7Mtess2k7z9CX2yWbSW+yX2713PX8DZtPX2vise0vt0vtk7/Kzay33RkwDeOsuek2vX0S+3cL7Zxs2s+56SZZtON9snefoSzacLfZ6WfUhZtZZtZb7p3uO0/Zlr1lm0nefoS+2SzaS32S+3eu56/gbNp6+18Vj2l9ul9snf5WbWW+6UHIPMszLnpNr19Evt3C+2cbNrPuekmWbTjfbJ3n6Es2nC32eln1IWbWWbWW+6d7jtP2Za9ZZtJ3n6Evtks2kt9kvt3ruevPjKVA1Ce0GrgBUhl6+18Vj2l9ul9snf5WbWW+6EggJ2+8uek2vX0S+3cL7Zxs2s+56SZZtON9snefoSzacLfZ6WfUhZtZZtZb7p3uO0/Zlr1lm0nefoS+2SzaS32S+3eu56/gbNp6+18Vj2l9ul9snf5WbWW+6MmAbx1lz0m16+iX27hfbONm1n3PSTLNpxvtk7z9CWbThb7PSz6kLNrLNrLfdO9x2n7Mtess2k7z9CX2yWbSW+yX2713PX8DZtPX2vise0vt0vtk7/ACs2st90oOQeZZmXPSbXr6JfbuF9s42bWfc9JMs2nG+2TvP0JZtOFvs9LPqQs2ss2st9073Hafsy16yzaTvP0JfbJZtJb7JfbvXc9fwNm09fa+Kx7S+3S+2Tv8rNrLfdCQQE7feXPSbXr6JfbuF9s42bWfc9JMs2nG+2TvP0JZtOFvs9LPqQs2ss2st9073Hafsy16yzaTvP0JfbJZtJb7JfbvXc9eff1gijgZZtPX2vise0vt0vtk7/ACs2st90ZMA3jrLnpNr19Evt3C+2cbNrPuekmWbTjfbJ3n6Es2nC32eln1IWbWWbWW+6d7jtP2Za9ZZtJ3n6Evtks2kt9kvt3ruevO9QXvyjHy0KrN8lXSFEDlACmkfxZfxZfxZfxZfxZfxZAkdMH6bCWx4lseIG+Q4ABUem0D7IoP8ACGcdjAciNukcIBGaCGGa7mUQWTAqhOm0JRBwBRHpBQGAuoN0oCybXRqUnOGkADTCvWf2R+pQCZDQUTD8e8/sj9RCvERGueW4lseICqxIUBqmlqf2R+ocIBIpHltdIinFUI3YaqFQwC6dVVGCRyZH6gYHAqtU3FrP7I/UEz+oFVoCO5gYQCA/wlseJbHiU1NA0DKv5ghByAc1ptCwgER/hBd5E4EZEjSCSZmKGOBgclCDFD8T+yP1P7I/UIhWhSllRmSLAaAL+zAS7KINTtOuKwKOIy2MJRBwBRHpBPUBBQJSndBUK4BCmNaTOl7D0DvCoBwFyQ6bQQg5AOa02jJaHAAWV9KHow9T2gNq4AArkctoNWGgfpP4sv4sv4sv4sv4sv4sgpmCmugfgWbT14F1eI6uUl8LzO3mJdWAAIAM6S13RFmD2BH6CHraPkAfPoxc8A6ABftwxVgS9Q4NGGQgQUBAcHQEesVBsCRqi5XxVfRgOASMFUB6Dy3BJqjiY5e8AsMZ8DVCdAQQAHf8ifmX/VwEBQVTtK6uo/NfPoGUKthxpYjSQYIfvxAWKgjrB6o4fXmIvlhe5f6MIGEEECDlTggiZige7f0IINYaIPkQ5bFj818wCDqhRvWABeSdaDyYrAABnZg8i56/gbNp68C6vFiXVjt5iXV4LXdAKfAe4L5Eqm1dqpCMxxBaFPTa7pf9HGqVC6cAASEyZ4QAoWRw4VP77cNaDFWBb/Z2/CtNTw/fvA2WRtSYWOZTIn/RCUGcoEVACPaKEKQUtqDwfQAQKqlalzHoAoCMBgOwgaqB6Cd59EA01FOJs6RAakcHFrtAiViAPdv6E7gfSCC4Ot3MI818gf7E0QkMbAV+uRc9fwNm09YgFiAfZL7PHEurHbzs+EPVHD68ygSCHMsc7gfT1GCCdVCNqIjuaN0CfsduJoVwFB+OAkiAZ/Z6AIkqABPT+zt+Fm0lRzLrVqnaECB18nWh9SrhBV4FPww+vVSqYZzecs2nG1LNpA4EQ9D+jAGZAToHC8uD/Y8wgQEkoAM4wQzEMzKjmXWrVO3IuevPnoixJISnsAo4Fevs+MM50YHuf8jsWJstqTs+F3n0QeqOP14ncD6QYDB/y3n0959EKNoEt6v14ugI9eFvt6YgAEAAAZVMJQZygRUAI9oCyaELvCUhRRwMCYGRb04BC0JZ3VB9vUCxUEdZZtJlrWwwdjwoEFgRENmOcB9A4dh4lf0Qp1y4gsmhC78i56/gbNp6+z43Zyv+qdnwiRTkfohqMAMNzUzuB9J3319Mb/8Agr4mGQUVFRQcapULpwOMqYD2H7em/wCqdvwDZZG1JVZ/AoB4gACAQCADLhREDFH6g1UD0ECKwAHtAKsmg0mhjhelkOAgJiZJ+V4l9u9AbLI2pyLnr+Bs2nr7PjdnK/6p2fCMcUQ90Xw7gfSBLYVfAHx6aopzaP0GhXAUH44HEKmDs8+n4QE/D9zt+FRzLrVqnbg3htqFWuvU8ilUwzm8+AxBBD81lr14X26BFQAj29FRzLrVqnbkXPX8DZtPWXYBPyr44gKCtD9hL/qhdgkfCvn0CBSEyH5PKIdAR68C7eQdV+vSZnIOifB4kCyaELvygWKgjrwAAAAFABlLXrwGIIIfmvpBZNCF35Fz1/A2bT12u7ja7Jf9UtdnooLo+4AEAACADLk6pULp68E7IOrImlVD0J/3gGyyNqcoNVA9BxMQgTVp78AgoCA9IbLI2pyLnrzJnjEUoRrTAV1hkJ1gNzwKr7cfap0DIifuDBqsi2IbyqVC6QNlkbUmHoGVTeVSoXSBssjakw9AyqbxscLZu4ixmLLGg/2CpAVfIBP3GqgNw2iqVC6QNlkbUmHoGVTedt++DYegZVN5VKhdIGyyNqTD0DKpvKpULpA2WRtSYegZVN5VKhdJtHVNqfP+zD0DKpvKpULpA2WRtSYegZVN5VKhdIGyyNqTdhZVMKwSifokCBssjakZFGcbcsnSkqlQukDZZG1Jh6BlU3lUqF0gbLI2pMPQMqm8qlQukDZZG1Jh6BlU3m2NTzq9fmBssjakw9Ayqbx8YJspBssjakw9AyqbyqVC6QNlkbUmHoGVTeVSoXSaQdGlBMPQMqm8qlQukDZZG1Jh6BlU3lUqF0gbLI2pMPQMqm8uevMmgghZygWeGrd/RZtPWPVHD688CYdBCZRmfshgdggexL+xLXZ6O2/cDdyp8HnkugI9eRQIC2RiBJDwBZNCF35QLFQR141WXyKEefWCyaELvyLnrzKA1HFgnQCz2zivqGI8bNp6+8+jgElgIluVFQTEgaMudnK12ejtv3FvtydUqF05UobLI2pyg1UD0HKDZZG1ORc9eZosAKD3jidj6LNp6+8+jhf9HDFWBL1DgAAxMPyvHo7b9wNXWfIHjkmhXAUH45ADXv5Q/wBcKjmXWrVO3KpVMM5vPlVHMutWqduRc9eZY+oQpM2I+Rl6LNp6xBcHU7QEFrKCCIhhvtwtd07z7PQMpgaW5DlR0BHryCEoBKInbhAsmhC78oFioI68oFk0IXfkXPXmSqrLwZMeo7duJ6YsQDEr7AKGJXrIhM4PpCIGcjql+zBJSGmT8uFrunefZ6NxgB+B5gDWv5T9HJqlQunKDZZG1OUGqgeg5QbLI2pyLnrzNSgFMQ/Qjv6LNpyAFBWh+xmJdXgxIpPh5gRUAI9vQYUqh8rzLnryZoVwFB+OVUcy61ap25VKphnN58qo5l1q1TtyLnrzIzzSHkKsVWHfZcbNpyCELARPwR5mJdXgrqq1ow9JKFAT0gVvIOj/AHyXQEevKBZNCF35QLFQR15QLJoQu/IuevM69DBEyEnefos2nI7z6IYjYIPuQvo+stVAdRyqpULpyg2WRtTlBqoHoOUGyyNqci568yemLEAxwIFFUkafSYRwoR3J0en1Dqsi2IbSqUC6wNlgbVmHoGHTeVSgXWBssDasw9Aw6byqUC6ylYQOpoH9xqAGmM7mVSgXWBssDasw9Aw6byqUC6wNlgbVmHoGHTeZGA1UVYUDZYG1Zh6Bh03lUoF1gbLA2rMPQMOm8qlAusDZYG1Zh6Bh03lUoF1m8AapmFMr7zD0DDpvKpQLrA2WBtWYegYdN5VKBdYGywNqzD0DDpvKpQLrA2WBtWEUUzhawMPEqlAusDZYG1Zh6Bh03lUoF1gbLA2rMPQMOm8qlAusDZYG1Zh6Bh03m+KjNVX/AGBssDasw9Aw6byqUC6wNlgbVmHoGHTeVSgXWBssDasw9Aw6byqUC6zWD5Mh8TD0DDpvKpQLrA2WBtWYegYdN5VKBdYGywNqzD0DDpvLnrzoCABBoQc4sJxQKWbTkWbSdn64lCgJ6cp0BHrygWTQhd+UCxUEdeUCyaELvyLnr+Bs2nIs2k7P1xaqA6jlVSoXTlBssjanKDVQPQcoNlkbU5Fz1/A2bTkBBYERAIjAgHvX9j10qkGM1nyjQrgKD8cqo5l1q1TtyqVTDObz5VRzLrVqnbkXPX8DZtPwLCUKAnpynQEevKBZNCF35QLFQR15QLJoQu/I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r169d4BFpGRifiie5Xr169evXr169ddQ4CVBjxwj+/cr169evXr169euOBCFkA2M7x+H3K9evXr169evXrpoAkZCErOtPk92vXr169evXr169ccDiAB2R1Ti8FUiq/3hbIq1JHDLh53/AHx7iBSKCzgNI+Zmbe4JggBMY243uJ1yeZ7aiiEVxhJje5vXD4uy0ZxTYLu+PcRhALK+DFPh19f1/vCyVQrmGLjl4n58be4DWC4EQhvnOb1/r7YWOCQ3Dm5v444d7j20sMFpuXEzfzxybTPueBACFQF5hWfLr6/r/SFDBgRXCcXM79xp89PNVL4aTiTj3H4Se8jE8IzzefcUJfOcKx6XOeZ49xQs8Z0pXtMZ4vn3fJLhfHphq3886+v6/wB4WyKtSRwy4ed/3x7iBSKCzgNI+Zmbe4JggBMY243uJ1yeZ7aiiEVxhJje5vXD4vueRhALK+DFPh19f196qh5rAKuNJEw1DqNTwXAiFmq8s1ihBmVYHAskmiyU8G4NwkgRbYSYuhQwIEx0nFxe9DC4ttgQ82k7ukUESKyhKzxT5NJrHAbUGPWEf3oYXFtsCHm0nd0igiRWUJWeKfJpNY4Dagx6wj+9DC4ttgQ82k7ukUESKyhKzxT5NJrHAbUGPWEf3oYXFtsCHm0nd0igiRWUJWeKfJrKk8jOwJXNH53xdDC4ttgQ82k7ukUESKyhKzxT5NJrHAbUGPWEf3oYXFtsCHm0nd0igiRWUJWeKfJpNY4Dagx6wj+9DC4ttgQ82k7ukUESKyhKzxT5NJrHAbUGPWEf3oYXFtsCHm0nd0igiRWUJWeKfJqa2PDOJmW+bxhPyjC4ttgQ82k7ukUESKyhKzxT5NJrHAbUGPWEf3oYXFtsCHm0nd0igiRWUJWeKfJpNY4Dagx6wj+9DC4ttgQ82k7ukUESKyhKzxT5NJrHAbUGPWEf3oYXFtsCHm0nd0igiRWUJWeKfJqcgKDsNb04T5uBhcW2wIebSd3SKCJFZQlZ4p8mk1jgNqDHrCP70MLi22BDzaTu6RQRIrKErPFPk0mscBtQY9YR/ehhcW2wIebSd3SKCJFZQlZ4p8mk1jgNqDHrCP70MLi22BDzaTu6RQRIrKErPFPk0XDKAKMEzcYdpyfttLgUDYjpFBEisoSs8U+TSaxwG1Bj1hH96GFxbbAh5tJ3dIoIkVlCVninyaTWOA2oMesI/vQwuLbYEPNpO7pFBEisoSs8U+TSaxwG1Bj1hH96GFxbbAh5tJ3dIoIkVlCVninyaTWOA2oMesI/vU7c5UeAmXdSZdzfX1/X3kYQISvkUT5NOxHFYAW6kXlXeAaqxoRDMODLJGF231v8dIoIty5QQIIzb7otp89PNVL4aTiTj3H4Se8jE8IzzefcUJfOcKx6XOeZ49xQs8Z0pXtMZ4vn3fJLhfHphq3886+v6/3hbIq1JHDLh53/AHx7iBSKCzgNI+Zmbe4JggBMY243uJ1yeZ7aiiEVxhJje5vXD4vueRhALK+DFPh19f1/pBh6EjBnVM89Tm49wlUK5hi45eJ+fG3uA1guBEIb5zm9f6+2FjgkNw5ub+OOHe49tLDBablxM388cm0z7ngQAhUBeYVny6+v6/3hbT56eaqXw0nEnHuPwk95GJ4Rnm8+4oS+c4Vj0uc8zx7ihZ4zpSvaYzxfPu+SXC+PTDVv5519f1/vC2RVqSOGXDzv++PcQKRQWcBpHzMzb3BMEAJjG3G9xOuTzPbUUQiuMJMb3N64fF9zyMIBZXwYp8Ovr+vvbtBisCwOXQ1jmCi5CpTgmGEDTf1XHbdbsKFD4tXSh2ybxsuWzgyDrCDCkZswRSZveJzoaWndY2wZmZmC+NLIYLXcOJifnng3uE4wHIqkN8Yze/8AAaWndY2wZmZmC+NLIYLXcOJifnng3uE4wHIqkN8Yze/8Bpad1jbBmZmYL40shgtdw4mJ+eeDe4TjAciqQ3xjN7/wGlp3WNsGZmZgvjSyGC13DiYn554N7jY0ju88KOzxu2XFgNLTusbYMzMzBfGlkMFruHExPzzwb3CcYDkVSG+MZvf+A0tO6xtgzMzMF8aWQwWu4cTE/PPBvcJxgORVIb4xm9/4DS07rG2DMzMwXxpZDBa7hxMT888G9wnGA5FUhvjGb3/gNLTusbYMzMzBfGlkMFruHExPzzwb3H/auuD5dHE0NLTusbYMzMzBfGlkMFruHExPzzwb3CcYDkVSG+MZvf8AgNLTusbYMzMzBfGlkMFruHExPzzwb3CcYDkVSG+MZvf+A0tO6xtgzMzMF8aWQwWu4cTE/PPBvcJxgORVIb4xm9/4DS07rG2DMzMwXxpZDBa7hxMT888G9xxFiCldq/8AJ4tzAaWndY2wZmZmC+NLIYLXcOJifnng3uE4wHIqkN8Yze/8Bpad1jbBmZmYL40shgtdw4mJ+eeDe4TjAciqQ3xjN7/wGlp3WNsGZmZgvjSyGC13DiYn554N7hOMByKpDfGM3v8AwGlp3WNsGZmZgvjSyGC13DiYn554N7gpYGgFdiNxOEzcNNtNqhgoDmxhfg0shgtdw4mJ+eeDe4TjAciqQ3xjN7/wGlp3WNsGZmZgvjSyGC13DiYn554N7hOMByKpDfGM3v8AwGlp3WNsGZmZgvjSyGC13DiYn554N7hOMByKpDfGM3v/AAGlp3WNsGZmZgvjSyGC13DiYn554N7hOMByKpDfGM3v/BnDSKF4wwvcu+Nt9fX9ffXBqBUWlNt8/nVwZxGuGPF1MGcQjgrzPdFtPnp5qpfDScSce4/CT3kYnhGebz7ihL5zhWPS5zzPHuKFnjOlK9pjPF8+75JcL49MNW/nnX1/X+8LZFWpI4ZcPO/749xApFBZwGkfMzNvcEwQAmMbcb3E65PM9tRRCK4wkxvc3rh8X3PIwgFlfBinw6+v6/0sIMARu7FUJid5vHuEqhXMMXHLxPz429wGsFwIhDfOc3r/AF9sLHBIbhzc38ccO9x7aWGC03LiZv545Npn+HuJBWMpFrtjScXgihRHScXgqkVX+QIAQqAvMKz5dfX9f7wtp89PNVL4aTiTj3H4Se8jE8IzzefcUJfOcKx6XOeZ49xQs8Z0pXtMZ4vn+XvfX99fX9f5JLhfHphq3886+v6++sC4RiNxcTm6GBdIxOwubxNfEXNyWby4vui2RVqSOGXDzv8Avj3ECkUFnAaR8zM29wTBACYxtxvcTrk8z21FEIrjCTG9zeuHxf4+99f319f1/kjCAWV8GKfDr6/r7yMIFJXwKh8uqjYwVkQUWInLVBjMJDKQCMYO9NnJdXReoYAuGoaWYuXSYeBARb1DPHU4udGRmRGBLcTPMDfE0pggEcY2Z2uJ3y+IiUioM4BCHi5u+jIzIjAluJnmBviaUwQCOMbM7XE75fERKRUGcAhDxc3fRkZkRgS3EzzA3xNKYIBHGNmdrid8viIlIqDOAQh4ubvoyMyIwJbiZ5gb4mlMEAjjGzO1xO+XxKu5UkA4D/7eV2IBkZkRgS3EzzA3xNKYIBHGNmdrid8viIlIqDOAQh4ubvoyMyIwJbiZ5gb4mlMEAjjGzO1xO+XxESkVBnAIQ8XN30ZGZEYEtxM8wN8TSmCARxjZna4nfL4iJSKgzgEIeLm76MjMiMCW4meYG+JpTBAI4xsztcTvl8RyyziTBPORb5nGjIzIjAluJnmBviaUwQCOMbM7XE75fERKRUGcAhDxc3fRkZkRgS3EzzA3xNKYIBHGNmdrid8viIlIqDOAQh4ubvoyMyIwJbiZ5gb4mlMEAjjGzO1xO+XxESkVBnAIQ8XN30ZGZEYEtxM8wN8TSmCARxjZna4nfL4mMCFcnznk2c5tzIBkZkRgS3EzzA3xNKYIBHGNmdrid8viIlIqDOAQh4ubvoyMyIwJbiZ5gb4mlMEAjjGzO1xO+XxGWkSBnDhDxc3fRkZkRgS3EzzA3xNKYIBHGNmdrid8viIlIqDOAQh4ubvoyMyIwJbiZ5gb4mlMEAjjGzO1xO+XxAllK7wcSJxhc1ruBNM0gGV3ZYB8GlMEAjjGzO1xO+XxESkVBnAIQ8XN30ZGZEYEtxM8wN8TSMEAOMbc7XE75fERCRYM5CEPFzd9MNW1jhJk52/fGlMEAjjGzO1xO+XxESkVBnAIQ8XN30ZGZEYEtxM8wN8TSmCARxjZna4nfL4iJSKgzgEIeLm76OKaMqS4yFj84719f1/vC2nz081UvhpOJOPcJAxurECl5dH559xQl85wrHpc55nj3MFCzxnSle0xni+f5e99f319f1/kkuF8emGrfzzr6/r7YYXUIA3V0MjZTPzIgt3QWlueNDYQfDycmzNwcf0RbIq1JHDLh53/AHx6kqZoFTSZ/q+EwQAmMbcb3E65PM9vBRRCK4wkxvc3rh8X+PvfX99fX9f5IwgFlfBinw6+v6+45fQx3O3GA0rncg6JEdBWJgWtyZznOY3+KQ6Bjy+RNfO8xt/D4i5uSzeXF9glUK5hi45eJ+fG2spMyNWsOL6ff8v6vgscEhuHNzfxxw73Ht4JYYLTcuJm/njk2mf4+99f319f1/kCAEKgLzCs+XX1/X3C1nYGgSS905Fd0vfF/wD6ZXOW7b+jT56eaqXw0nEnGvv+Xp9/y/q+UJfOcKx6XOeZ49WZMwGJJM+zgoWeM6Ur2mM8Xz6+mDOI1yU4vr76/vr6/r/JJcL49MNW/nnX1/X3AetiPckK0qY1DfVJ8VSBshcQSQnIaXTiABWUyjWHJeLrsziH7PbzScW490X+yKtSRwy4ed/3xr7/AJen3/L18CtBhQx+f6XhMEAJjG3G9xOuTzPT7/h7OCiiEVxhJje5vXD4vp77/l6++v76+v6/yRhALK+DFPh19f19ykiYXdQVpYoMg5h6eRvc2MWZl0abUhYa2xx8EAAhtKFvtA+ZcTcypdhiRWTSKkxG+bliGhQwYEVwnFzO9BC4ttgwcSE6mlUMSIyDKXzD4NJrHQJUCveAP1oI212wDBxITqaVQxIjIMpfMPg0msdAlQK94A/WghcW2wYOJCdTSqGJEZBlL5h8Gk1joEqBXvAH60Eba7YBg4kJ1NKoYkRkGUvmHwayKV/AwvaAL4420YnF9uMHEhOppVDEiMgyl8w+DX3/AC0ELi22DBxITqaVQxIjIMpfMPg9PBC4ttgwcSE6mlUMSIyDKXzD4NJrHQJUCveAP1oIXFtsGDiQnU0qhiRGQZS+YfB6eCFxbbBg4kJ1NKoYkRkGUvmHwaaWSpCRyZf/AOA0ELi22DBxITqaVQxIjIMpfMPg0msdAlQK94A/WghcW2wYOJCdTSqGJEZBlL5h8Gk1joEqBXvAH60ELi22DBxITqaVQxIjIMpfMPg1KQgpFbFXnANuPgIXFtsGDiQnU0qhiRGQZS+YfBpOY2BKkr3gD9aCFxbbBg4kJ1NKoYkRkGUvmHwab2NASp17wB+tBC4ttgwcSE6mlUMSIyDKXzD4NJrHQJUCveAP1oIXFtsGDiQnU0qhiRGQZS+YfBoqOig4gG/gm3W0yWlwIAsA0qhiRGQZS+YfBr7/AJaCFxbbBg4kJ1NJQxCMg2l8w+DSYx4EqiveAP1orKSC5EH9IOlUMSIyDKXzD4NJrHQJUCveAP1oIXFtsGDiQnU0qhiRGQZS+YfBpNY6BKgV7wB+tFMhsCxJlIgnUNfX9fcCgxeVkzlBSUO8YH3gv5kiyCxRw53H+HafPTzVS+Gk4k419/y9Pv8Al7Hs8MSo2CrJ/vt+w4kFYykWu2PRQl85wrHpc55nj1+/4ezgoWeM6Ur2mM8Xz6++/wCXpUmejVmHF19f319f1/kkuF8emGrfzzr6/r7hFVNMGYykZWwQZuv8Qh0DHk8oI+N5nb+X/wCtlKDePf8ALDsirUkcMuHnf98a+/5en3/L1OhHGxQJfjQ0A82ChZ8/0ZXsPCYIATGNuN7idcnmen3/AA9nBRRCK4wkxvc3rh8X099/y9dP1/fX1/X1DC6hAG6ugwuIUDsj6IwgFlfBinw6+v6+4KelAOaqG4ud71j2Re60ZzDcZs+PZ+GHJVCuYYuOXifnxtr7/lqqh5rAKuNY2D9KLRz/AA9+v6+uUmZCJSnM96V7DwWOCQ3Dm5v444d7j0+/4ezglhgtNy4mb+eOTaZ9Pff8vXT9f319f19fr++vr+umVM0CJrc6BACFQF5hWfLr6/r/AHhfvhh2nz081UvhpOJONff8v5Sy+/X9fX7/AIe9K9h/KEvnOFY9LnPM8euNQ3WJQ51hYM0qhXHsYKFnjOlK9pjPF8+vvv8Al66fr++vr+vr9f319f119/w0kuF8emGrfzzr6/r75IDLIQRXdBU2ZAoS9F4VoZiIWuCtBdWVC5YIJzcFsmCugw9CRgzqmeepzcaMDMisiW5mOYu2LpRRCK4wkxvc3rh8XXjBylWQLczHMXbF0oohFcYSY3ub1w+Kw0iAs5dI+ZmbaMDMisiW5mOYu2Lo6iFkigKvNx+PxUCkUFnAaR8zM20YOUqyBbmY5i7YulFEIrjCTG9zeuHxdwyi8PSLh8x8axKZNZGdzMcxdsX1llDpTADcqMxvh4xdWYD655K1Wr+m8XXrLVlI5C5eN/1zpRRCK4wkxvc3rh8VApFBZwGkfMzNtYFMisg25mOYu2L6yvItWmRyVy8b/rnSiiEVxhJje5vXD4qCSICzlUj5mZtowMyKyJbmY5i7Yvp0CkUFnAaR8zM20YGZFZEtzMcxdsXSiiEVxhJje5vXD4qBSKCzgNI+ZmbaZpEMruwxT4dKKIRXGEmN7m9cPisGFoyeo3HkPF0YGZFZEtzMcxdsXSiiEVxhJje5vXD4rBSCFnbSPmZm2mWrKRyFy8b/AK50oohFcYSY3ub1w+Kw0iAs5dI+ZmbaMDMisiW5mOYu2LpRRCK4wkxvc3rh8VApFBZwGkfMzNtGBmRWRLczHMXbF0oohFcYSY3ub1w+KImAuTTbzeXjl4rNIhld2GKfDoLJNYWQRbk/+HbGvv8AloJsaEzMcjGZsXZl0hdCrjCYt7m9cPioBIMWcjSPmZm2mWrKRyFy8b/rnSiiEVxhJje5vXD4qBSKCzgNI+ZmbaEZBsWUabO+Y8YumLIUcYTBvc3rh8VBJERZwtI+ZmbaMDMisiW5mOYu2Lr6/r790klcJVA0rsOym2NVjAkYbCMNZKYck1BZWtIVrG1OWSuWvuC/fA5KmaBU0mdEqhXMMXHLxPz4219/y9ZZfr++vr+vp79f19fv+HrK99wtIn7t9MLkqBgyvs/wWOCQ3Dm5v444d7j1l+v66DC6hAG6ui4ugoGSOvhN7fbTN/WoKDgDkhip3rwK0GFDH59WdzzrMoG7bc23TJM+nsPv+Xrhp+v76+v6/wAJfr+uvv8AhoEAIVAXmFZ8uvr+v90X74H+/wCWmnz081UvhpOJONff8vWWX6/vr6/r6e/X9fT7ndSfu3X3/D3pXpR/KEvnOFY9LnPM8fwl+v66+v76+z7133R8wgF2PGvGlpsVm8uL/P39h9/y9cNP1/fX1/XXwm9vtpm/r1l+v66+/wCGklwvj0w1b+edfX9f6WEGFIzZgikze8Tn1qTPQixTmexKwP8Af8tMirUkcMuHnf8AfGvv+XrLL9f319f19Pfr+vr/AL/h/GV6V8xc4Fm1mL6/gbPDJct3PfrVQ81gFXGsah2lEUc+gmCAExjbje4nXJ5nk/5MCy/rXk/5cAy/v0l+v66+v76+z7/h0yvfMXODZtZi/wAf7D7/AJeuGn6/vr6/rr7/AIesv1/XX3/DTJAIhLJHc2U519f1/sC9MrxpabFZvLi+nwRj0W8k8ev+/wCWiVQrmGLjl4n58ba+/wCXrLL9f319f11UWchEJTma+v6+vv8Af8PYlelP7DBmsoJHfHr9n36/QscEhuHNzfxxw73H1/fX1/X0lm5LQMDK6+v76+z79nple/8AYff8vXDT9f39JTkRxsUovxoaAebBQs+fSX6/r6aSSAlIC5oVny6+v6/0xdwZxCOWHM9nTKlP4fNIzeHWvv8Alpp89PNVL4aTiTjX3/L+Esvv1/XX2/XX1/X19+p7QYQY/PsyvSn9OJwYEwRir16fZ9+v2pM9GrMOLr6/vr6/r6S/Z96/X99fZ9/y6ZXvVyWgYsJ6+w+/5euGn6/v6yy/X9fSX6/r6aWm8L+xNW/nnX1/X+jjG6LkC3IUQ4UDjS45LFq8HDE7/wACKd0W402Sd6zQF2UzCXEf3pRcwLwQHhjH+64CEcyTm6o/T+9cKZttnDpNufGhcyBQg2VZp8a8wc8LXFgnj86/cUq8vz2fj59AaFIiSjJN9xeuNC6qIwAB/wD2nGoMc4/FXZDYHAGdcC1D3CI0xe/1p6FCKmQq4209CpFDAQcb6Wh10lBF8MwPzpbJwoQIX9dUoUItw/RDH+6WwvQIRE/C3/mtgtk7mJNhw/7pm/hQG6Bc8fj50ouYF4IDwxj/AHQuZAoQbKs0+NC5RtQQpBC0jnF50hSIkoyTfcXrjXI+88Ay/nr9xSry/PZ+Pn0B7TvVAdgVe9CLuAeCg8M5/wA1+xbxShlbONflXKqDeu9YekguK6u78edH4l6ylD5qTQwPAYbI3Tc6dBGbrJjMZ7Re7iTQ2ThQCRn76pw1AEEf3t/5p6FCKmQq420MDsIszOHDjSXBUDHIL2m3OhgdhFmZw4caUXMC8EB4Yx/uhcyBQg2VZp8a5k1ZIUJsxqTBq6BscrSfjXlHe77bZP3oQ23IAECmrc7Q864k1ZaQbszpTlMAWhmds8edC6qIwAB//acaAJUcohT/ABpFauE4G8eX+aGycKASM/fSzKIVCQTHDX/NPQoRUyFXG2lsL0CERPwt/wCaehQipkKuNtLYXoEIifhb/wA0ouYF4IDwxj/dEBv0C6ua5L52519f1/pi/v8Al/DfdHzCizY8/wAfr++vs+/4/f8A36odsW7+v/BC7pN9teBWgyq5/P8AAGsFwIhDfOc3r/Wqh7pRImNRUPdYBAz6+BWhwo4/Hp9/w9MPv+HrwscEhuHNzfxxw73GvMBA5BtbfPrUmehEmPM/l9/y0lhgtNy4mb+eOTaZ1UGejWCvF19n3r9f319f19jD/LyOgURuZzNfX9f6Yv7/AJfw+/5fxDi8FUqAaLC8EUNiaafPTzVS+Gk4k49x+EnvIxPCM83n+f3/AA9MPv8Ah69Ql85wrHpc55nj28PZSZkIsY8zShZ4zpSvaYzxfPp9f319n3r9f319f19jD9JcL49MNW/nnX1/X+kmHgQEW9Qzx1OLnX3/AC/h9/y/ngyKtSRwy4ed/wB8e4gUigs4DSPmZm3s4ff8PXiYIATGNuN7idcnmazODEmAcwevXmQVhaQabZ/moohFcYSY3ub1w+Lr6/vr7PvX6/vr6/r/AAw/6ZXOybb/AMOjCAWV8GKfDr6/r/TF/f8AL+H3/L+eBKoVzDFxy8T8+NvcBrBcCIQ3znN6/wBfYw4GzwwTDdz168LHBIbhzc38ccO9x7aWGC03LiZv545NpnX1/fX2fev1/fX1/X+WHyRB2G1t8+gIAQqAvMKz5dfX9ffmm0mwbjcZCwzbM6XTiABWUyjWHJeLrsziH7PbzScW49BfA2eOSYbme/4ZSZkIsY8z+eDT56eaqXw0nEnHuPwk95GJ4Rnm8+x/xspA7U69PmLnJl2szPRQl85wrHpc55nj3FCzxnSle0xni+fT6/vr7PvX6/vr6/r7GCS4Xx6Yat/POvr+vvf/AAu8c3/Zv/zGhqZYgEBQZHsHPldShb7QPmXE3MqXYYkVk0ipMRvm5YhoUMGBFcJxczvQQuLbYMHEhOppVDEiMgyl8w+DSax0CVAr3gD9aCFxbbBg4kJ1NKoYkRkGUvmHwaTWOgSoFe8AfrQQuLbYMHEhOppVDEiMgyl8w+DSax0CVAr3gD9aCFxbbBg4kJ1NJcxFGQal8w+DWB1bQVGCm9A8ybbaCFxbbBg4kJ1NKoYkRkGUvmHwaTWOgSoFe8AfrQQuLbYMHEhOppVDEiMgyl8w+DSax0CVAr3gD9aCFxbbBg4kJ1NKoYkRkGUvmHwaTWOgSoFe8AfrQQuLbYMHEhOppVDEiMgyl8w+DRGKNsGUcP0Zz+E0ELi22DBxITqaVQxIjIMpfMPg0msdAlQK94A/WghcW2wYOJCdTSqGJEZBlL5h8Gk1joEqBXvAH60ELi22DBxITqaVQxIjIMpfMPg0msdAlQK94A/WghcW2wYOJCdTSqGJEZBlL5h8GiDYCBHt+aA34n6CFxbbBg4kJ1NKoYkRkGUvmHwaTWOgSoFe8AfrQQuLbYMHEhOppVDEiMgyl8w+DSax0CVAr3gD9aCFxbbBg4kJ1NKoYkRkGUvmHwaTWOgSoFe8AfrQQuLbYMHEhOppVDEiMgyl8w+DQkSyMAUgXlZ/z8NBC4ttgwcSE6mrmcbBqlPwwp411p0twnDaH4A0Im1+yDBxITqaaxiEZBoXzD4NJrHQJUCveAP1ouLgIAkBpVDEiMgyl8w+DSax0CVAr3gD9aCFxbbBg4kJ1NKoYkRkGUvmHwaTWOgSoFe8AfrTyJLYCIQphDbrGvr+v94XgSqFcwxccvE/Pjb3AawXAiEN85zev9fbCxwSG4c3N/HHDvce2lhgtNy4mb+eOTaZ9fr++vr+vpmcGJMA5g9fyBACFQF5hWfLr6/r/SFDAgTHScXF79zBp89PNVL4aTiTj3H4Se8jE8IzzefcUJfOcKx6XOeZ49xQs8Z0pXtMZ4vn+H1/fX1/X2Elwvj0w1b+edfX9f7ovM4MSYBzB60yKtSRwy4ed/3x7iBSKCzgNI+Zmbe4JggBMY243uJ1yeZ7aiiEVxhJje5vXD4vr9f319f19hGEAsr4MU+HX1/X+8LJVCuYYuOXifnxt7gNYLgRCG+c5vX+vthY4JDcObm/jjh3uPbSwwWm5cTN/PHJtM+v1/fX1/X2AQAhUBeYVny6+v6++C46Nl1zO4K8DkE0Njs4wCguM8fIGjoGRjVqkbsYVxbMaBaA+4Zn7r49yvXr169evXr167QQKuVu3ny2429yvXr169evXr166SUda3AYuG2x+efcr169evXr169euDkABMWLxgb7846Pcr169evXr169eurkAQMWZxg7b8Z7f4V69dFJ5miRMagpPcwCBn2NevXr169dIAACpjtafy6Di8EUCie9R0MUtkJozQm32eAgBiKZHf8AElygoFUNrlnCXmmkJFzxgo4uAcrOIY/8cXB0xh81YDRthm6BTTbaLmrRUPDhyDpkR5uWLIuClDC459o3UAYCRxAplm4m7Q743QGBpZmRU4Shoq0oNR0g7AUE5VsPaDEOAajwI6iNjCKaQ7bY32GyMfkBohorBIVWyCKltwPZ5QkT9PvML8gxXRMbMAAwSiknJdIB3zDgplhyRhcHtBhdQgDdXWG/WLOJiowRDkhehXQKzC3iF3Ypto6CprIAFyYDn9Yn91IvlLE6oeNTBnEI4K8zW2hJA5wHtf8AxGOM8tsa+Iubll3lzNcbbhYtrPy+0UDkqrNmy4hq4M4jXDHi6mDOIRwV5ntc7bhZt5fwa2WjOYbJdnzoEBEKMoWF8V+X2+NtwsW1n5dKJbBExme8AZ4NBhcAgDYD/wBo3//Z

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FzgWaxZc9AV6J4ElbXWbvm3pLRQQKmZxp1vjPl6FI061PAYutaPnnoCvRPAkra6zd829VkIgbKsDCDUD+05RFI061PAYutaPnnoCvRPAkra6zd829JaKCBUzONOt8Z8vQpGnWp4DF1rR889AV6J4ElbXWbvm3o4Bi0JM2+BlrvOXoUjTrU8Bi61o+eegK9E8CStrrN3zb0looIFTM4063xny9CkadangMXWtHzz15rTIAgW3Qk5tbWpaKCBUzONOt8Z8vQpGnWp4DF1rR889AV6J4ElbXWbvm36zl4FeieBJW11m75t6S0UECpmcadb4z5ehSNOtTwGLrWj556Ar0TwJK2us3fNvU7CtEJGmUwFyMi9CkadangMXWtHzz0BXongSVtdZu+bektFBAqZnGnW+M+XoUjTrU8Bi61o+eei6CdgM1u8Zb89JaKCBUzONOt8Z8vQpGnWp4DF1rR889AV6J4ElbXWbvm3pLRQQKmZxp1vjPl6FI061PAYutaPnnr3arVkFNYiIvrWOktFBAqZnGnW+M+XoUjTrU8Bi61o+eegK9E8CStrrN3zb1+18PoFAr0TwJK2us3fNvSWiggVMzjTrfGfL0KRp1qeAxda0fPPQFeieBJW11m75t6ULPGdKV8pjPF99CkadangMXWtHzz0BXongSVtdZu+bektFBAqZnGnW+M+XoUjTrU8Bi61o+een3EwitIarWGXNjb0looIFTM4063xny9CkadangMXWtHzz0KhABRY2Ll+X7SeJggBMY243cTxye52IEIopOC1r6mLvtYFWhI5ZcvG/657kYQCyvoxT8PagUigs4DSPuZmv4py9AhFFJwWtfUxd9qMIFJX0Kh+XuZFWpI4ZcPO/747P2vh3BVFEIrjCTG7m+OH1exgVaEjlly8b/rn7d9PCxwSGw5ub8ccO7jsDjAcGqR1nGZ5/07CxQpmmLnk4vx713AgBCoC8wrPy9oNYLgRCG85zfH+v8M5eHGA4NUjrOMzz/p2BghGqA8UpfydxKoVzDFxy8T59a7P2vh3BUsMFpsuJm/PHJqZ7CxQpmmLnk4vx719o+UCozkxbRfTxsnQoEABRY8rl+X6KEvnOFY+Fznmeu1+knuVielZ6vHaweOnmiF9sJzZz3JLhfHphq3557X6Se5GJ6Rnu8/xTl79JPcrE9Kz1eO1Bcr49MsSfPHc0+enmql9NJxJx2ftfDuCqFnjOlK+Uxni++1g8dPNEL7YTmzn7d9PEwQAmMbcbuJ45Pc7ECEUUnBa19TF32KgbptxJB5dFYHCkFRvz47kYQCyvoxT8PagUigs4DSPuZmv4py9AhFFJwWtfUxd9qMIFJX0Kh+XuZFWpI4ZcPO/747P2vh3BVFEIrjCTG7m+OH1fqamUX0JdHyfnqxYk3AGQBvz/ADvtoN52eMhXnXcXn40iiJhEciNEciT6fgCVLL4MM5WZk6tElcqHCEoWEUWC9eFIqIhojkRwjkSfULHBIbDm5vxxw7uOwOMBwapHWcZnn/T+ILOBACFQF5hWfl7QawXAiEN5zm+P9f4Zy8OMBwapHWcZnn/TsDBCNUB4pS/k7iVQrmGLjl4nz612ftfDuCpYYLTZcTN+eOTUz9kFnPhQACKiz4TJ8nVNoY9UYSHIowZch1eIWEiGIKzI4rPoCm5LgJkaiEyEhRwoqwYuJS5nhA5CdB4tONTEpVlkxznrElYdFMbrlwZa78vQpGnWp4DF1rR889Bor1QBac3KNfCNnSWiggVMzjTrfGfL0KRp1qeAxda0fPPQFeieBJW11m75t6S0UECpmcadb4z5el+xgsyCBc4FmsWXPQFeieBJW11m75t6S0UECpmcadb4z5ehSNOtTwGLrWj556FQgAosO65fl+k4UjTrU8Bi61o+eegK9E8CStrrN3zb0looIFTM4063xny9CkadangMXWtHzz0BXongSVtdZu+bejgGLQkzb4GWu85ehSNOtTwGLrWj556Ar0TwJK2us3fNvSWiggVMzjTrfGfL0KRp1qeAxda0fPPXmtMgCBbdCTm1talooIFTM4063xny9CkadangMXWtHzz0BXongSVtdZu+bfrOXgV6J4ElbXWbvm3pLRQQKmZxp1vjPl6FI061PAYutaPnnoCvRPAkra6zd829TsK0QkaZTAXIyL0KRp1qeAxda0fPPQFeieBJW11m75t6S0UECpmcadb4z5ehSNOtTwGLrWj556LoJ2AzW7xlvz0looIFTM4063xny9CkadangMXWtHzz0BXongSVtdZu+bektFBAqZnGnW+M+XoUjTrU8Bi61o+eevdqtWQU1iIi+tY6S0UECpmcadb4z5ehSNOtTwGLrWj556Ar0TwJK2us3fNvX7Xw+gUCvRPAkra6zd829JaKCBUzONOt8Z8vQpGnWp4DF1rR889AV6J4ElbXWbvm3pQs8Z0pXymM8X30KRp1qeAxda0fPPQFeieBJW11m75t6S0UECpmcadb4z5ehWNOank4utaPnn6TktFBAqZnGnW+M+XoUjTrU8Bi61o+eehUIAKLGxcvy/yFcPtcASuGijHhQYXAIA0B3zxMEAJjG3G7ieOT3OxAhFFJwWtfUxd/xhZyMIBZX0Yp+HtQKRQWcBpH3MzX8U5egQiik4LWvqYu+1GECkr6FQ/L3MirUkcMuHnf98dn7Xw7gqiiEVxhJjdzfHD6v2YWc+ZWI2fVoHSKhB5B/gnhY4JDYc3N+OOHdx2BxgODVI6zjM8/6fxBZwIAQqAvMKz8v1GhHmiiS/j6Fn+8pcJxFf8Ar+KcvDjAcGqR1nGZ5/0+rH3mFHqdnGIBGPrsavNEFBDCJpfpBavdMBQDABoOz9r4dwVLDBabLiZvzxyamfsws58nG5UbomrBCf3TtUCozkxbRfTxsnQoEABRY8rl+X6KEvnOFY+Fznmeu1+knuVielZ6vH8YWckuF8emGrfnn6/r/P8AjmnL5oJ6rVBwfD+OrvcgJCoqA4rHx5Dtm/a+X8Vev+18O0LqQUg5yL0aE/j4KVQ/GeL7+0CznzknkYA8TwhDMTES988TBACYxtxu4njk9zsQIRRScFrX1MXf8YWcjCAWV9GKfh+v6/z+xmnL15ab9r5fxV6/7Xw+6Cll4Wc+0jUbJQldlApZpfVNY4LKiw84F/rpYFwjEbFxOb02l8KBij9QscEhsObm/HHDu47A4wHBqkdZxmef9P4gs4EAIVAXmFZ+X6/r/P7GacvXlpv2vl/FXr/tfD7oKWXhZz7GlSg7oEgDPGLzH6BNuoRXpAcz85BGX+3eFTiJLvkXrjPwiAVG1gkGZJjrMMnRlxlDeHUMuNREpFQZwCEPVzd9YAlrFAsWIYBQLxoimCARxjZnVxPPL6iJSKgzgEIerm76MjMiMCW4meYG8TpTBAI4xszq4nnl9RLsom6sAmgo3zwQyMyIwJbiZ5gbxOlMEAjjGzOrieeX1ESkVBnAIQ9XN30jiAZXLNgH4PpORKRUGcAhD1c3fRkZkRgS3EzzA3idKYIBHGNmdXE88vqIlIqDOAQh6ubvoyMyIwJbiZ5gbxOmhlGmWSlXBu5rbjpEpFQZwCEPVzd9GRmRGBLcTPMDeJ0zNADjG7auJ55fU6YSsNjhJk51/fHSmCARxjZnVxPPL6iJSKgzgEIerm76MjMiMCW4meYG8T6zl5kZkRgS3EzzA3idKYIBHGNmdXE88vqIlIqDOAQh6ubvpHEAyvIYB+D6FkSkVBnAIQ9XN30ZGZEYEtxM8wN4nSmCARxjZnVxPPL6iJSUBnBhD1c3fX7Xy6UwQCOMbM6uJ55fURKRUGcAhD1c3fRkZkRgS3EzzA3idMyQE4xuTVxPPL6nTCVpY4SZOdf3x0pggEcY2Z1cTzy+oiUioM4BCHq5u+jIzIjAluJnmBvE6/a+H0CmRmRGBLcTPMDeJ0pggEcY2Z1cTzy+oiUioM4BCHq5u+keQbK8hgH4PovRKRUGcAhD1c3fRkZkRgS3EzzA3idKYIBHGNmdXE88vqItIoGcjCHq5u/pOUwQCOMbM6uJ55fURKRUGcAhD1c3fSOIBleQwD8H2k8TBACYxtxu4njk9zsQIRRScFrX1MXf8YWcjCAWV9GKfh+v6/z+xmnL15ab9r5fxV6/7Xw/8EFLLws59PCxwSGw5ub8ccO7jsDjAcGqR1nGZ5/0/gCzlpuBRKqBgFcp9IgDgSwUWg5Ph+v6/wA/sZpy9eWm/a+X8Vev+18PvwpZeFnPkQ4NA8hFprZ/29IwgBlfZgH4PooS+c4Vj4XOeZ67X6Se5WJ6Vnq8fxhZ1f8AX+P1/X+f2M05evLTftfL+KvX/a+H/gQpZeFnPp5M4ALsS9L8MTkIcif/ALdqBCKKTgta+pi7/jCzq/6/x+v6/wA/sZpy9eWm/a+X8Vev+18PvQpZeFnPvxFzZLNy4vSwLhGI2Lic3ptL4UDFH6ftfDuChxgODVI6zjM8/wCn8QWdX/X+P1/X+f2M05evLTftfL+KvX/a+H3oUsvCznxWYSCaKLRgVNm66Rl/t3hU4iS75F64z8IgFRtYJBmSY6zDJ0ZcZQ3h1DLjU/a+HTBVtY4SZOdf3x0pggEcY2Z1cTzy+oiUioM4BCHq5u+jIzIjAluJnmBvE6UwQCOMbM6uJ55fUS7KJurAJoKN88EMjMiMCW4meYG8TpTBAI4xszq4nnl9REpFQZwCEPVzd9I4gGVyzYB+D6TkSkVBnAIQ9XN30ZGZEYEtxM8wN4nSmCARxjZnVxPPL6iISJBnDhD1c3f0ZkgBxjcmrieeX1ESkVBnAIQ9XN30ZGZEYEtxM8wN4nTM0AOMbtq4nnl9TphKw2OEmTnX98dKYIBHGNmdXE88vqIlIqDOAQh6ubvoyMyIwJbiZ5gbxPrOXmRmRGBLcTPMDeJ0pggEcY2Z1cTzy+oiUioM4BCHq5u+kcQDK8hgH4PoWRKRUGcAhD1c3fRkZkRgS3EzzA3idKYIBHGNmdXE88vqIlJQGcGEPVzd9ftfLpTBAI4xszq4nnl9REpFQZwCEPVzd9GRmRGBLcTPMDeJ0zJATjG5NXE88vqdMJWljhJk51/fHSmCARxjZnVxPPL6iJSKgzgEIerm76MjMiMCW4meYG8Tr9r4fQKZGZEYEtxM8wN4nSmCARxjZnVxPPL6iJSKgzgEIerm76R5BsryGAfg+i9EpFQZwCEPVzd9GRmRGBLcTPMDeJ0pggEcY2Z1cTzy+oi0igZyMIerm7+k5TBAI4xszq4nnl9REpFQZwCEPVzd9I4gGV5DAPwfZz/2vh3BUCEUUnBa19TF3/GFnV/1/j9f1/n9jNOXry037Xy/ir1/2vh/4EKWXhZz6f8AtfDuChxgODVI6zjM8/6fxBZ1f9f4/X9f5/YzTl68tN+18v4q9f8Aa+H34UsvCznyIcGgeQi01s/7ekYQAyvswD8HX7Xw7gr9JPcrE9Kz1eP4ws6v+v8AH6/r/P7GacvXlpv2vl/FXr/tfD/wIUsvCzn0/wDa+HcFQIRRScFrX1MXf8YWdX/X+P1/X+f2M05evLTftfL+KvX/AGvh98FLLws58GF1CANq9NpfCgYo/T9r4dwUOMBwapHWcZnn/T+ILOr/AK/x+v6/z+xmnL15ab9r5fxV6/7Xw++Cll4Wc+MBU1kFQZMDx/eL1xn4RAKjawSDMkx9KxmRg4h1hfUBeLuMBnHv0O2tWrVoXw4OsuDxTPnoJ2RL4/qrVqYsEEGXXo/HTh4xZMfk+DlnZWrVkKEghkRNeQfStKEGIwRs0nhePrWrIpPMUSJj6KxiUWWHtYPo4nnsrVqwKynnVSr/AHXp2Okjn8JjMZfPs9latWNEEuDgVD8n56tdyXbhw3fni+OytWrGgHTCMS48F6xpW1E4diw8+uytWrIUJBDIia8g+lazFzIGTbt58N7K1asZkYOIdYX1AXi7jAZx79DsrVqzWwl5oB/yHTsdJHP4TGYy+fZ7K1atTFgggy69H46cPGLJj8nwcs+tasjnXmU4cB/z7SeJggBMY243cTxye52f8Xp/6P8A67GBVoSOWXLxv+ue5GEAsr6MU/D2oFIoLOA0j7mZrtUUQiuMJMbub44fV7ECEUUnBa19TF32owgUlfQqH5e5kVakjhlw87/vjtEwQAmMbcbuJ45Pc7FFEIrjCTG7m+OH1exgVaEjlly8b/rn7d9PCxwSGw5ub8ccO7js/wCL0/8AR/8AXYWKFM0xc8nF+Peu4EAIVAXmFZ+XtBrBcCIQ3nOb4/17EsMFpsuJm/PHJqZ7A4wHBqkdZxmef9OwMEI1QHilL+TuJVCuYYuOXifPrXaFjgkNhzc3444d3HYlhgtNlxM3545NTPYWKFM0xc8nF+PevtHyIcGgeQi01s/7ekYQAyvswD8H0UJfOcKx8LnPM9dv/F6f+j/67GDx080QvthObOe5JcL49MNW/PPa/ST3IxPSM93ntULPGdKV8pjPF99r9JPcrE9Kz1eO1Bcr49MsSfPHc0+enmql9NJxJx2qEvnOFY+Fznmeu1Qs8Z0pXymM8X32sHjp5ohfbCc2c/bvp4mCAExjbjdxPHJ7nYqVXFGOQ/jGc+L1+0/52MCrQkcsuXjf9c9yMIBZX0Yp+HtQKRQWcBpH3MzXaoohFcYSY3c3xw+r2IEIopOC1r6mLvtRhApK+hUPy9zIq1JHDLh53/fHaJggBMY243cTxye52KKIRXGEmN3N8cPq9jAq0JHLLl43/XP2T78Rc2SzcuL0sC4RiNi4nN6bS+FAxR+oWOCQ2HNzfjjh3cdgcYDg1SOs4zPP+nYWKFM0xc8nF+Peu4EAIVAXmFZ+XtBrBcCIQ3nOb4/17EsMFpsuJm/PHJqZ7A4wHBqkdZxmef8ATsDBCNUB4pS/k7iVQrmGLjl4nz612hY4JDYc3N+OOHdx2JYYLTZcTN+eOTUz2FihTNMXPJxfj3r7F9vb3KjxJTnx0VmEgmii0YFTZuukZf7d4VOIku+Rekp228JSq6KSz+vrWrA5AASRi8YG9848HbWrVqyS0dIDhMzLen547a1atWKAARwGm8emudd1atWrVkgAAITHlafl7a1atWSSjrRcBi4a0fPPbWrVqyuQBAkZnGDrfGfL21q1asktHSA4TMy3p+eO2tWrVggAIoTPhKPk7q1atWrNBAq4LbefbXGu2tWrVgcgAJIxeMDe+ceDtrVq1ZXIAgSMzjB1vjPl7a1atWKAARwGm8emudfWtWVh/iYJAQ8vsxsRhsgVn46HVNJCzkNun8daQ1khkE16R+E+rhB513gqGCrnALx1QJIbW0FBvi3HRUgAQRlFRmqEU4E5+tVDzWAVcdREtcoSNbIThV4HowcyBWYD4VxPPQYXEKB0j9UiipjBRB/Y/wDayl4wlScRRXxkP6fHTQKLSuRif0ifWYg06Ah5UG1M7tOm2IGmckBbaYPJ14wnjqyeTJn2dhYEgQDmLy4PL1pRoBTKZ/sPkfHY2SkQFIHux/Z0KOEodlPgErwoc9hiRt0QUrwDz5OopxGiRMynyRGb6DC4hQOkfqTTgKhQiIWQ4O4Vx0moUATglvhjOemgUWlcjE/pE+s2ocSBtygBTKhkNoLEJnWCCCi5CYefOOkhIAaV4txC/wCn1aLFCCvtm2FU4Tx1AaoPKOa8Cp4R56SyKdhhSD7Yx7PP1OADdi8A5VgHKnU4L0cmykk9nHx0MC6RidC5vE+1uYDsFyzHAGUkubOhANOMWUCsNVpjwdRwAfI1uGy1MOOb9UhZoI6EiRfNPboKyKfhRUMoNSQ+HUbtsMVsnuW7QGfqeEBq8Nk+6ZxZei2XDvI2EQuxahkOqMQ7AXOMsK6YwqY7FBfkGrgIEKliwXoeEZSlqly5FvbSh0DC4BAGgPrEPUo6xjIHzgmnA0KAxacyhBpGUmelmcgsgwJ5RVQayEh9Mag9YAJw1y4DyJ1kQXC8KYhKeaPJDqPP5rdcZCPKDbj61GqbjMMdzx0dbIgQwYMR9plMrGGHTPLzkeSW36llDYZ+EzNzmTG+mDCULKbhGQxavrqjFeWoWCgYiDRN6WxOGyBC/j6rfKgIzqGEjt8FOg2xIywWMDGjlitMqDS5IHoAPeWGj6X6tqKJ2NHGc7xmmUdsBYKof7Cp01HJvkUxkARAMy1z9NLjlVERNOT9/LrOQikfBywVOcYN+XYimLJCEpypwfVd2tFiiJwOGrrfWujZD4aArbnBMUPku7BAJW8rhC4T/wDAAYXUIA2r0NRTUoeGmm2EIgPQGQl0bQz3RQmQLsBl+6gwKPZErwnQZpO5jQEVLYNFYpElKjVUWC5GnWq7f/hQYXQKB2J1+LuXkfOl8Y6MHNgEmi+Uc3z1F4dgz/8Aub5uen0WA0ZIpzo/B0GFwCANAf8A2z//2Q==

--==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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Ms23g9TTlXIWQ0uXkLLtlq8pvYxXIWWeHJt7atKy1mG4xiRGZ5CwimWfUYLId3kBkraPIZWR467iSeqrT48s3WKeot6slyomxZCviHC8MuxJVenqOHQpYz5tfFOW7GuWnIfWexhmt3plSymVLnOFWMD+CrWcqxiHNl+WbrFPUW9Xy648XVo1sEsDn9iw0rtILhNMQAMIAPOBOItultsCZXp1DFvAnJUspiNIZYUolshg51FhC6l71c6iO6r07aRiABnURI0dNAw7M+/6kmU+kjjyTLYAX0meHVSwxiBGZ2iUS6y5/mMrI8dfdnUNjP052Uqx186kBnlGsyG5Zf466tnyPoXWsG0idUEYBjLK1rXFa4YxAj8mhRwqktTDtJWdmJdUo12qcFNIzhXECWQlUT36iwwfSmSq21xYdWWSk4SwOZupVONXDVxTFKpiRnpzhjuz7/qAOkeif9DB3rKi+Cs3WKfastBVFptSY701qTFPCgoD7OvNFmHQUZ9/bcNxBE9IvCvWCv3jT0lMQMNWU9TApCsBWM4SpV6NhrXe266phWkRojqK5F/TzI6+DptxtBptuzI1enMM3zp6LZkuvUAjse27tZoznTlmD3XHi6qcsrvo8zkUeF3Zn3/Umv8At7TrpL/2EYeTrmsaTNJzeNcwMAA65rnUDg7Fa6tSAtJYb66eKqUKta5rGmvuVxAlujF0WA7XNY0199cvsmK9e6as8xMRBRI6+7v3JqV2LeUCWJuByzsILO1CaNhrXWLvCduwZJoxzIGAAWuWmEvW+NY0fOiajz8nWNNfezd4GJbypvuYnAltqhRSama/u1zWNNffXDr12YsRWCFM53XFpJDweOuHOpfXJP7ZVumxGs01mFlvUGFlOsbC9D6PM6eme1akxT8bQabVX2m1rlpxbQaL6b5coZFXqbSW1jqBkxQ7FYbAHImCjICmpr7sKIra+CqSmR1GQ5+ntg19riSeqlWOv3VQaDX2wQamcq31AealwpaUM5hEQjEJbD+ybjyd1EiBHTTM8j+ss0/IYdaVUenLMHs+/wDBn/Q6JJOnC5O3i7Rp6V3msZg00CV2sdjKaSQq7MjV6cwzfnUgM86cJAjtGnp6iWtmlEjUelsvXRcwSpAwW0YNdVEVxfUB516wV+0zAwLAOW+9akpg2u3UlYLJFdCJm1eaak0HMdjC2LRe5nGUAJ33SaZkkwlUT2rqZzXrDVOqsk6sNWU4z7/wSAPJs3WKe2sDU0WHNnt1AyFFSwYprXPIZ2QY8/pviXk1GgacY0FCpy3em7ZOvla1yKsJU1qdIVhMAJiYKM+e9wZOrSUwbVu2xLKzJajt1Kf+fpkfvu2Tr5WZ5SRAAyw1nNarDWChJOAKCQOI0jLsyNXpzDN8f0wVZciDdVLbZLqLNzPv/A5l7Z/0TNJzRiBFDmy/tYtxXlb4u4ioCD7GFNBoc2X5LlRPa4k3rpVjr9riSeqlWOv3IwDOoO9qixsot052+FYyoBLr3VMK1an9wW2oBRb1fLWQpZXxldO2b29jrrbIAKw9DUrdi1AodCAkW3y1igaKkAme1iyFfH25mtQcx2R/T7YWFKW6pFHY189Nbqz7/rsFsr4SgbxyllOsbC09vnJ2iDq67TK9UK2CxRZ8n1DjZcqE06ypUnG03y1llK2DMTGkZ85p7fOREbb6WOyio1J09vk7yhPT2+X0eZ3hpmGsCsuu8Hy5XKhNAQnZXqYNlBR7Tj7cVyQfMiycqTTtG5untOm7NPZgbwbVYDEx/B7b809rVbyMRVFShUARGmi+n7GEsTWuupRYfsX4LlA1xmSm07Zvb2tgTK9Gu1TrbQBNEChgWksM6CjPIcqZ7WaTGvUOxXzLVjLLKlii2DzmYGBYBz6bY7bVc4NPOnOdORMFFtUNVSWCihypmXKibiSep6DRMWGwFVPlzEBVQ+0xkkVak0XCSFXVtZkOVM9/n03nsVFFptS26tTALeGM+/8ABIZ8kwFgaVqhLaDR7JuPJ12sdjIGKtWjXnlwmgM10Hz+j5mTc1tN5FUMgsWWHLaNdqnOvcLU3Hk7qD2AzpzDN+XlG1NBLE4xRqLhZw9NacnbAmV0Nmq5RbGnWc08IhCLzOSxUnxqb7YPr1IjUd9uwCNtVFHhcF9RntOs4L6ZDt8vtgg1Mhq8KYEQtJYcgJw6fHrrGbthY7F4z7/wbb/HZWtc8dQkGB0wy5OwpTHa7WOxi4KlUrXPIZcrNOxVUdU12FNJ0yKalpzLGe26EqiU3Hk5ylinndiJ1QdJTTtiNdFIvJmIgYO+oDnTtcqG9qE7K4rAJwP5Xz0yNVjsXl5RtTSqyOMVDay+nwOTFek3+IqtJrCtTpjkeGwVhfgunM3dr7zSS0HdGbDKkg8NjI5E1qTFPHTaYCwF11KLLqmFaGNA+u0ykS94so53DVhSq/8AoFYAWNZxJdZiymgyF2PfTqKzN+jKoGbH0VTpW6Z/o01HjWEj1Fm4Ckw+YSuJuWDrxTcb13JIaudOCDcy0NZyyk1M6fvZ74vqDJY+0KwqWfIxCWw+xYGvNYkOn30uiRVumzEWG3QUamcoMugo757qmz+ILTlh76NugprEhbFCWw/5z30vV2tdMtQQ1ltXeDZYpTM1ffS280qV1HEO51/OH934NqzwWP1PKYocWWLoKwS86rWp+OxfT9jO11TCtQufBVRZLEVAQeOiSSFB0mA7A7NSt2LUChzqZaLq2fHx7Od1KJGrjOobDs0h469IpCvWCv2c/wAxlQFInsmm8XW6rmWKy5VXdR5mX1FCKjhiOBPbqGnl1C3VfR82rPj5+p4SwOQtV+xqFoXBWDqS+Ov2Z9/4NlMOs/pycr1gr9ipvEaz+FkaZeaak0HMd3nT0EQhAmB4RCOCwDnqKzN9KJGrly2aGiqLiP05OBQUBlMCM9QTExFV7+7C2Lqwo7PEyudWz5HodceLh022LaSgKCgPtZpm19clLV6Pbc2zNgm8OdOIjQqg0G5N9IS2ktrAHYHZn3/gtsKXZGYIcKYEQtJYbOn72c6sIROBAAxV9pt7zMDAsA5uyL1UEsTlsCYijXapxEIQ+8KjLqG2BBVsFhAB2s22yyNNU0eFvUgM86cJAjOotMB6ckZx6ReNesFfsq+029RIgR04RZMf0zp+9noTTeLuotYLqtkxRWueQzPm8oFO6cjbB2krMZghsv8AHWwt7PLkaiuoCZ3YkqvTlmD2ff8AXYW0JcWy1XJlxUbV6+1q2A57jNNzJtOqPJ5MAcPqLN8VECeM6g0WfNoZbXqgdXKgEdjGXXclqzFcWMO8k1kuUVVvQkIUuJ/aTACYauR4qjZPp0SzGHsTWusa/CEDgREM+dfYuoJiXLg5q2zHDOAFN0Gnr7fOa+z9ZVSUwbRAs8uAAVemf6JeocVfabc19rNNjbCo2reoXrsoCrFcBtVF0NhXHkhdKydjD9y+vwhnCOT/AKCMAwSE4fR5neGmYVdTrasg9cobAUVg1na3IBZuCxxUokatsd1Xp5aWsKu4Sco/CESOaKI4YiBjI0y+ljsCu2KFGu1TsG8phdQcwGUUr4eq50z/AD57brjiQqtWKxNW0oBGmgSYO9delxMVfabe86dzAWAuupRW6rmWE1EjD0tl9JTBtY+NUVQNT4bWtGtQKF8ao4HYpK04z7/wSMPJvpY7Jruics3PHZUp7oX0/aZgLAYaqTkM5ks6hsYok23PbFVNWz5GWbkAe+rXJTIav5MBYC66lF6pasZidYDp/GZLA5iIGGpW7EJbD8uRJVqdbc23WEEDMrZctcMebYyi02pZ/HY9d1TCtWlMnKUSNbu1kKWFgLUV6PExhbFovczse5sPZ9/4M/6O76gPNS4UtjgTi2g0X1AebWsqsCktoPiaTwDy6desFfG0ltZEk5jHHSyswmp9M20jPa3Vcywhi4V6U3Hk681ilUHMd2KmgitmR2FVVgsAgBlKpk7SVmMwQ97ZkuvRsNa7t85eaak0HMdj18ya1Px2R/RjvBVJamdmff8AX5hkZcMC9kKYq6trOx31Abbq1MaHnBTSSFY+EgFe0txMWs8awKy69kLGWLIV8r8DhZXU0gAF4+2CDVdW1mNurUwr6hnb5FnHuFAV7IWM2FXeDBar0RbqRMcbhEADvKVTODptyzSY16h2KydO0xBQxyKrFMhqzvqA/bc9woCzcU5AmYZVuceKZDVrvKIvQz7/AK22d/GWcM4+uDgV0+AZwJzgTh9O3G3p8GxFQFBwJzgTjaqzWiiKj4E4+oDQr0gVlikDcRUBQcCc4E4+iLTV0+AZwJxvT4NhdO1lXT4BnAnH1AaFekCsfRFpqqrBfAnOBOcCc4E5+mYFdQhwJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJx9EWmqqsFn07cfAnH1AaH6ZhdPiV/pmKqrBYdO2nwJzgTnAnOBOQpYz+MTNrOU9VluHtP9Qw5yHSUd2TMDzTOAySLuTtGcp6rLcPZhSKxYc5DpKO7G7Tl2krIpLvLDEuQ9VlvX2YW0JcWzknf3c7jyXaSsiku066cxcUu0lZFJdiOYZLZguQ9VlvX+JK4meL2GIEexjvAlbo4439yHdgpEZBcB6OBclxewxAj2mNYlIzHHG/uS4IuEcAdvo442ykZHuY7s4RwVwJdyDdPCOAO3uY7wJcEXCOAO3vt/fK4nJSMj/4uWrGYnWJnSM194nWM1/8ASZjVxSYrkTxHJuMT1iSghFsYHJgwzbHtH/1h/8QAFBEBAAAAAAAAAAAAAAAAAAAAoP/aAAgBAwEBPwEWH//EABkRAQADAQEAAAAAAAAAAAAAAAEAE/ARkP/aAAgBAgEBPwHwNDsrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckrckTnkJ//EAEUQAAICAAQEAwQHBwMCBQQDAAECABEDEiExEEFRYRMicSAyM5JAUnKBkaHBBCM0QmKi0TCx8JPhFENQU/EkYGOAc4LS/9oACAEBAAY/Av8A7jyebN0ymFmNAcGUHVd4dToaPlOkABOv9Jl6/eIRrp29nf1obTIbzVdAEys3OtucAa7bahczg+WZ82kscL1+8SzPe3F6xmDaLvCucWBZ7QsHGUGrmbPp6TOD5esvN+UzWK6zPm0liWx0iqW1baeZq1qeHfmgBcWTVQqDqIMPMM55Q+G11Bh5hnPKEh9B2/8AR/2hl8rv7v3Q0lKXH7vtFLJlRW5VtyjsV87MWy3Mnhtnrm2n+8xMmGPcCp36wWudBlykt7tQWPeZmcTWyPKua9xzMc4w0s/vC2wMGIw1yhR6Rsz5gdhW0XPRYZTvrf8A8w5kxKNAEGtvvhdVIGpZc2hPaHF8I+5QFiKoGcjeDTm+++vWYSKLCc9tQNJiUuuQKNeu8qjkGVAb/l5wB1yp4gB1/ljEixbGr965reU1v22/52mOfCFNsnWoqMubKp06kx8lguQu+qiNhoB2ENKczMxu/duYiBKfQb+9UsfzF9OliKiYmUrzqIV6MPxEXwkOYVbZtGAEobMlFu93GyaAsTd9ZhlUAVF36wF/5Vy+usxX8MVkqvrSmwz4V2tt7tTFfwxWSq+tGwACA5GVSbyjmf8A9DWN+6aMBvf/ANJLHYT4n5GBUeye3slXeiO0DDY8R4jVczIbH0q8v895R02H6St84onprrF1bVTsx7Td/nM3f5zN3+czd/nM3f5zNGf/AKhm7/OZu/zmbv8AOZu/zmas/wD1DN3+czd/nM3f5zKbEI9cUy1ZiO2IYDiO4v8AraHw3c1/W03f5zN3+czd/nM3f5zNGf8A6hm7/OZu/wA5m7/OZu/zmas//UM3f5zN3+czd/nM3f5zN3+cysz/APUM3f5zN3+czd/nM3f5zN3+czw18XM2gtj/AJnvJAzsK7Ey2ZgO+IZS4hPpime8/wD1DN3+cwsjCu5MUEtYHJzN3+czd/nMUYbbb5mJhDk3f8rGLo7Zv/yGFqdda+IZu/zmbv8AOZYZ/wDqGbv85m7/ADmDxHcX/W0zIzkfbaYdFtW5sTyP0JPsn9P9SmdR6mWpBHbgGRbGXrBhOrZlu6gRa3uzHzka9OFNiKD3MpXU+hjlcNiOwmHYIOXn7Nwa5r+rrFXwtzXvewUVioXpCWYnzc/Y0V5hjvfFlQWTCzrQy9Yyo9AdoMwctWunt5sQkBOkyJi7m/NKV1PoeHTgFULteswn8oOtwq1b3pML7X6H6ELxiMtgivTjiAfVMQthsB3HDEN65TtEDYjEdzCjBrHSM64T0xseXgAqk+blNMM/fpFVxREKMGsdInhNSsl7TxTiUW/p4FXeiO0esRdVPOWyMPUS1Yj0mGT9URnIzVMmTLp14OofQMeUVL8tXGAXy4gqzNNE+tGxM5Lr5hEXEfyntxf7v9pgZANV5ws1b1px+L/bMN1YMddxPNhg+hqK3UXwCh9T2n7zwr/qqF0xRlJ0ocLMpcRSex44gH1TCWRlGVtSO0pHVm6C4WdaGXrMS/rGIx5i+DYjLbKvWZFRAoBMVGC0ekwvtfofoRor5rbgArsPLyMXxMUZu7QLkzaXvA9Vc0gUK+pqNjPi5R9mKgxR5Rz0lLiKT2M1mHkUtvsIQykebnC/iVfaJhhcPEZRRzLM/hr7+Wl0h8uUjvGdStHrPcv74FWt71j5yNekAVSfNymOpUi9vWDGxUORd6ImVQ216z/yST6S2RT6iElQMgOXlBlY73VxUJBdhqKiMWTQ3wyu1H0mZDdy8Ue73mTCZdeQa47DcKYqu9g9uGHlYGu8GbRb1hbAb3KF1PP5x02mGB1uKUW9K3iq4ojg6jcqYrOlAd+ACAs1jQffMTOpXbcR1HMVFditDpC7XQ6Rj+8DVfKKFNgDSWzAesKhgw50Zon5wMiUR3mF9r9D9Ao6Wdzt98y9v3fre8Ul1C5TuPSEK6t6Gbi47svlLaRziu5y1zlIbyC9YqMFo9Jq7nI31f8AvHRNG03mmVvQxWdKA7wZmUGWjAjtEyuRd7Qhrf1MfEsJoN54IfbzHL/3lKSc25PHcXAyVvWsbxSi1tygHiJm9Y//ADnG+zEYpoGHOJ5c13GYppdVHXwz4g0sDS/xiuxWh04BQFPlvaJjeQaV+c8IP7praMorMViPigIvUsJWERieb+XWOWSjpRZeDOqaGuYmCooFF1uFMTKwJuomVVF3sJ41nMrVB0mIRhv7x5TcXNcVPS4crq3pCgCGu0XO4By66c4dGP3RFL6Fhy4Mmar7S1/aEYnSocQAacjPDCLprpHzjLdRSjFfNygUnNmIHmmDf1v0P0LKgslT/uIWdaGXrwcqSD2h8XFNZf5mmXEYAN1Mz4dEjmDHxmxDV3QWOqljYvUVAFdh5eRhzkmm5xPDW6uFXFHNKZQfWFsPyt05RxmTzCvziUSLYcLMpcRSexjlSQe0K47FkC3q0QfsuUnnTxGKaBhzhRro9J4q5mvy6mN5MuXvAMXFClf6hKw2sE3ZmIO9zDJ+qIyKFodYWYzww1ZeVGEnDT5ZiX9YxfCGbW46AlXzcvvmV7fOQNW24a8F8ua5hrinMM0yoKHsOwTQsecfxFq6inBKFjv55lcUYq9TUsYafhwdQ+gY8ouLiJ5VIJ1hwip2s8pmRaPrDhqCmVtw0bx8Rtdr1i4mGvobMwvtfofoSaCsp5+nDEA+qZ8J/llDCb79JXhP+EbDxAc2blKBrOAYWz5tK2nnUN6iDwsI1l/lWIHtfXTnwxCPqmfzO34xAwIPfgQQ9rpG8PXMpqKzpQHeYhH1TK8Qm9NWiny6dGBmU5jz0gdbo9Zla970gIJ31F7y60urmHkKswoHWPnA06SmdR6mOyIzKWNECKMMlaNaGWYhzkMNNDDiZhvXmMphyAv7oEurgYM+hvhXip83BfPly9obpz1I2mHkYrvsZbsSc+lntMrBtr0jYichdQJ4dX3gKox8vIRcVkIRTZufuyC/pygYbiYeIKLNV36R84GnSMowcI9ys8xClunrM4xM1jpKOIn4xmDMGJuUn7RhN98VGqx0mF9r9D9CT7J/T2mxM+W+VRV6CvZKl9R2iBsTy3roIFD6ntwcqSD2lmBFfSr2iMdyo4OiYNEGs2aFnWhl6w4pYrlXaomAuYnqRwXOTp0nh4Nt571McY+HoSK1h8NauBkWxl6xVcURMQD6pijFwmyc7EKotDeWxAHeZDh562YPPHQuGyWNe0U4uK2TnZ4Oww9ze44gqjHy8hPDsrXIiYZOpIFwOmp2qYq4orOK3gdS1jrMuFiCq19ZqfMwIlY2Jh1WvmgcEt66iBGXyjlMRcLDQa1znjZm83SBF2Ec+E+rHlHzDc2IFOGRem8RimgYc+GF9r9D9AHc0JYo5VzNEGvunl6cE7tGyAa9YHO8AdqsXtAQbB51KR2FDWjELEk/94DiGr7Q+G11LH+0a683mhbKF7CLX8pv84uUkHNyjsMQ3mG+vWP4jWBXKebDUk88sZUdlUVQB7QKAp8o1PpExWDE4vmNGoFKEEmoR9YVtFfxLr+nhev4SoTYWuZjnDBayToI5XDYjsIg1sKJev4SpiBQTtpUxB4bar07iVjIduRgxMpyrpUfJpZvX1jKoJJ6DvLViPSOrszdOcysG2vSZ1uu8xDr73OeU5a5HpAqPZPaXr+EqYhCaZjzgyih0qYhHWoqndQAZev4QeCCubr1gwzusvX8IAd5YxsMZRRzNFOJj0ykGspgI5i+GCf6v0P0AakEbEQb/wCYn2T+kpsRQe5mGcIZvvi/uzms7awhlI83OBlK7VrFTExE58474QDr1DCYeGcOzkHOJhqQuJd0Y+cjXpMPIxXfYxsVnOZL31uBLq4cV8SxVbRyuK+W9NZTKD6zygKe0LHYSvEH3wvQfuGgBYmtoGG4gSyGu81xs94l9WhY7CHwsTz8tJzZj0jKu5r/AHhZ1oZesdhuFMVXewe3HEC2W00HrGfEVlUJuRB+8bNVaTwFYgdTC2fNpW3DIG0PPeFs+bStoGz5dK2gS7qZ79yZRWqn/aK7FaHThRxE/GIzoRRvXSFsuXWox8Xc3VcVbxdjfu8ct+97veeRCYzqVo9YinkK4YX2v0P0JBmF5Tz9I+IqEr2hLIw8vMTM5oRmVrC76QMhsZZgeGt1m/3hVxRzTNZzVQiuxWh0lDET8eFGYfu+9yQRkWrPWFmK7Vpws7AXcZVJbMCNpmwxetbwq4o5oqD+aNiNhhxtR/52lrY6RsQDNmbZZioV98V6TxsQI6r/ACylwFQgXY4WxAHeZQyt2uWuGoPYQLkzaXvA9VfB1HMVEfGdQNdrgYWwPQTMt71rKZ1HqYGHPiU8O67xW6i4q+Fua97h52C+pmJiiimbcEQK6lcovQzKt73rwXyZs3eGmodKlK6n0PFMtCusKtW96cHC4jAdjERntZhfa/Q/Qk+yf0gUK+pqZWDbXpFOHprfmmMpK+cUIGxMjL0mGThv7w5R1CpoahUq+hrgHZcuu9zEzOTtvrwsYafh7DKK1UiF2K0OkbC0r3uC5ydOkfBAFB9+cbKSb68HzYrhr1/5UrEzZWNeWYuJgHEDAAa+srExDroL1jKgsmFnWhl68Cc58VdKmIubRcMkRVd7B7cAwryAkxMHbUm/+ekK5s2twMi2MvWKriiIVL6jtMrtR9IuMhJ8T9IbJNNFYM2huD7UyoLMbCxQVtuUzKW2rWYhH1TEDYjEdzFzk6dJXhP+E8x3FCDw/P8AlM64TaCtNYgYEHvxz6U+0VlwwGXS6mF9r9D9AswNRo6/d1ifZP6RW8XY37sDZ8ulbQJd1GZDREPj4nlrpAyGwY9QOcX3he3HXgPsxL4YYOI/vDnGZTTjb8Y2HjHMmXaZkWj6x1Cpoa4Fimp7zKcx56RThMVUrzEXFYj95c/9um9Y3nzZu0R2ZKDDnxxAPqmedSvqIzHDwxrl8qy1RQ3bgVPMVA6lrHWLnB16TMt71rBWojsGTU3APDYX1EGGxzMpo5RNML84QLJ5ATEOPhPky9O4gX9nwnz3MTOpXbccPdeGsI/NxRiyaG4VPI1MUYBLjX8aljDf8IgYEHvwReguZUah6T9mY7n/APyfoHlNEaiZQbUqFN9Ihyi8p5ekewRbGBKVgOsVgA2JzG1RwcIDrzuPiJkCAXUQYj+QCto3hm+ukqhUUuCb2qZsFG9/XTtMQY1g6aEQOOmhjMiWD3iKw2AlzEZdDRMXCcgp9XKJaoo9Bwvw/wA552UHuYj4YzDWysCXVw4WhCmtoMNy1cqmQWRd6wOmjXVzEz67coDkDC6qMcmXLwAdfd2lItRiRQ3Jgw0IPQVL4IA2TL2lXm13qYlO6+Y6XBhsp2vQQYgH4x2DJqbnxf7YhUKbveMhVBm3oRHfEWhyoy+Hxf7Y75ya7Rg7Xpe0qhUuUikN/N3iYYPlLixUBrXgcMo3lNbTMxbatJWQN3YXMED636H6EjOaGU/pD4bXULOlk94MzLXOo2QnXrKMrDXDVr3qo+cjXpAFUnzco2e8OuqxkzZszdP+dIQladYinkKgXJm0veB6q+AKox8vITCOJh+Y3/LrAihrPXg+XW2NVAyLYy9ZhqHbLmGlwo4YkdBLCKM43yw4wxLyAmq7RUYLR6RjQ06i42Yqq1rS9+08MOdNdI2QnXrxBVGPl5CLg5QLU3Y13MTHsZdfZ1gbPl0raBLupbMB6zyMG9DMpwgchI1MxMQ4YDLdUT0lKCT2iFsNgO4mV2o+kDIbBlMAV6VC+VU7gShiD79JYhfxKvtF8i2OdQ4Zw81c7mqvGbxdzfu8AVRj5eQn7OGBBzHf7/oRX6sbxMQeYA84GGx4AqxHm5Rj4j+8OfrMTOxbbc8MQD6pmGe9RF6C4Ua7cxlR6A7TDxcfEKnKOdTJhOGC9+IbN7vLrKVSfSYmdSu24gdly673MTOxbbc8GxBi79rir0FQqeYqYbYTG9d43i03m5iFR4eGzczpC+dGFV5TA2XNrUbyZcveAqxHm5TEzsW23MGfBznLvmqKUXKOl8Cnh3XeeKR/LmgRQ1nrBWogVGoZekVnNkwKgs5o/iLV1MT7RhRV8p5S1w1B7CYeRiu+xhOe8v1jFRqsdJ3g+1D4a3U/qRP0gXEyKvWWJnzNr0M0xfy9jC+1+h+gWYDmGu3eDMt2pvX0nkQlaFUIgYEHvPOwX1MtWB9IFWt71mIuM4B6C4GGxgzBAt66S8MO+U2Dm/7QOy+Yrp2i4mfNXKpbYak9xFTCXY7R/EWrrgnhtV3GXFJNncfdMyltq1lsQB3lK6n0PsFjyFwIoaz1nnUN6iUqgekTw1urnhlF111iHE01vyxjmNHfMZSup9DwzNmFDlAi3Q68C7FrPSeED/LlgfxLrtOkD4uGG5bQjCUqF7ewArsPLyMQsST3mVr3vSL4Dnz73MR387IfSFcmXS94zdBcCeHV94VOxh8LD8nLWIp3CidPZwvtfof9W/DFfa1ljh7t69LqZQD5loH13iec+6dPw4bn1ij+mOwsW2hEIbEY+XrGcMmsVSdhKwx5+pM/esK/pgWzQlZvvhTJdd4cQaEpmHbSKjPoewmIRhv7x5TzqG9RtAuHiYY9K1jL4fumvejImIrM1UMwnmdRYrRhxot98ZbqxUD+JddpufXhvAXBJHOBU0UcoRvmP4RjyAhc3SjaZBm12sTc+vHc+sRS+hYcpqbgTPVHeoyJiH7tIhJJtRFyqzeXephHEDDUgio2XNp1m59eFZq1u6i5LxL6LGxHBB2oiMpJpoHVnsSyaAlDEVieVxkV9BXIRWzXpTevDc+vHB5+b9D/AKoOwA0ZtSAef5b+yn2T+kXyZs3eHTKRy4uoVNDUAwn0r15xWc2T7Dm606wLiMdecCbgCtZa4ag9hFzg69JmW961mGSnO9xCxZ9TcRimgYc4jFNAw58CpV9DUTwn3u+cLObOaBQ+p7cdZldqPpGRAR0YGPndjlF6nvGXllmImfy2RtA3i3XKvZsYafhBWohY8hcCKGs9eKYTZRbco3nzZu0Z1qx1hVgu16QMtb1rAjqNekxAMR/ePPidLzeWBgNF3ilMoPO5RINm9OCeG1XcLObObhhfa/Q/6rLh5Ce+h/7zzVfb2F0BGX/n+0w3WlPcx85GvThmc0IzKMx57y3wwT3E8NMMbWJplX0EfxGuqmIBiP7x5wZWBJ5Xrw87BfUxgoQgHSL58uXtCubNrfGjiJ+MpcRSex4PiqxYk3lCw+LhGsv8yylUD0iMWTQ3KbEUHuZY4eNplUVMjZgauwZiX9UxPvlnDT8I6hU0NcCpfUdozrVjrCrBdr04dIy9RUD+JdduIIw9b68CriwZmRaPrMrzDbCY3rvCcTXXfiFQWc0fxFq64dOHnUN6iUqgenDC+1+h/wBVs5bKlGv1lXfsJ5Sxy7A1/wA3gRf2c0OriE+Fk/qzAwj4mm2ggXwcut+8I37rNm/qEKth6g9ZmbAbatMQQf8A0mY98Sa/swTN0MbFRNPWK4w7rvP4f+8Rf3WXL/UJ5/2bOeueoW8EL3LXMuRWvkNJ/D/3wE4LDTlrBnsX1iY2mt1csYIbXkan8P8A3ia/s/8AfE/eO2u17z+H/vEL+HV9xFX/AMPsK98TT9n/AL4Ub9nNHo4mZcBtq1xBP4f+8T+H/vE/h/7xCx/Y9/8A8kS8EiumssIfv0hV/wBmsH+uZk/ZKP8A/JGzgqSbqA+Fn/qzAT+H/vE/h/7xP4f+8QrkVex1hrDVq6aT+H/vE/h/7xP4f+8T+H/vE8/7IG9WE8v7KAOgYT+H/vE/h/7xP4f+8T+H/vEUYi5KHW4jqjNr0n8P/eJ/D/3iMM+XXahpKbByjrmmF9r9D/q2VNL7pyhh/n2DlNZVv16CKXVqoj/aZkw3I+6fvcFsp60YxwqUcvKNp8F/y/zPgv8Al/mO6poWPMT4L/l/mfBf8v8AMwmyMNOVf5hXw3bW+X+Z8J9xzHX1jkYTihvpFDEsOgAi/um1Pb/MKNg4lHuP8wOuHjWOpWIVDYe+9QllZ9dxUzP+zOT6j/MyH9mbKh012/OZUwHA9R/mfBf8v8z4T7nmOvrGCkqOhAmHRK2gOw1iebcdB1gd0ZuraQBRrY/mHX1nwX/L/M+C/wCX+Yv7ptT2/wAz4L/l/mfBf8v8xh4T7DmO/efBf8v8z4L/AJf5hVfIByoRSyMx6io2gFcmUGYXhqU210j5wcSulRMgOHfWp8T8hFxMT9ndmIFm9/zgK4LICdbbse8PhtS/cZ8T8hGCkqOhAiE4TmxvpPgv+X+Yw8J9hzHfvPgv+X+YmQHDvrUJZWfXcVPgv+X+YHx8B+m//eKMAFMp1j5wcSulT4Tbjp/mWf2T8lnwX/L/ADMK8Nl83Ouh/wBXOFO1Fum3sWRrMNc2XQn/AGhXNm1uBVre9Y3ihGvbnGRQtDrEY8xfCjiJ+MXODr0mZb3rXg4UEntGz4ZAK8xLXDUHsJ8T8jD4bXUHiNVxU0c8rWYioxUZjoD7VthqT3E1w1Ndp8NPwjogHumgIrsmg7jhhg4j+8OfBkULQ6xGPMXwdQ+gY8ph19YS2RT6iclUfdP/AC3b7jEw2w8PLYFVPIoX0E86hvUT4SfLMNM/lsCqEZEFkwnGwxlrnRnwk+WW2GpPcShMrtR9JmXVevBVFVl5qDFNDXoK4X9U3HRlDWL1nkUL6CAKpPm5TEzqV23HDC+1+h/1SUU01eYfy+yg1908vSFjyFwLqvc8CzpZPeBRsISx2jeHrmY1MJcuTWusK5s2t8NODL4Wxr3p7yR85GvSYeRS2+wgxWGUDkd+AbLm1qN5MuXvx19lwuIwHYzDJ+qJ52C+pme8wuvLGbwzfO4FGw4G0XXnUDqWsdYVd6I7Q+HrmqoWdaGXrAcnmHc8CpfUduFjDT8PYAV2Hl5GIWJJ7wFMbC2r3oEYjTpwtkU+ohwwjDKa0HAo10ekxCpZmKESmBB7zwdczG+OF9r9D/qswois/vFTXevZT7J/SMvUVDS2OtxkULQ6zBZDWcWdIWc2c0dVO4IiuxWh0gYM+hviy0tBuBYs+pv2O8Ch9T2mVr3vSNkJ168dPZtjQ9ZS4ik9jEYDRd4cHPlX3tpismJZNcoVdrGXpO8crhsR2EwwfqiZ9KfaeY7GhwFajg7Bk1NxypIPaEM7Hy8zBfsMyGiImUbGzO/F8VWLEm8oWEsjDy8xHUPoGPKKxhfxKvtA/iXXbjhfa/Q/6rBHItctb6cdBZl5eVn0iDMLynn6cLsVNdXb1gXKpy6a61PLlCnpOh4acliowax0gVHsntHxAlsdRR5xTiaVd8LsVKhUvqO0B5HnEJZNDe/C7FSuCsjEW3Ixs94l9WgztlNXVQNehlTEVdTVVExGACdbEytRvkYoX9nVcxqxPNRUxmwgqP2HeFXaxl6QAJmsXdzBdCUzXsYTi+em/m1nlyhT0gOI1XPIdt5dio9GjlMTPiMR3MuxUA6zJkzadYuIfLcTw2q7mJfmfN/iZ3ACldDcrhdipXDOyjXne8CKMvaJ+7bRhekANmxektbHrwwSPrfofoFKx75ra5ZbcANpvCB/7T/pFZ0ZVF2SO0Hh+T84uKCKVuOvAv4lX2mmL+UV2K0Ok0jsGTU3EUqmpqDxGq5mQ2I5VbBN7zDB5Lr7WsLsWs9JaMuWgBcRTyFcKLqp7mWpBHbh8V8yH/nKLSZgy5ruI2Lhmn5bwvhIF5e7UGZWPl5NUKKpATqb4hVre9Y+cjXpxRiyaG5lYNtekV12PWZmLbVpAi3Q6xM2E1ZhdrKVQPThhk4b+8OXFFL6FhygKsR5uUxM7FttzNeAbPl0raYmGtuSb0EJZGHl5iYX2v0P0JPsn9I6jcqZWKt5d1ilVC5hdDjp7KKQtFhtwDBNR3iZCNOsKtW96RypIPaEM7Hy8zww8ilt9hCGUjzc+Ons19UVEuYhGG/vHlL0X7UTOTaqF0mGiuQEvcXCufMd5mYttWkbITr14WxAHeUrqfQxwuvk05xC2GwHccRi/dUZRYzRTRobwMho5o/iNdVGboLgTw6vvHbchbq4ShyjpEY7lRLGGn4ccNvDasw1qBUahl6RXxD1sylxFJ7Hhhfa/Q/QkOUXlPL0jIoWh1h/aGJzlM2m20RS7Zel9uIKkqc0xncl8tbmFcmXS9+OH+6QeYdf8+07ZTl01+6Kqmyqi+GZzQh8Nrr2UyAa9ZmxSi610hxP/Epry0ihWDACrHCmdR6mWpBHb2nCizELYbAdxAqqNVvWK7VZ6cR9qO2vSJkA16wnFVTTdJ5FC+gmIviNWY6XBiYbPmut5jLiOxsVvA2rdjKHBypIPaEM7Hy8zOkzYip6tFGAAwC/yTDI61DlVa5XML7X6H6CDm0MT7J/Sa6u3rAo2EwwcR/eHPjlILNvGwWQqKuwZmUttWvEX5W3G5mGDiP7w58KOIn48QqEb3rHzka9OAVa3vWPnI16cNZ52C+pmGcLE6+6ZeNb02lmIv7Ommt6z4f5iKriiI5XDYjsJhrRBXDAMGHlXTrEY8xfAu10Okc4anMovzQqwXa9OIOKuZqgVBQHsjxFuplQUJrasJhqX0sDaZXFiHwxV8Vzg69J4mDa+etRH8RrqprDhIrZmqrj4pQe7z9ZrhKMosVc0ZJhfa/Q/QD5lJ6Zd+28ye8MmS+nWYbrub3J7RcUEUrStfxl8PMaA5ky0xxoNt5nzkmtekCriA//ANpcdfCuj9aKysoAFeYxVbcdODlU0vTWU70w9ZmGzawCz+MvhWv4y+FAmvWJ4a3Vwq4o5pWv4y4ykYmhla/jLhfxKvtBnXMaq7ikg0PKKjlM3e4cO677w52zgiqqpnrLenMyhijTqagYQKFzgi7zRWoj74cRdxGVgNr0la/jBZ9NeFa/jGF7ioVVWcdQswwbHlE31rrwrX8Yvny5e0yNT63qJSKF9ICDenWK3i7G/dmRtVmZFo+vDBH9X6H6EiuLGU/pHTDZlUMdAYVYLtenFlQWTCzrQy9YysaLKagxq/drdn7oFR7J7QsWfU3woYifjxZ1K0esRTyFcKbEUHuZZYHsDrMqhtr1lsQB3lK6n0PtYg73E8wY5Res+KnzT4qfNLUgjtKZwgBuzHC4oe+koYifjKOIn4wKtb3rPPWuxEyjEavWOcV3OWuc3OReZjrnvDJ00mmG2YjlPGF5auBFDWevChiJ+P8ApYeQ5b3hZzZzQowax0gYcxfDC+1+h+hJ5z7p0/CFXFgzN7hb1MzIbHFFL6FhyiZCNOsbCxXAL3UGKHVlHS+FHEQHuYhGU0bNMPa11dpon8o59omU7mjMRS7Zcx0uFnWhl6xsM4eaudxFL6FhygRHIBXlCGdj5eZ4BUFnNH8RauplcUZ4uXydZ4ZPkC7RlQWTGtbPu1cRjyNw4ip5XNjUcLZgPWGiCo2qF8QGrvSYiqG2vX1mKSAawyRYiq769ang5uRFwP4l12gUK+pqLnXUeargLnKensZWDbXpA63R68Cx2ECo9k9oPEVWrtGbDVRXKo2YhTV6CKvQVwwvtfofoWG2XNoR/tHJXJl7xWTEQ5eVxkvy1fG1RN+nBMhGnWOWptb0MK5Mul7xnVfKa5xsTGGVMu8yo1n0jsNwpiq72D24d5Yw0/CIpfQsOUdlw1BCmiBPiv8ANMMn6ohfM2vQxDhKoYGryiOcYK9VVqJSgAdoVKvoamvAMpXatYMLEppaoo9BwGb+dtZ5cUgdxFXoK4BUFnNH8fDHa9Z4amloUd42bEJDCtBKPiNmXtGxsLDC+U0aoxA2IxHcwXMJs2fW+k8Vsy15dDDlZa5XxTw3oneeI+LqPL7s8BcrBeZEUu6BiASLjBSPMukV2K0OkFaiFXFgzMi0fXg5XDYjsJ+zA/8APKfoAtcgvXPtMpFHL5B36/8ANois1LROg9JjBCTnHOJYBs1Rloir6DhnblvQjphK11dV3E1vzeWbi4CqMfLyETEUlXe7sTM1sRidOVTHFjWtPvjfZlGu+kzBEWudQZlWudRSOYu+F+GnbyxKym95mat60jkGtqrg2ZQwy8xHRcFfu0iNpZAMZvF3N+7OsUMEAJ1mdCuJrRAMfy1UwycN/eHKLmvXpGKYQGX+kTcXGCi+1d4bIFrMjXmG9CB1909YVdWv0mGfrEH8oX71AqPQHabi4UIbTtEZia3FTDJw394cuO4uBkWxl6wpmZOwMR3W3KiySYRVChUQsZuLiuoGp2MPir6ZZmXrWo44N/W/Q/Ql8l+Xr/zpPhf3QsMHKUr+a+C5KxL6NGHua11hbPm0raK3i7G/d4uVw2I7CZEUBinTnUHiqQnMgiZlLbVrwdRuVMAcZR1irfuiuI8RbqZUFDginmbjeTNm7zMFILct4gYEHvwZRh7Gt4PAw/NfWOuMCuoIoxshOvXhhLlya11jAY6Pm4oxTQMOcZkSwe8RDvC5xKv+mYVajDFEwYLYQfM/OfCT5eDUZhntXtL5M2bvPhf3S2RT6iBEYdgF4BcUZpkw0y5e+8Gt5vNxwvtfofoS5lf3dxX/ADnPeeNkJ168CxTQd4CS2TmBNIGQ0c0fxGuq46+xbMB6zyMG9DLZgPUyldT6GAqjHy8hEDAg9+AVQu16zDfEsHXae88DBn0NwsdhP5j3Am+KC57ewzdBcQBXGt+9/wBoruuxHON5MuXv7DqH0DHlBWoj4LjE3o1AwZ9DfEuGQZtrMTDGKhP2vZ7xPFAofVg8LP3zQlmJ83OIxZNDfDLTmtLhdi1npAo5CuOF9r9D9CGZqpTenpAw2PAsdhAqPZPaM3i7m/dmuIoPdpTKD6zyKF9BEUqmpr2LYgDvKV1PoYqYTozZtswj+ItXUZEFkws60MvWWzAespQH03DRT4XvC/ei4r4evrMqigOXF0sBdV2nmJA7RcTPmrlUw8ilt9hCGUjzc+CqpoNdzxtcympkawBrYjZCdevBFKpqagKsR5uUxTiKG231nSM3i7m/d9lGKaBhziqrlRl5TFdyXy1uYVyZdL34hUFDLPGze8KqFXeiO0DDYwNlza1GbqbiYzKCWNUIFKEWaEcKCT2hLIw8vMTC+1+h+gWJYrygs0NfzdjFXmoqXr+ExMEhs1VOYMQM7keschNyTvPMwX10hyhCt6aQEJqNdzwYBVoHmJUdEFmNjYqELliZRsbPBsmJ5b00g0zE8oVTD1Vhz9YA4qxcwyxa6O3rPDW6XrL/AEgDsFvrCwcZRzmYUxOuhhrEq9ayzSM45C9oqMFo9OALIG9VmVVA9BDL1/CaZm9BA37PhPkrpMPBAXLdQk3oLioA2Y9pev4SuF6/hHA5qeUQthsB3EDMgPqscKoW62HeN9meZwOxiKVTU1wvX8IWUrrFXmoqANmq70iaZ831plYZQraZYmJ4h0IPuQFQLJ5x84GnSYJ/q/Q/QPKAh6qIN+/fnE+yf0nnYL6mWrA+kL+JV9oM65jVXcTDVXHIQYeGr3mvWFihAHWFHQHS74uPCU+tzDcITeGNhEDAg95iDtcA+sK4ZThm+2swTlIy3d+spVJ9IfFwheb+ZZSgAduGkTw1urmJhlfOW2v0hZ1oZevBVp9TMit5SusTFy+fXWYX3xvtcO8DLW9aw0QK3iYIznWrqBgmo7xl6iouIMXN90RSqamvYF8SriwZmRaPrGZEsHvEJT94ACdZiEYb+8eUQthsB3HDEA+qYMR8Nwqgk6domGUc9LmVBQmIB9Uz4T/LD4a1cwvtfofoSDMLynn6RPDW6uV4T/hwC5M2l7zDxs/O6qK/ie6fqwq4sGeTB1K75oHqrjL4Wxr3oc2BrW+aLS2Pdq43ky5e8fCOHmH2phv4TBiubQwOt0evAq4sGZkWj6+3TYig9zLEV/EuiP5ZbIp9RKUADtB4i3UwycN/eHLg6qpO3+8IxsJstc9JWDhnVta1gNaqecyLYciwZ8T8hCzmzmjZNMraf6DlcNiOwmFWGxrDHKKrKR6+vsF2uh0j4S5ha84uJn25VGboLgTw6vvwxAMR/ePOYX2v0P0JPsn9PYzMW2rSBFuh1g8VqvbSZkNiZmLbVpDg4TnIu1gQYjM+ZxZn7ljqvOJ4pO96RshOvWF2LWekw1Y9FETBXK2l2R3iua19oq2JqD0PFmRLB7zDTxEzUBWaaeyil9Cw5QMjVr0j+I11XAsU1PePmOxoQKyq56lZQAHoKlnDT8IVd6I7QMNj7DMhoiFXaxl6eyGQ0c0fxGuqhS6uFs+bStprCp5ioHUtY68cL7X6H6AxF6GvWXrzvtW8DtdBTt6iBFDWevEqVfQ1CjBrHSK2DoFJ9+FWre9OBxcTDDfdMiKRQl4iqfWA5fLdUsbIDp1i5wdekzphAUfqiZnWz6wKulbC5lYNtekCKGs9eBRg1jpKKvtcITTOSRfDM171pGyA6dYniiqIMD6gHr7NjA/tEBIBsA0Z5FC+g42cNPw4CtRwZ1K0esRTyFcBfCmAI7yvDokfygQOt0esKlX0NTvMzXvWkKBWvlYnkYr6GN4pdr25wOt0esVAH1019nC+1+h/17zmukzaFs+b15SrFMKb/n3wigGP81QMzhx0Kz4SfLPhJ8sJGJVnbLCyuEHQLKYK+u5WfCT5Z8JPlhVVVD1Cy2IfTYrPhJ8spQqa7hY2esS+qxclYddFlMFfXcrPhJ8s+Enyy1ITTYLAzOHHQrPhJ8sLK4QdAs0xK0+rAzOHHQrPhJ8spQqa7hY2esS+qy1ITTYLArKrnqVnwk+WfCT5Z8JPlnwk+WfF/tgBw0NDfLPhJ8s+Enyz4SfLPhJ8s+Enyz4SfLPhJ8s+Enyz4SfLPhJ8s+Enyz4SfLPhJ8stSE02CwKyq56lYSMSrO2WfCT5ZShU13Cz4v8AbEXOAV3OXefF/tgVlVz1KwE4l0dss+Enyz4SfLPhJ8s+Enyy1w1B7D6PRFJlJuZSBnNV9/8A8Sz1I46QAVZ2atK6wMAMvlv7/Y0/2uAgCtL++DbKwJHsV/KASzekykDOar7/AP4lnqRxJAszLpnvpt+cDADL5b+/2Mora9ZZrw7IhVwLoH2G2YDtz5CeHpnvev8AnWK3UXxsSxXlBZoNspbL7HLQXrzlmvDsiFXAugeOgswMK9zO0s14dkQq4F0DxQVoTvHtdgMveeHpnvev+dYrdRf0Vr/mFGe8c13mgUbDiVsiDMxPK+ombXrXf2NGK+kFXQ5flNL6fd7DNkHmFT3jmu80CjYcasj0nPuesza9a7+xevcdYbsg3p67w6kk7k+wRrqbuVrzvve/sDUgjYiDfv35zNr/AI9jUmuY6w3ZBvT13h1JJ3J4lTzFTNr/AJhuyDenrvDqSTuTxDdBUbfzG5WvO+97/wDplNiKD3MsSzwqWP8A7LHRRf3/APLgOXEbN5iLOnaDDOY7C+RHO4WcnuK5xnUG2JT0H/zNFelJNVyAqoBmY1Q/zCyhs+ppvyH+0rO3mbeqqV/+2P8A/8QALBAAAgIBAwIFBQEBAQEBAAAAAREAITFBUWEQcYGhwdHwIJGx4fFAMFBggP/aAAgBAQABPyH/AOjBAsthVviD5ZRPR6RSLDxAYIsiUFyUocUNwNDfGOYMIUO4D5wCcxkyX7+kkDlURCO44EegtgTwgYJM5CA4PfiG+sIQiu0BBSWCNZdwSQaLBGazAAICDYI16DCFDuA+cAQgAFknSHQhFBCK8fv2lLIdCCAniAgbNZhyZZMLofwwgcjAZOwxUVPmWqNGrITOs1mcYXalLuCSDRYIzWYABAQbBGsrG7HBhayoJbxcIlCM4x7i+Z+CwPH0lEguptfkQUU3EQh2gDnfwndBURCHaAOd/CWFgAlkHj/xzxfAAPTU+YekKbBgKN7n4YREkiDoPv8ADE7Yhdw4YCX7lO1NfKHTqYLLI8wGFwUVX6cRWroEokIEX6xHEMJIcuTLhrN0orIAfc5ihxAdh9yz9oRXjS/vLRgQqACws3agXCfsDOCZofBVDM84E6bxcxARiiZs5fhAfcQCsm05vaiwQCgd3MNToyzdw1MYGTFkby+2JdQAQ6i7uPZmZA7uIEvAPsKXELCIGJECQMRX3/aNFaDGkV94kEKurVPgEjx4lUFTBGn9toFkKGgKOIWwDIAMAR3rbaApEtOJUeIcQIFotth+/WFR8AztDaBxBRN4ocwlFQwhOtsRvAeBrRXNw8sSsCRFbiz4RAfMrmiA3oRGQYuchcJkFIEBzZ7bRcqiG8w7394TIKQIDmz22lsQkA+5Xj/+DaQJFBvt5wkSvDG72Wu3/klBQGTPm9qaQRBvp1giDQoLAwevZBUTDJOKaX+pcGLVWAo00KVkwKINORXu67BwAxGCCAhR2HmfF/WfF/WfF/WfF/WfF/WABkaV7s+L+s+L+s+L+s+L+sIDA0v3Z8X9Z8X9Z8X9Y8NygPWDJuwSR+ZsAqz1hcw1HrPi/rPi/rPi/rPi/rAAyNK92fF/WfF/WfF/WfF/WEBgaX7s+L+s+L+s+L+s+L+s+L+ssWBa/bPi/rPi/rPi/rPi/rPi/rCQI6NmauP7J9orRtrHEORdkgj8x4blEesICAQOhq+c+L+sdo0njiJjwDR/M+L+s+L+sAhbkM5jfYw7nGrD0m/800lzzKoqh/rPi/rPi/rAAgDYIt858X9Z8X9YXENZ6w2DxTR6wRN8BSHuH/F8nv8AVBYsEd/pJQoE9o+JygCDpiwSY6LVwBoNTGxuCARk8xEoiwr5csBqm2fQ9E2QEGPicoBhYmSJSMCAAhoARlj6RlLAzxzPNWhPOYRKbQ/D6MUQHIJYGYUUsGT0H0MGjowPeXwl5F+nWk4kHyI9XEGh1EoOJBNhAAjAMAs/f6XYI9+gEHhL+OI145FPNcR8TlAPQmBILaHToTOBxDuYPZGzMDP6hUyJ8oJ5/wD4ozAgwEF0xwepAAkkAA1qBiZslAwehY4EBoqqFiZsFIwYbryIF+YSJMuYPQopQoHoY9TXwuWnEw+TDdeRAvzD4QQpDVwbfJJHd3lpYXaawRBoyeUgjxtFxOGQR4ThkoQgJJISdahxJsCtYBoMwzfHRAsAAu/abYpVrcDYwgb0r7wyDkI5KtoVBklAAFWKuOAkRC+Gm/X53CMErabAQKYEeUHX4/1CdFSgfnmDWz4NZSKUmz6MBkQD+0FAoOyrERjEjbA4z0AQgAFknSDpmwAk9Lawu0IAEkgAGtSxEQ9C8Wn7ChP3Cj1cQaHUQgYEWX3hEJjJdugN5hMtL0gFQMA9ATvAZbGheO88/wD8Vm1xMnD7c9AylCiDUzcZvNkzWGsr6TfPU3rKrMM6vWNGBAwPeMWaeSwIOSEhhZd4OmbACTKrIMarWYy1rFiFFLFAtBNs1V9O8R2c71QUI3QioKcwqNC7fHzMBloTF47QAgATUDcKmBHlDLAaptnCilCgehh9kIsEwdXzB0WoBut+YTDiMATnNyJMfE4YDNCoSgJ/cNAwGQR7zOBAlixEhAyRO/boNNwaYwLVB6nT7wABIYskFDFlzsDCiogD4Sw4mE2PQD3PebS5gGEyQGGghNZol2bw4J1bPRDLFDbi/SBqBtBdmWnEw+T0CKwAHhLDiZTY9HgBFhQVlM5alDzCITOD7QmWxsXjtB9Fk1QRHGYCkIjIgLcRYThkoCUYIGZ7Qw0lEZ6hbzSCItPP/wDBCDAAAOB7NOWpr8sNhIgnAABCwDATPwAetwpGyA4gTHsGVXMSEPZi24IhCAfFvAZgCKwZ1gMtjQvHeATC5DaMEH8FiKGfHaO3Ye5LDiZTYxo4WUHvkymPos7h/mJI2zLiEgjS3hg4gIQ/A0G8AziUUItIwMJQlBV/TLSwu0DZZHFTHsGVXMCsbYA+bTb/AGVs7mBwPFYXegesbMFWnCec/kRAsgSu/eHqQ3lhRcHd6Qz94OgTqBFYgmWxsXjtA2WRxUZugIks3zBiLHCxgoGQgDUA69oS0jBijUG2LHAHmHaACVcAjlQ4cf3Q1LSwu0LT3GwOYVRYAuBt2ja4EjBws9od7RPbMrgMAaJfuHCvVCgQJAQd3MewZVcxEBTBIW4UoG9rvKBhslt3iVACpENCESTogPeMFgCF37S0sLtDFwpR0Yi/ZWm45g4QgKdyNjHSOy41PMAK4DIO7wZhAgsjgwi0TjEq9I9wE5If4oYKig5vVxBodR0DESRJHImtRLE2N4YBYQkOB4zBRZA89pfSMYNnvzDx0FFF4neBlKFEGph+KkAOWBOcksDaOVxFN6CLCcoHCJIItnlh1YFZ2HbiV7AKOQ5aWF2gCEAAsk6QdM2AEmBiJIkjkQnXpTIYuOqzQBPme8QLIErv3h+gyaorJcQRztxO3jc2/aO+BQAb7xx2oTbaXw35l+sIQEkkJOtQmWhIXjvDBiTzjgQfVkRYVwnAvcG4QMCLL7zOIAbVI7xUCGyxYecADKA/Br0ZGBOqHQNyT6rEFFYCSyQ8Qybi03C2ERzXVgsgCu/ecZJYO8pTuoXhawSbg03LRSm2cCARFgga6IFgAF37QmALgDr3g0p1AQojYw6bgmxhVQQaxMQAkUZkg5uG9gPM8/8A8UVLXGabadCABJIABrU/oovB2eqAAWbmIlvMakChzBsAgCQ1rNYaivrFlNixTSonibO0KLkBxZs6EICCCAjSoQ4JwBkoGImwCOT0blhql+YVTUDQ9NZYcTKbGEICCCAjSoaWDEqZWFL5gxNJXBgoJuVtTzB9Bg1QKOAEAkwIQJTSBgE1ig+8wznh1XB4lANUm7j4nKAIX4ASINxClQYKRhCEJJsk6wQnQ3hgAIm+8Ew2QkcECKGSigBU3z1p6RowIGR7dAgKtxPTv43Nr2jkZJBHkUzlrUPEuLAM3s/MBjxOAJaE4jNhb/ab5q76doGUoGQ6mB8oNQgA3WY/kRAJJvLfmFBRGDNA4Bu0oBqk3cVHE2iSbi7UEhQX6QRhBWEm15hQCIogjUzcRER9oaDRupfnC5Ex6Mzz/wDxXye/1XYe4fFby0Wpt19BKFAntEAyIh/aBhMNgU4wGRAP7dAxEkSRyIQhCSbJOsAUAAAAHN7cworIE+HR6XgacHaPVxBodRBGHTO0lPmB5iIADU79KAbpt4FDyKNlClyRAd+x5ndBWTFq4A0GplpxMPkwgASSAAa1GAJ2AMQubnNn4IeiLJJCGoQ6ayIbMi4KfZEAJ2CMdCxUcHvd+oZSgZDqYLgLprGuojiiYvCVLwGnvbhpogoB394brwMF+ICIFAAKYyjRfjW4i1YkiOwd/AwUhyAQJ5QSI4ApfaKEHszR7w1A47AqtRxHS8kBNZGe8pAddkEmP3MAQ1xAsgSu/fp5/wD4LSTcHf1xiCE2JQdNOCUeygCjozVmAWTmuIdZYCAaODpLAatNoIUAm0CBmGwmgCeJZGpAEBmVbqhBfxQrZOyyYJBGgLGd0FRELgwNZL8RsSYgtiTM4LRQEegUHnCRoeyYaHWHAUWWzd2h4qIAzvtG3UY3nE7AEgBSUOBUkksDvB6OQEAaOx3glXgRYjDJDgL08VLYXVTRZfMBZOa4irgK1OOlr4hWCEHSIpSow04WJkiUjAjg8AAIIWgirgK1OOlr4hCjQATyPvKIyIBkJZxjABHvDzCAaxyuHHrDGbB4d4gSyBDojwnDJQrKIBYlLXqIDHicAQEABbFClCTLlmBiBeq0Gi+UZpBEGirgK1OOlr4hi5IgKB6zsBwVPiAeKycV6Qw4R3IUVcBWpyyEo8xzDigsZDWX6xVwFanASMhMgVMXWSC/hgTRxHvR4pChWkBZOa4hpHeoL/BBGwHkD45aBAEw9BYfjc+T3k9E2QEGC0gGWA1UehzZsUseMKKWKBaCAzgMw7mKYEI8TcO2KHADmKXTMVp6QyMZrQHVSwGqbZzOWtQ8QwVkMgAFZ7/eb5609JlWptsRgIOhinFhOUDlq4MUfhCgoDJgqDjsIHnG5BokehgwRUCWoUFEYMWZWCpOa8/KbCRaEKCgMmcZuXfkS+QCZNLMSIUAytEeriDQ6iFFRAHwlhxMJsepxIsao+D7wmlDJGom0tAC3OohpaAWHLmsNRX16HCwQvveM1hqK+s0hqL+s3z1paxNXsWWRHIAg2dyEJlsbF47dCgERRBGopLAALKaQlDcErgk2rPfrlEpNS8eudZEbqEawhxLVfeAy0Ji8doRCYyXbp5//igjRoLJkpCwUkbHAGMwMpYMg1EEm4ppxKss2qKVwBpambpksCHK4im9BCIxDmV4wmWxsXjtAgkTQAG4ShQJ7QBAAg0QdYlACwFE2e0LkCFozCZwOYdx0AZoMLYoeIUmFcxSo2UC+OOVxFN6CYAjs9oiLrnG3jlNgBdrECIAhDCQ72hjaSyytXvOSObLrbmH5OAU9tuYShQJ7Q9EWSSEfN4sANQdE2CEGaw1lfSb56m9Y7BHvCITOD7TRtiwmu3MIIYIewt+8KhgBA+JygCGJBGwg/jrtmrrp2lIpSbOYRKbQ/DostsUOBGZXWT+44LwFu3EKjkDA7BHvO/jYkveEB8aQV5R8TlAPUi5tg91tCpkT5QdAxMkCgYEKWI6IG288/8A8V8nvLRgQMD3gMeJwBDJrbTDGkJHGsJ2PvFCVvJ12gQIAhJOriQg4MHfvGjBiQHv0OC0ADPhB9Bq53PoEAiLBA19BZAzG5huvIxf4lcUltXQ6UA3TbzMRC2SqCNyfuX56FkODQDBcG9IYHvr2gNXoMDIYXaWpgUGQbEpOJB8iPVxBodR0PjxFazeneBDTdCjLDiYTY9CjgHD5xL9710GkawliUWrgDQamWnEw+TEAyIh/aDTcGmMBbGbxgJhyAM4CEffiQq4YmAJQE8UYZJwaamX4rB6e0JjxOQIQgIIICNKhYmbBSMGUA3TbwACzcxMYNKySRKUvnKeUDF2CPo5gYibAI5PVsnYM0BMiwUtq55//ggEIABZJ0mmUOCpnsxzc+T3nKJSal4zSGov6zfPWlrKTiRXInbFc/ATOgwLcCIIMH7hwhtYjb58etVkGNVr0ERAgoAeLMICBGTfc9CgQICCd3Ftx+B1HB5qLUbQ6bgmxiQg4MHfv0YDIyX94KCblbU8yz4yA8kekbMYqzRufB6PDedvGxJ+8bRobb9upAAkkAA1qLLbFDhkqxUMIRNFGgMZ/fQDMjEobrwMF+JYDdJtCoYAQZDRRbfjEhBwZO/aWpxMqEMnKAJud1AMwjR/rChxJGoN7a05t2RsHAxSeIx9zM5alDz0/kj3hAQgYv0LqkIGSJ37QiMzEoGbwZi9jECCQNgg7gYibAI5PRqeRu/8h03FpDDksgJP+AUi9sPRxC6gyQmq3BUKNOw8mCkv2AGMhzS/lSTxrELEgPktbwIoCIH2OJpOQVgdoCkDsNBdnoIZIaI3D5iV6hIKgsQmEYEArH6gHFpZcq8IUDKK2e/rDWheBoZQcSKbCJabwNoiIiBinDpAXFqoVU2CSKFaR8ThgEAAkgAOzzCggvYhB6n0gFfBNWphMaZI7eU3z1p6Q6ckQlXnfMCWEy3X4IctW7v4IbUaEBpfoR+JwcAGafl5Su0AxA1H4gUElDbz/IABJAAdnmBEkUAEhfaKS83zAgJIDmfFDWTdgVe3EREDFOAASQAHZ5gxADgAPt7QRlkxwJqvKXUHAwjtQABDb8Qp4NgJef1EhBwZO/afH+oRWIY4xAwhCRH+eJrjQsEV2iIgYpwACSAA7PM+P9QZBGFgLK3gagbQXQleoSCoLEREDFOCeMSSZNMjAUXhAOogAZVNcjiAASQAHZ5mnQQAq8YDDiMgTwTAKCCAAEAGn+KcrgtPWO6CoiawRFpqw8ha+0sBq22gCABBog6wYbwpguvxLAaptnCilCgehmwkWpBHySRptC0iMnCEQmMl2msNZX0m+epvXoGUoGQ6mEnjNXXueDBdeBAvz081UO4tXAGg1MDcIISzNaYQFvvCo0eDBhjMMQAwhK7cwGWxoXjvDswoQhL5hnEXRGgflHytkuNRzLAattuoZSgZDqYTYl5I4domd6j6WRgTqhNIai/rN89aWsWE4ZKPKbNihFcgJ6Ladg6AG3g6YsAGYGJmyUDBg03BpjNMIioICQtTRGQKPsYrF8NYABAQbBGs2zVX07wENGMbJGsMMCVgjraIEjqgPeYROTQ/HoGUoGQ6mDuJwBHH+KY9hFZ1AlYhFAAlT25hQWBg9CilAyWhmcoBb7RjLUsWehAAkkAA1qVw35lesIaK80f1DsAItBXLlBxIJsIdYBNAOsAXaIBN9uoEoFz3iBHhOUDmctSh5hwWgAZ8JjLUsWeigALGDTLlotTbqAZkYlBubyQry5hq0qhYEEw+BDogx0/LOuprCUNTt43Nv2hRSgZLQzGWpYswY1TLqMa52rlZ16bZq66doFCALAOzguvAgX5mQ0UW34x6uApDqZacTK5MUrgKa0M4ySwd58NvBIhkK394OibBCDM5a1DxFCEgZoXImPRmCy8Aw/SGAgSGAPNGd0FYEIckDQncQ4St4Ku8AAgINgjWOmsMBGIBmAaP9/o8/wD8EAhAALJOkIikKCfkhReMstIIWP8AYikEvKBiJsAjkxZbYocWE4ZOFTAjyhhWpVBb8cwoLAwYQE4BgVD7wgBQBCPwhYwdmcv7FYewXNbw9M2SEmCwFNEEEZxklg79OckoHaVGhqCTQmPE5Ah6IskkI+JygHqCxYI7wDMjEoLrwIF+YspsWKLCcoFOcksDaKkd1xoeIBpYtDDGsB0SGAh8cfE5QD0bkwAyC1h+iwauguvIwX4gWIAoJ7Kb5qq6d4TAkFtDpHBErUnzivoUQAvt1JRFEvygZShRBqYWImyTOTAo4AQUA2wHGNOZdUBtQ17zSGsv6SkW5N1N81d9O0CCwIicZuHbkwIqAEeEJgSC2h0+nz//AKy7cQfgS84MlYPRTZw17jQhiyIehhi520KK2EIMkMwWaYgCJsl+UZRcFoZhrBQZeJjeFYReQPeAcQa21G8WsYNjSPYEA4oKGmOKI6PsDT2/EQYwgAA+AoUAJhMhnf7y4vg2wDtDixQGYFt3NbD2hQIEgIO7hLsKj4INemhsVfMSwBZyXnEPPruQVH5ow2SWKioWe0ARNkvyiAgkbMyyLf3azfNVXTvGUXBaGYqFntFZZHUYh8EwFkTHQMKMzJj8vTzgDsIkjuPYwJAwJDWJjxiq7xlFwWhmKhZ7QBE2S/KMouC0MxgsAQu/aCAyOyEeRIFmdQSykyVq/cMjkIvsIQA4EEH1O05JAKyTrDe2Yjy+0ZRcFoZioWe0CE2BBMqxNxI9CNg9VKouDXAI7UpziwR7QhhQW8d5pBgAmFp7jYHEGJIhgLAOAImyX5RlFwWhmKhZ7QBE2S/KChElMjr/ANbWDkHQmXmMajX6fk957+NiS94Rbm2fVIQcGDv3i2pscWZ5lpxMrk/RdVTRCXpHsbtroRGfFIQdE2CEGWA3SbQqGAEAsQQltAh6xowYkR7RAsgSu/eIFkCV379GjBiQHvAFYF95z4xSuINLQRgMiAf261WQY1WsGm4NMYe63CnPaBUdENDQesGasxHY/ucBpTEGjHfHkEb/AEhAIiwQNTIaKLb8YBmRiUF14EC/PUOIQWB7b8zt42JP3gciQtGYDOAxDuIFMifKGbKXNFUCBAAAB1fXz5STBuPeOZ4YKia83oThQsr5JsJDpzklA7RSuINLQdPP/wDrECDLILxyUdWfzK/caPoQQbBWibhEZJqhfbgSwGqbZ9BJuKacs1jNhmG0JVRMEHYoUBnSK3ce5OMkoDeBAgAAA6uULDi8nRZbYocLkoCRsfed/G5te01hLEo6BHv0KARFEEag6ZsAJPQWoAsWZrUSxNjeLCcoFEhAyRO/aHomyAgwACAg2CNYShQJ7Q6hQkNc/uG4BCIFZ2UAGANl9oYABIaHmjCgkTZJG4kIODB379EAyIh/aByJC0ZgM4DEO46EwJBbQ6S0U5tnN81VdO/U79GBevPprhEHDpuCbGL0SMhHBg3N5IV5cw+hIKEA06qVwFNaGcZJYO/QmBILaHTospsWKLCcoF08/wD+sJnaZC4U/PQw7Bq0Ttp9DoChUcCN4MtGC1MW1aBe05oWl5cxRrHTj80En7wozcBX6wGHEfACXFTURfhiVezm12HMubCklICDKbJD36O5/NRte0OBdRGqINAA8BAZ5h6gypRdkQkVXKdRCYAUGAFwh4JwR0MLFFH6ro4KoPYJSKm56sdHac9TtJbEpsihVQO4Qw0ZLUJjxPwA+hznGBRyPPXWaodlx2isXw1muFQWHTUE7wcpVMHPnM216he30Oc41ShuEPEGEcNtuW5+lznOVU2GlHAN9Av4vpc5zgjbgGR/yJ7AJCJFHfq52DEQudjUD92pKnn/AP1rjhgjFrU9uPoKC5pcj7B8pTdMQr+6CMHinT1jy7Kgj5wuFiaDPDE/qy/qyLD1DcPM/qy/qyOAsMwMFqLoqysAhVXew2giBKQRrXeECpsQTUAenWdpNeCPwWIjNWCl+YwUWseOTCw2tHQciCwWCaoBQ6kIHIAlwIxeLTI/qyJC6utxvAAqSMEVMgwGRt4eQYtJyWmVwEBEZ7iDiJISF9No/qy/qyAenWdpNeCf1Zf1ZaERlydif1Zf1ZH0KFiHHjChc2qDfeLRqACIVvc7GAoamhCJAWe01IRoTx3nze1CgHgiMIDFCyBcAocKgtDe583tQAVJGCKhECEkDeu8/qy0IjLk7E/qy1IRoTx3hYbWjoORP6sj7GynpDBwANAi2ab1mhCJAWe0ESB0WdZAgkIJNkmzzn9WQesFl5I/9VAgVBb7FZFYW+/0DVRz+d5oCNJxrCWJQqYEeUM2/wBhTO4hMtCQvHeEQmMl2gLFgjvCgERRBGpYDdJtCoYAdAWIkgDORGpVGmbEHRNghBnze1O6CoidkFRMQgh7D7/KgwfxIZ+kFiwR3h6ZskJMX1RBjQhMACZUK1AqZgoCxC27mthb9CgQICCd30JloSF47wiExku0dgj3iBYABd+0IGBNld4+JwwGfpcEBMgZhyQw+e0dKuPLbNDiymxYp/BQkAZQKn2hqK+oGrhEbDqGJ/BQ9M2SEmAAAACgBpBpuDTGAzSY3dGgbFqB3HEOjCxKGvjo0ZI7tPWKnAVNL+x5bZocKKUKB6GZy1KHnp5//wBZmgJEzwCQFkXhDXf6QFHRmrMAZkYlMwLZAHn01giLQIKAgInZMSQNIFRcjQ9dZ3hB6lNYSxLoWrAdx0yic2peE/sn2lgNU2zmMtaxYjZBIISMP301hKGp28bm37dQ1YHsPpDEyQKBgQhASSQk61Fltihwcu8sG5QtpiIf2PECCgICW1hdoEWnYC+8N14GC/E1giDQKi4Fodg6x6uINDqIDYUljJ9+iAZEQ/t0CARFggahbCI5rqGUoUQamFiJskzkzDuFNiWfeHUPcPR8ThgMbwBBL89D9Bk1RCIrvWgh6IsgEYNYMQOmP118/wD+tboARwjOoaPnv9Pye82inNs4AFxpAfnCZaEheO8ENOkA6DfvFK4g0tBEDG4Jd3CZbGxeO0aMCBke3UJ3oDLo9+jRgxIj2+g0XgUH6RgMiAf2gUcAILAattutVmGdXr9KsxKykHTNgBJj0jmeGlMYnmvEOBRTpv8AcWriKQaiCy8Aw/SFiZIlIwIQAIIAQdKjZOwZoCZwaVgADpkNFFt+PRIQcGTv2gYiSJI5EDKWKIdRLHIurTrz+ik4kVyJaAq7ABEFl4Bh+nUWoAsWYGUsGQaiIFgAF37QL4BLw9CtZtmqvp3m+aqunfr5/wD9YaL3FBbx1OvUwM7QGohLIr8BqN3pvAjRoLJkpABJAIKo8SvcJF0XiPxOAaXpH4LUA+GkFSNoKAFwC0dRA57wASQCCqPEFXYAHodfWEy2NAs95pBEGh6NSQtljWNSFTDFGACSAQVR4le4SLovERGDNqIBkRD+0oYNJwuPvK4sUEyAe0AEkAgqjxK9wkXReIiMGbUAEkAgqjxNSkmQI7TYSLQmYiBMKYe0DQK0TTeIiMGbUYReSiMkfucksYWENeYAVkZHHToHBqe02p2bB2lHtCIWkcWriKQaiCFgjEFmVJo2SIARBkAOKhvBUjaCgBcAA0tYQExohCTle4SLovE1aMEbxEc9KRCMV5yvcJF0XiERrPh/N4BIMxxXEGADCieVOckoHaDAnIMDdD9IiJBZCi8qY5+esAEkAgqjxK9wkXReIiMGbUAEkAgqjxCgJ7CBu3eKkEwZZG/5g5ynOasQEdZKkL7zVGELLT3EAEkAgqjxBFAILAjX/BMRGaEANrMMkUDYv1LzUMAEkgAGsN2AJAC0pSucN5QAKKwTdI9Q1YHsOm2aq+neEZBOj/eEy2Ni8doWrAdxEhBwZO/aJCBkgd+87IKiYZJxTSgXpECA1ioggByh9QasD2EF15GC/ELkBhLoAbcQiExku3QqMuLSg6YsEmOgcTpEjUGBoqAoz4QsgNqAFHmACvEXl4QFsJg1HgzBUSwW+OpUwI8oZYDVNs+qQgZInftAY8TgCAcw6gvaAw4jIEP0WDVOSmBJxYTlAugQIAhJOr6sFgCF37QopQMloZjLUsWYyMCdUOmkNRf1hOAgMmR7QMpYMg1E8/8A8V8nvIRWAA8I42RAsFyo6BTcdarMM6vX6Ql4Q2Bz36IBkYL+8oBu23UKmRPlBAxEkSRyIGUsUQ6jpjLWsWIUUsUC0HWqzDOr1+kSzpL8+sCIIon7lwoECQEHdwwVJScH8RA+6arwlFVFguWDBbReHhAYcRkCWA1bbdD0RZJIR8TlAMC4uVDavOBiZslAwepyAklI0xm3CbsBkFVdecHMjGAoUY5XAGnoZxklAbykW5N1N81d9O01wk8SOQ+FBXioUVkCfCBAIiwQNddWmWpOPVwFIdTABXYlamDpmwAk9PP/APFFGnYeTBSEy0JC8d4JJYAsoLMWDEsutHjaKODtMKTRukzSGsv6dSgBywGt/UGJASBKNIhGQViugk3FNOd0FRHQFiwR362A3abKCIeuF2ob94HwK0JLTeALAAxFV0fE5QBB0xYJMdHYI9/oLGIqHeBiZslAwYlRAQGxnYwOQMejPUwECQwB5owdQiAKYDv0lgN2mymKWAMMc948ts0OaNMtScA7ZXYdoFIgsybmIFskHygAAAAoAadAxEkSRyIGUsUQ6iEwJBbQ6QoPFSBX3mPsEGBZ2hlixtzXrNWHgLX3nn/+GoIFiIvGT25xPk95ficA0vSBBQEBCgQICCd31ZGQioJxuCYyaI4hMeJyB1W4DTt79QoECAgnd9CgERRBGuoVFMiwGqbZ9CpgR5QywGqbZ9A1YHsIstsUOFY0UJ7e0MGpgRaoQigiQc1ueJ83vS04mHyYWJkiUjAjiAFjun6wfkgwhd3vzCITGS7S2sLtB9Fk1RKIKKyBoeYDOAxDuOo8gEYJHrNMIg/oLYRHNTsgrIhk3FpuFGFhdEQgUmYwsPeCScWmoqUVdk+vWwG6TaBR8ijZzjJKA3jIwJ1QjY3BAAyOYDcSBgRYbGApYEWQI5jBoaMn2nn/APgg5q1wHN9kSGiBopfmC8RHtnAS8DgAUVgm6RirgC1OKlq5gCJzfM2p2D5wRY4F89+YUJMAI0kYJ6AOSoqWrmXIZD41tAUC3G3+4RYF+RVlwBE5vmFAkzJEbD7wsMyAtUEyk0JfeAUHZS++nwxUtXMAROb5irgC1OKlq5gCJzfMXFAOXJo7znJLA2jlcRTegirgC1OKlq5jMq1bjx4irgC1OKlq5m2aq+neYiIEwNBbzFkx8cQVAkK2vC4sTZW2GZVWcgHfiff1fwxFcAmYvPMFoYVEGjCuwY/Z52gkZOjk0d/CDWBxgtWRBco3XA3irgC1OAyQHAUfhrAETm+Yq4AtTlkg9+/EFxmDEYVWQMGDiJhZcNnaAInN8xVwBanO/jc2vaEC0/bYrgrYSt94JFQYGzHrMolJqXjFTJFRJ/MOm4JsYAic3zBSOtRf+KUriprWFaUCRrAZwGIdx1pOJB8iPVxBodREIyCs1Cl3Lx2TSCINGjBiRHtCUKBPaBBImgAN9QZaExeO0IhMZLtHQI94eibICDDNURSJOEw4jAEPRFkkhHxOUAwFiwR3+m+G/Mv1i4E6kQVrP4KfwUHTFgkxB8FBYtvWFz4g4c8wIJE0ABuFAIiiCNQqYEeUMDwCZCjAQQOFh4wRCEA+LeCgIuQNnjvLggRMOosAZJOnyeIdgQSHNfyC68CBfnoEEiaAA39DsEe/1G016EA7RSuINLQQ3XkQL8wDMhA+nn/+KIMkMwWaYmuEQcI5ECAckMk4ppdWCwBC79pQDdtupc6vDIwBtGHWQcmORz0VK0wCG0BsSD7/AE2lhdo9E4Bs9IAloTjoA3lICqsgkQtwgxLMeriDQ6iGGGwTmMFgCF37QXBhOrJ1gZSxRDqOilcBTWhnGSWDvBJuDTc9ZQ3UILqITke8pOJB8iHRcCVCv9QDEhku8LvYdgN79FhOGSmBKA023hG6JoSQUoLuICgbIRQSgUamaIFsJmOrnQ7vTxm+aquneNGBAwPeExUQbi/1HIfKkrxXW2sLtAY8TgCD6DBq6FBQGTNIIg0eA7pHX4OAZA0heKmWCkN5aLU266ef/wCK1BEmoGIAUkl9/aXIawclrE3xSrWuukMVgKL6UA3bbqDRIKtxDaaQ1l/SAslAEiNAIoPJZ6jaHScGmEKKiAPhLDiYTY9DReBQfpAgERYIGowWAIXftC6OAIIKn9FCEBJJCTrUN95WgjaDSBaQ4PHEISlRUM8QdEWACEaMGJAe8qsgxqtegM4DMO5imKbGQbcfE4YB0BUzQw5MNPYAaZaLU266KVwFNaGWptYNzi5yINAiYxCg5B9IRAIggsET+oGAWgEGRpCxM2CkYMsci6tOvOdoQWhRWS4gnnbmasPIWvt1oCBTPavvDJYnqesP9CSGXe/MLOUgITDjBDAWliEy2Ni8dpkNFFt+M1wiDh03BNj0LEyRKRgQwYQQgQdP8AISlUyFEco7rvjWAQ4s5hNBoqPAw45ABk3W4dslACbfuGEhQkBi6mECRpMDZZHFR1ZXcXs4TZQy57BgYpIi3JEx7BlVzAylAyHUyjgIYACN5rcURh2IEgLCWTwnnP5EJWh01DvUC+QFpBHj95qw8Ba+80TqitNHLSwu0XwSCyAAiJmR7A6LmFQxRIHb9w68slCLHRMZ3ABY/cpSleatalFRRVczCJyaH4yj5UBpA5KAkaH3gUAbA+PgYU2GtW8/yBAgCEk6uJCQfDtzDcogQSIj4pj2DKrmEUMqMTSYcgDOSxDIRrak+cA/BlBeYm5KgFUOYJ8Ggx9njARsoDjmj7ec0giCTHsGVXMNyakHHMCWomhRAzmBAgCEk6uWlhdoGyyOKmPYMquYtXAGg1MZkCz7GP6VsFDmJzcnRL0g+B0FaCpj2DKrmYEQIXpwZ6KfcwV6EzUw6ctLC7QNlkcVHuAnJD/FbdT2ZIj4/wARwOEC/wAY6biR6EpK/wBgjNYaivrMolJqXj1LEyRKRgQbIOFHk8YOt1ChMeJyB0CKwAHhHIfLgrwcOjEBwz17IKyIZNxab6ESi1hx/Z28bEn7xmuAtliBiJsAjk9DhU5xzR7TviuPiYMMFAWn7ywGrbbp3hB6lDIRQACB689UCyBK795QcSKbCYgQvh3DhUkYHBbztoQbAQK4AXoaGFP4LoAWBIDCxUrhLyK9PptrC7Tv42JL3nx/iPicMBjooyiAF+HQWBLpi4Zb0LGwE8uUkwK6+f8A+KDaLBqURcf2R7SwGrbbogGBkr7wy7GSs1tKrMM6vWOVwBp6GcZJQG/WqyDGq1+hYThko8ps2KE6CNgafqPicoBgZSgZDqYGImwCOT0JnA4h3MJyBr88vaf2R7RowIGR7QoKAyYegAfYecVmYbQP6KRbk3UMJKCROL/CEN4eS/NDO3jc2/b6ECwAC79pkNFF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4YWcmFjC3GLiYaTWOA2oMe2EfnQwuLbYEPNpO90igiRWUJWeKfZpNY4Dagx7YR+dDC4ttgQ82k73XEF7EBLsu1BlM6TWOA2oMe2EfnQwuLbYEPNpO90igiRWUJWeKfZpNY4Dagx7YR+dDSOA8gtzWBLVNIoIkVlCVnin2aTWOA2oMe2EfnQwuLbYEPNpO90igiRWUJWeKfZpNY4Dagx7YR+dLlKDQpiEY7J7nONIoIkVlCVnin2aTWOA2oMe2EfnQwuLbYEPNpO90igiRWUJWeKfZpwMLdKmb1xBHvNrjQwuLbYEPNpO90igiRWUJWeKfZpNY4Dagx7YR+dDC4ttgQ82k73SKCJFZQlZ4p9mibvfkcxwcbm8fiKMLi22BDzaTvdIoIkVlCVnin2aTWOA2oMe2EfnQwuLbYEPNpO91YG/UAksqdw7ZNJrHAbUGPbCPzoYXFtsCHm0ne6RQRIrKErPFPs0mscBtQY9sI/OhhcW2wIebSd7pBbNybCDi3hsTvKVNY4Dagx7YR+dDC4ttgQ82k73SKCJFZQlZ4p9mo0YyoVyx+EZ7acpaGJcIeyuPfXEF7EBLsu1BlM6TWOA2oMe2EfnQwuLbYEPNpO90igiRWUJWeKfZpNY4Dagx7YR+dJhehQM0f8Az1GqbxmGO87aM4vz1UoWptYVRbm1Y0IhmHBlkjC7b63+OkUEW5coIEEZt6hYYIRqgPFKX7OoLHBIbhzc3244d7jpBACFQF5hWfb0hxgODVI7Zxmd/wBnSSqFcwxccvE9/G3SWKFM0xc8nF9vO3UDWC4EQhvnOb2/b0BghGqA8Upfs6ksMFpuXEzffjk2mekEAIVAXmFZ9v8AtFi0Fyvj0yxJ78dShL5zhWPZc55njqSXC+PTDVvvz0vwk95WJ4Vni8dTT56eaqXw0nEnHSweOnmiF8sJzZz1Pwk95GJ4Rnm89KC5Xx6ZYk9+OpQs8Z0pXumM8Xz1JLhfHphq335/2ixaMIFJXwKh9vUJggBMY243uJ25PM9ffZN78Tntr8yjNn/00jCAWV8GKfT0oEIopOC1r4mLv1MirUkcMuHnf546WBVoSOWXLxv8c9SBSKCzgNI+ZmbdKMIFJXwKh9vUoohFcYSY3ub24fF6UYQCyvgxT6f9osWGCEaoDxSl+zqCxwSG4c3N9uOHe46QQAhUBeYVn29IcYDg1SO2cZnf9nSSqFcwxccvE9/G3SWKFM0xc8nF9vO3UDWC4EQhvnOb2/b0BghGqA8Upfs6ksMFpuXEzffjk2mejImVd/acfG81xTE7F8f7RYtBcr49MsSe/HUoS+c4Vj2XOeZ46klwvj0w1b789L8JPeVieFZ4vHU0+enmql8NJxJx0sHjp5ohfLCc2c9T8JPeRieEZ5vPSguV8emWJPfjqaiFhTaKyxmM8XzpIasg/wBjzpYAbBcvt0JLhfHphq335/0C0w8CAi3qGeO04uelGECkr4FQ+3qEwQAmMbcb3E7cnmMavRLFfHbPvpy6Aj40YEmyqeqMIBZXwYp9PoIFGoGff9xoXaKkdz39ECEUUnBa18TF36mRVqSOGXDzv88dLAq0JHLLl43+OepApFBZwGkfMzNulGECkr4FQ+3qBY3wQBJB5z7bD4q5wBA/hNPICoQJNnt2zvohSAGJXv6owgFlfBin0/7RYsMEI1QHilL9nUFjgkNw5ub7ccO9xeh4BTCZ/wDWt2gjswu2du/xpFYQAZXv3P8A36ggBCoC8wrPt9BEo0AX7/udC7QVru+/oHGA4NUjtnGZ3/Z0kqhXMMXHLxPfxt0lihTNMXPJxfbzt1A1guBEIb5zm9v29AYIRqgPFKX7OnO5sVkHMHfVY2zUqBQ5J7863aCmzC7427fHSCAEKgLzCs+3/aLFoLlfHpliT346lCXznCsey5zzPHUkuF8emGrffnpfhJ7ysTwrPF46mnz081UvhpOJOOlg8dPNEL5YTmznqfhJ7yMTwjPN56UFyvj0yxJ78dOPIsHYAYGbBo5gpiiY3OZybL5z6Q0PM1WBn1JLhfHphq335/wixAICoix2DL7GgxBrQXKFy2pzuGO0HCqvIO13mZtXf/wC8LBmsRI51x/FOxjIXcNIwgUlfAqH29QmCAExjbje4nbk8z04lPgapJXbX4bKRG8O3ojCAWV8GKfT0cSnwNUkrtpyCMIOFFVl9hz89TIq1JHDLh53+eOlgVaEjlly8b/HPUgUigs4DSPmZm3SjCBSV8Cofb1KKIRXGEmN7m9uHxfRKA8qQCz4eqMIBZXwYp9P+IWnFBVGznBNSpSN5ooCAIoe0YxtMGDYXf8A8AsMLoFA7ia+1eAJISTQYIRqgPFKX7PQMLqEAbq63kFIOcA6ipulZA4o76GwGG4EpfvTlh72FTKR4+nLca/tP2XxvoKLKYJSIiZZ96ooOkOSuYHfWTgzMBAZ0BACFQF5hWfb6td1FFGO5e/Gkpj6kIdj/wB+NHTGCgLgh6+AHJmFtTuae35BBoDwvf0JVCuYYuOXie/jbpLFCmaYueTi+3nbqBrBcCIQ3znN7ft6AwQjVAeKUv2esVN0rIHFHfQ2Aw3AlL9+nlTaxY2e7rkyBhVgWzf8641vg6LbHtr+ZcdiehKB8qQQX4aBACFQF5hWfb6c7bhYt5fc0sF2hge1Pf8A84s8gQl0i4NJwpXYvQkBlkIIrugqbMgUJei8K0MxELXBWgurKhcsEE5uC2TBXQYehIwZ1TPPac3GjAzIrIluZjmLti6sZFcAk3r7vbDZisABBnwYteUzNnRl4yzDurYq/czo9RJjyeaJhWm0cmNIFIoLOA0j5mZtqNgygYRbMXOeMXQxEls33R8afXCOfh32P2H1Fu2sMBAFczG7F2xdQ4oaqxglznxlnSBSKCzgNI+Zmba2cn+2nITAVi7MuNGqKUMAAHy+CYdsaQKRQWcBpHzMzbRB/gqKsq7MquXZl1RT+zgwpVstr76QKRQWcBpHzMzbRgZkVkS3MxzF2xdPMqeCXXdd+3DtjT0ehKZFTyk+Hw6iKnCojR2QUleRUNKKIRXGEmN7m9uHxUCkUFnAaR8zM21mXS9xVwNmYvi8rNKMzgMKvF+HbFQKRQWcBpHzMzbTuJqkuBaMrQcSHBpRRCK4wkxvc3tw+KgUigs4DSPmZm2jAzIrIluZjmLti6UUQiuMJMb3N7cPivCGEzaSI8rI77RHJgZkVkS3MxzF2xdKKIRXGEmN7m9uHxUCkUFnAaR8zM20YGZFZEtzMcxdsXSiiEVxhJje5vbh8U6zAVvUwV2JjHeZqYGZFZEtzMcxdsXSiiEVxhJje5vbh8V5xAqFmbcZZmZPbQovAFagrIxcxfFxo9RJjyeaJhWm0cmNIFIoLOA0j5mZtowMyKyJbmY5i7YumgkikDALDnfbh8VFqC2BgMAWfPb5Td0JKKJsceffW9E1rHCvszM5Lnn+KcpGBu6aMPEWtJlaYEs7YvL4EBeHAYBzXDtxygUigs4DSPmZm2scc8ArKycVWPGLjWeIrDpiZWtG3OzXaoFIoLOA0j5mZtpwaGpbQcx2dl20TN4yBE2ec/T4qBSKCzgNI+ZmbaRhFWV4bFPp/wDLfyApgatg2XKwI+t0klcJVA0rsOym2NVjAkYbCMNZKYck1BZWtIVrG1OWSuWvqLysGaVUBnXP8U5SMDd09Ly0ZTSSsLh+NfXxZctg7HSJggBMY243uJ25PM9U4vBARRL6IpbvsqmFte779AUB5UCkvy0gQiik4LWviYu/Uyw5oewA75b87Gvw2UiN4duhgVaEjlly8b/HPUgUigs4DSPmZm3rxPFBYzlxsOvH1/yEzJtpGECkr4FQ+3XP8U5Wcpd11hYM0qhXHrLEp2CrMJ3dBNFbhlZluVX4dsaA6WGZrvRTGzSZ4XNVIAHgNBhc5XhbMZmsjiqDNkX0RhALK+DFPp9JYlNMoswPZ12+PGWzcOz/AOcWSYJoGbQz4paFblerCjeFivL7mlgu0MD2p7+v5bKUG8e+ts3phDGFl7uNeKs/3jHFfesGKmOFGAO63oCxwSG4c3N9uOHe4poe5iMTHqx5Fk5QTITZNRUPNKJRzoEAIVAXmFZ9vTgWYOmIDAhuR52nNOkWOdZkEwjnMW57GqKDpDkrmB36CxQpmmLnk4vt526sjiqDFhDQcXgigUT0hoeZqsDOiWBhEo0vw0GCEaoDxSl+zW8gpBxlTQYXAIA2A6BtZzkqg4e73ptM4oDi+we6O640rQu2qChHK1tuuv5lx2bosbfAwnuv/GqKDgBgpmL20CAEKgLzCs+30O39LQgHA99eYnpm5aHc/wAov29Gyz3Ts6hyRhhC4Xs6hoeZqsDOlOSO4QuR7GqHBgyCTE4caOCDCLzUAjwbqwK4CGUplw20xiyCIiZQbk0ru88IQgNxvLxqHJHcIXAd30UJfOcKx7LnPM8aMw00Jlms2atiV0ygzIdz0SI3ISgbWaAml4JLIH8aWokUTqiuaG650bnAXLbXnic64nigsIwY2D0ipuBYAYq7aaXNFhRUgFwLM7Xim0gpBzkXQYXEKB2R9NtCSBxldJB8pYHeD51mP3mrIKWZEnEnGltci0m5H26GDx080QvlhObOehMLiEp2Avo/CT3kYnhGebz6pQHlSAWfD0CVkjIklzCeRp7fkEGgPC9+kWFkqhqxF3H2aooOkOSuYHfWTgzMAK408AORcLaPY0MZfISvuP8AxrL+52BVxZyb8aJOkzjGZ3OTd1LEpplFmB7OnGAegKhMLprXkkIIcL3/AM4sWlAeVIBZ8NOBkhCGBUm770vOAwCkABur86TKA8C5Riofae+mK5SFoFQvG3u62tfoYLeKXZwdtZXjwMiyV2v40eJCiBCLR7fWhsBhuBKX70JggBMY243uJ25PM8xPRdiQezpNMLsEE3Dns0OxWAWGTBzOdHQkOBFONBgEBkKNgNptOTWXvYGCGC7ptqMp2QmSqYQ620JIHOA9cHBmaIExpx/FOwnC3cdZWDNYgEx6DimE4R3fC1tOGaykkd8aZFWpI4ZcPO/zx0+VNrFjZ7uj/wDFzgm7aZfPrk4MzACuNEt9gxdyD40ddNB2abhuBmZt23a18JGgcr39Dt+ARai8p214Aci5SRezpEBLCKpgoD3POudb4OgSV7eqoVudcBmn04NfXxZctg7GlFEIrjCTG9ze3D4uvZ94yJZ7NcynyMQkjv6Fa+gjROB76b1W5JVLG5vOjt/S0IBwPfW2E9uaWiHjUu7LAwrEb2Z1xPFBYRgxsH+MWnF4IoUR0nG2MMUUudj6PX9fSOGcW/g13MwSyVLvn8GlECsQcZhnPZ+df9fN62W7a4GzRyWW5nt64YmDjSwlrvnT10VFUXB5EPve4WhADjFsbxyZ1Pg8KI0JbaeNJ9tpNDYBwTXMp8DUba7ah4h5ljEt5ccassib3JiOfYtdXo8l7I3Jx31lclRM2A0lvkGLsVPGqqHmsAq40dit6g7bbQdZ3NgsE4q7ax5Fk5QTITZNVp53NM5OA41KakFSAPhHfQ2qzQ0rN2Q3OPOiY5aRgKEvsOc+NZ3NgsE4q7aS32DF3IPjVFKy4CJV2w+30xq1jWUTPhfmb7a8AOTMpIHd0qmxQcYA/G22liJJJvqj51hYM0qhXHoBCIW08GI/Tow5ByhBFd+VN/t2RaU0Nimw/euNb5OCSU76/mXHdugYIRqgPFKX7PTiU+BqkldtfhspEbw7a7/HjLLsnY0SWrTeBkrcCwuljL4Gl91/41+GykRvDtoLAwiFaz5axNWJQhnDdw9MrkqJmwGvKtB4CJZfz6hB8hYHap50drEPFbsg1VyWiY8r/mFmSZOAbGQ3Zvq2JXTKBcr2Nfz+/QRHEIEEOHv20DW4FuIIJ6IqbgWAGKu2qmLIbWVg+gNeeBwFUAR777uKs0YAmAYKIYS0865oXl4TJ83UWbAIJnICo/JrIqIyb4L7WaOyRRAoEztfOispSAUE2O5zrMcJa4bchnLVFBwAwUzF7aDmEC2LQ7ZV+dBC8ijs3AyWvjU8NZhyCZm5rbbGDlFCHdNtX7e7MsZBkXTiIUEzcxuYvtpFJ7uAVcajvWIBZwIcarqVc9k0LuiXGxJot8fqowAZHm6OlC1SkVEM4cx1m8NhrK5cbu2g4vBAFALpog0yTJK05hOdudFTAAMViiuiMl2fKIduz20YkesUABUrADOiyUmFcwS4xNBhcQoHZHWTA5sRQp9zWZwYgwTij20tAzCsQFri9tDC3ysJ7B/1r/pShl3JDbvpVa8/BHKnY5xtqmh7mIxMaY3D5eKYRVulFB0hyVzA765/inKzlLuuptK9yQrZM9tNUvpUiv5hfJqk64ARTlEHfsa7fHjLZuHZ17PvGQZfZpmJvA1Y3OhsMwy0EiJxN7t76CqCXK3IarKNrrI4qgzZF9IqbpWQOKO+sHBmaIEx/lCxZWvpY1DhO2saA1Nlal3z+DSSsQItFVLnf50GFxCgdkfSt4xN2SSCM2d/jW04ZrKSR3xoOLwQAVWa41vg6LbHtorDE2C5VNsXOmskSRCwu7Yq73feUmzAxCI+Q9AOP4p2E4W7joOLwQAVWawOKoM2AdVzmHGBT3tvnXvtM5b8sfDjTYBSooUcLl7ug1KhKCbqvJobUQcRB5YDPjR2/AKEFeV76ZIKUBXuhflZxoUBP3EYLYFbTfSCyGYMRyvG5O820nFeD0hgmKuZpliKBt0lIiXTpRRaBCW5wM7HbbSIOyNGe45xJrzE9M3LQ7np9/Fkw3Hu6w/H1C3ADBVvjRSuUwmUNzgt+NS5XeBaMLH6a4v22be2U+NYnBgDAGYvbRwBT2Gj8DTg1kVrlRBiqZBxzu+D/kwBZ8aGIAxWIiY5yGs6FZO0zCjMfjRwqMgNAblN2F/WigaWnuBwXF/evE13pduUn5NZODMwArjQBkqQHKAG8786SXigJCFd3saWAdBPIJHv+NH7tBwMMM7VwcOlsDhsFYX715iemblodz0M8dvPYGAGCahoe5iNHOiNIcKqcpeMYZ6AkvPgSiGMhNtOtsQCZVp2Ttzo1ZyXBUIpco4m3+UWLliU7BVmE7ujuYGxJQpTIa30JInGV0qO3XaF2GOOua+tv5U/HfXG25WLaz3df8fN42Wb68qbWbGz2dNO9F6kGynffxpFe0IlJkH3x51HjgAo+13vOrPh120ZedYXJUDFldLTJkaRaXOONSdAPISyDv2caHWSpIqhxedWtC0xYNCfnVOSOwQuQ7mglwsBYC4qF9jS0vWaG7RYiDbWYO1Kk7qgvzp6Ng2Fd3BgXPZ1AI6WSpMjHZ31jYlRVHFe31oFwHPKVZY4/wCaXA6AKNxNRmAwDupBNnK4+NMG7AvzFDqHJGGFJgO7r8l1qHau+vJ/y4Bl+dYSJmLhlsuL40Xzwm79KG9uDztr3feMiy+7WAaazsIg3YdbH3FXJlK+bvrYuEURgPffW8K4+UK5croKpEpigDbwrSY4xk7noQFWLxaeQ13+POSXYe5odukCsFuTm8aTWZhEpFFjPGZN3QPrylRlQDKDL862nmugN2qCSzR3uN9SJsDvfjSYXUKp3V0O3WBWWTJxONBYGEQrWfLSjOFbkCQEkr3+NHTpGAtXNHs7a5/inKzlLuuoUiCJkiBQoX50MDUmWYs5lPea8AOTMLanc1UsJXE3JuHP3rApw4OEHjKeODbTgdhAEI0GxxpCYNlNlajdj7Ohvcl8OkE/yCxoTg2KIX60kREIbGZUGZnVHTvMFXdcGeXWABbsJxYXKvzrhbbEY7ZDlLj41GIZ1HbNuQ1s4iaHxmH0B2HHOsTgwLkDMTvrGITIAcHO6uXnXlSk3GXazM0U+wxiCDleIfGiVy4XdF8jy9kCjgmBCIiIiNFNGENBg/HEHvjvoARUjZdnaLnnh0Du8ErdAvumhpCZgtSHGONC0ZouNyhvy3QEIkLTyKD9mkOlQBWgWZTsaTC6hVO6umt/YoQDYvfafOgKuc25f2bHZ7a9/wAbJfZe56TeGnbLs2y8a8n/AC5Fl+dRUPdKrAzpaBpMCsPK8arK9GUuEO2dP7xoW0QqHh1axydAEsl/963kFIOci6hNDFg4Y3me87M1a8Bw5WZjl20ot3TdAp+H3rCwNghY35vmaqoe6xGJjRXdRRAhuTtxqJjdwsEMFDYe7N9YgSAQlaNDHZqUBV4AqgBTG9qd9FGSWDGMMZkcib8z0yulkKILXBjVwgScOuc47Go51EscsAeQNKQwpxrgrhl/OsMTFAAAHiz41tGFby3IbYZCaryQlhWR7FfjRmsIUZzPlcBotPUEbgZv48elVDzSq1carnMGMFPe2+dDRnDClDkm7+NPe4TwaO5e0+dBxeCAFANd77N9cDHb7NHVMJiYMAcXSeXIRRYT/F9Rc3JZvLi6JKSmAQ8M46/vGhaUIssgHa58PtpCKCyndmMRnDk0IAAn8UZNg3Cb+xpIttLC94PjS+42iAINtzdPuWAAXAhdzX336Uv/ANfN41bJWQlEcONl1ZNbIo9qX86f0XjakCOIO450nzqlvhuO5IbzQYKlmA8YH8a8eBax4Mm6jHtoWi8wVWrjWzi4gDM4bx2uv7xrt/trBds4t/BoCKKEmC5UhffJ50cEy8U5wWeT3xNnUiaxOQtSht/xq6a2RHtC/nRoTpYEcD8T5xqZSCihV4zPYxJoFcYLYqw7ZV+dGCYkKVkHvjzNbbjXckMoI3QSi8wxGjnU01uCveB/OoujwUIjWZntnWHY4DCOFu4u+v7xpaT4dgkrjOfY7aXfZz0N1mx50XFMoZAGDu4y76yKK9EYZO+zzoqhOcpIEwHbe76yLiKGhw5c86w+JhYzuJuI0z7lEVVU022chsbv3r+8afkdEtgQAbbjzrhBguMrlPY+TW7oahgyjyafHGqRsnFzkjlzowYAYJFDMwHffSIfEIo2R0/MNIcZXXio1y/QOHQQSSa0whXZfrScMSi+EGcd9JJIhTBKOXA8aVRcNq4ZNt3xoSi9wVWBnSAO4QmKEVyIvmPpco6PRCKQtT3zpkZPS1qsM52m+lEOyKwLKzzD6Nf/AMuiqYnl5/xi7ovUMAXDUNLMXLpkbCdjcd2URnnX/fkx3XMk20U0k46Vftd/bsaSCigK1AXGWHzpos4mBAKg4Dg0ts+IFWMABEqOnZLvOEAHyONVUPNKrVx61lhL4Sl9k/60Z+cZ0AFXYxNLBcpaDvD31hXqYLlTc3N9FVjizjkCzc47HOk5WwypcQJtNp7Gs/YIgqhG+XfX3FzYsu1mZoZwdJsaYfCH34zoDCCWXhJTEcR220MZTgkpUl5d9MeWWlLmjyeH4NPjqVmGIKTHvo3fLnKK3GYWSJ31utG8w3WbHnTFCuUUJGBsL8aZ8x3uNtBzwem1geGINw43N/TzBsN/MMGPyer3oomRLLcIkz6KLZ02QC/h9aTWYJLAcDJ2pMaxJFgFgBgxsHpttcOkqQEMf9NbUZwllIs3x+T0VQzIrAsrPMPo0MaAxTwJY1v/AE9FguUtB3h76OFQ4DNgvDhw58am0h5uRH2PrURqm0blhvO2gVRgt4Lked66UxksZ3AxR8jOdca3wdUkr21hW7QUbFNk4+dPjK6wUZl9jQL1mqPuAbvxrfQkic4DSgEoQAY7jh9nSHCwEAZn/Tl+PNAcKW5TeO2nxlcZoFy+xolGlMDlwv5/yYdl7mRbkPO//wC/TZ7XbInC3Z0u3ShGC3DzedVZYn2BRm2W80dr5UkViR2t0QyghHnOdWwxnw9Ob9lm/vhfnWEmOkFkaNyTy451LEphhVmA7ugvDYPAISzEPrVgzudgm6hY3fUbhFBGAxzvo44WoNUUB3xdJCfwmr7P/TRcSwajzDlm86423CxbWe7qM1TEtywynbRWvoI0Tge+mxFxUCqCjj20KPKVBqWzIw7nbX2l8hjhZ50cdMjlM7A5Dn729N9CSBxhNELQiBSy1ldjLdZQFaKWKQdqfetwWdTKy+MZj1CxySGxM3N9uOXaZ1fTCYpnEAzLjbURqu0bkpte+nppYUsLFBcU2a329wo7SU57dB77V4sUdtsjjSoAoBAZ7rg93SgALQUxCW74J8a2aDVKMq8HoUSoQJhKPyI+kYKiKY1URymF48+lsSuGFC5Tua/qf3oWbECog0yqzy6mxAqHCIxvkd7pLOJVLBsmaaij/MEKghijzbpd6xUDOATjXmdKwI2O/OfTgG4Q4GEXPe+J6J5chFFhP8cFBwEwAxV7aTC4hFGyOgWUjEFKhfwbzXgutUAI77tca3wdFtj20ytAqLfQwDY3edbSIxm4yQZpkzT5Ao8B2BROc/jzrIArZWVCDtT71hUmLoyrMGhzlFKGUpcfnbWUBImK12sMnYiTnQQ0QEE1TDv6ZFZiaEo7HRzdq9KC3KbXS3N7yAS0WSPvxraQUg5wDqVbXNLsF76/mXHYmgJLz4EohjITbXg/5cCWfOkKA4gbDSlPYP7AsHDKCRnz1LBg5lziW8uONEi+OCQcJO7qbBE3KU4c93jWD3F8Eohc27YO2pRku8ObhKfYXmDBchaDtX30t4MuQi1BUJy630JInOA0ZwZYCAlt3DZook8KgQqvsC6kpZaVigV7cDZ+fET0XctHsaqOZYQTKzwG3GuZpiTCXzy+fTMikUYGMXd/DryA5MwtodzW0gpBzgHXaCn4LXAy3z76gdKYkHIR2Y7aysGawEBnXiJ6LuWj2NJAbOoQFrPxN9cbblZtrPZ1KQcInFEZ37mTWF48jIcBdr+NJb5Bi7FTxrI4qgxYQ1V3WIsDZzuJ8aZqJQC8miWDhEoxnw0mN5LADcP11LzgaHFAxu5igp6eIzWqbm0zkzpWwTeklYNpzocAlJHgVP2/5BeIuZYRLDec3/JpsDqMH7Sgzjf60yZbgh7wv41a7uaElRDsmhLROcZzuuK/GuMb7mO2CSfnQEIkLTyKD9mvhWWQG+O2nfMVeAYGBjbPvrtIdjm3m2ml6s/DVNnsGNOZ4oLCcOdx1k4MzEAmNIdAtWTI2Pc7e2j+wfKBB/LfHoAbRdkDCA04pxqWdaUppiHznxp3zaIAyC4wDH0RYrBRhkw8zjXb48ZbNw7OhIAykCHCCGeQ4p5ESKb2nL9E4+dDzcC9Ktlf/wAacmgUHNMYw9jfQ8JQ4KUke64NB0guYZRcwc6AiGuDZRsOx/sGTgzMAK40WgPmwVBfvWIDVQ4Bt3e+jFE43tXYpkGkpitRiuAcRnbfOojVNo3LDedtW5nBKCVjI6lXUkh3hrlb50Cc3PCb7spg/wDE1JpDW5yL3RJxoGsFwIhDfOc3t+3W23uFXaSHPfR0LYGQkMEMz71bErplAuV7GtsYHJulAuX/AN6zJFkMqrlzuun6grORuHyNb2p3W8z3wbHf0Al0p90qvkvrVkEc42pvOHtyZxkrX0sahwnbUTxrAhML5LfnTuLgVqpjvs9g0lxiU0QrC2X51bqwgqhMrtJ513+PGWXYOxo9ZYrYhEU3rjG3nQEIkLTyKD9mkbl07ieFZR30Cu3dm+7O0xpPLkIosJ/jNHMRnAOy4PzfWtW+wMe5bWXxofdc1irKhyfzp3F1eICuBJHorVqwfjrU4EQTccdtDCXylL7B/wBaHAhCygbGd0fp9KxcitMy4XsHpWUCAqLY7A19jS2Bw2CsL96F0AyXSm7L2+Tp0VXdkGsE2aa15BGgPA99DG3yMJ7j/wAa8xPTNy0O5pteoLRBkDcJ+NPb+FqRDkO3rWrbTOZdd7cOO+m79VVOyB/LjVXUBBgRkMih9QoDyoFJflp7SwqiJ5froDoAJ4ZcdhOds30rNYHdER9hocDrMdPOAfnXHbSb8Mvz31mcGJck4od9KbCEQYCmMB/3ddYnBgXIGYnfWdiTIgAE5z499WxK6ZQLlex6ILlfHpliT349NtCSJzkdRa5H2plCyz0rFyK0zLhewalVlUZKxliGZi+dMHfEMRUhTd7elZrXwMapyHb0ycGZgBXGnYLjkEuFbLa230rcJ/3IzLFmk5QE5BnJo1r4GNU5Dt/kF4VoTHYFmFxic3GuNtws21ns+n9T+9fyqsYTR+IhquBFj5Jvr+p/ethkzlNkrk86eAwxWTdu2I6/qf3oNYaDRQrnGUPnQsAAJjNuN7iduTzP6n96DC4hQOyOtpBSDnIuv6n96QUUM2MibHWNlxCHIFFpwuk2HQ0QDL3mvMf4Ab7LJ+NHHC1BqigO+LozEaiG0zDi40EgFFOIta+Ji76/qf3pIPlLA7wfPoGF1CAN1df1P706crTaeUmSPeJZ0Y3NgsAZi7azthTFASWYN+84uPQYrsDC9q+2v6n96+oubFt2kzdbyCkHOAdIuu19Tlrfdd80ffWJIsgsRMmdw1bEr2CjMr2PVGECkr4FQ+3oTC4hKdgLraQUg5yLpGgEVxiTG9ze3D4v9T+9LTJlaVIXOeNHmW4C94H86/6UoZdyQ276/qf3qBWQW0+C14xdDFdgYXtX21xtuFm2s9n/ADC6cl4YTuU7mvv4smWy9z1Aioe6VWBn1AA8OtPKpl86pKBwcqC2cnPoBDYA91xPgvr1AAysGaxAJjXH8U7CcLdx9AMrBmsQCY1k4MzACuPQBDkjDCFwvZ1TkjDCFync6AAAIckdwpML2fTKwZpVQGfQCHJGGELhez0lihTNMXPJxfbzt6U5Iwwhcp3PQD8CF2pdt9c/xTlIwN3TQNYLgRCG+c5vb9vQGCEaoDxSl+zoycGZgBXGnH8U7CcLdx6wAAAAAMnBmYAVxpTkjDCFync19/Fky2Xuf6hYtMLgEo2RmkFyvj0yxJ78dShL5zhWPZc55njqSXC+PTDVvvz0vwk95WJ4Vni8dTT56eaqXw0nEnHSweOnmiF8sJzZz1Pwk95GJ4Rnm89KC5Xx6ZYk9+OpQs8Z0pXumM8Xz1JLhfHphq335/2ixaMIFJXwKh9vUJggBMY243uJ25PM6UYQCyvgxT6elAhFFJwWtfExd+pkVakjhlw87/PHSwKtCRyy5eN/jnqQKRQWcBpHzMzbpRhApK+BUPt6lFEIrjCTG9ze3D4vSjCAWV8GKfT/ALRYsMEI1QHilL9nUFjgkNw5ub7ccO9x0ggBCoC8wrPt6Q4wHBqkds4zO/7OklUK5hi45eJ7+NuksUKZpi55OL7eduoGsFwIhDfOc3t+3oDBCNUB4pS/Z1JYYLTcuJm+/HJtM9IIAQqAvMKz7f8AKLmm0mwbjcZCwzbM6XTiABWUyjWHJeLruZxD5PbzScW46haC5Xx6ZYk9+OpQl85wrHsuc8zx1JLhfHphq3356X4Se8rE8KzxeOpp89PNVL4aTiTjpYPHTzRC+WE5s56n4Se8jE8IzzeelBcr49MsSe/HUoWeM6Ur3TGeL56klwvj0w1b78/5Bf8Axd45v8m/4xoamWIBAUGR7Bz5XUoW+0D5lxNzKl2GJFZNIqTEb5uWIa/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1raQUg4wh/oNRbJwFLGFEgIbBcKNjs4wCguM8fIGj0DixhV4UtrmqgKiVO68Qa9sxxFxbIa7apo2Ly1Lwg3Y6IEVoCvARY1CPDaOmYa3aS/fbxd12E15P8AlwDL8+o4EN17A+nwArAXQUm8FAqi4wHkCsZNAyMatUjdjCuLZjoQXvcY1+gIhAWoJgyXZvcmyhEwhMajQbRBXaHFymZd3f1w7FsAgFeCpXguHVdETGYVIDeUA2Y1uqQR4Q4kXRymI9CroRdhmQQkDLIO+JUt9oD3LmbGUbuMMpyU2iWcd3a8w9d2eAiCsm+MJSKQ6Gx2cYBQXGePkDR6M5ax5JMAjVgNYuZHdUgjwhxIujlMR0TYBJAQK3MHYcG+vGhsIvl4OXdmwuNLRnKMjRmxhLmbhpruvEGvbMcRcWyGu2qaNi8tS8IN2PW3YnPGB+a9yWsO6E7N+XagHYazIMw1u0l++3i7rsJryf8ALgGX5/zZIb6LplE2LI4e+dS5QUCqG1yzhLzToUZjI0WpkS4sSw7GrcIKBVBI5Zys4hrhQuKwKwAwDAbd+hZVxEjgIzk98y1q6MABKyGEKy4JxOgKToKFaJkGJcOkt40JXXJiJcS3NMaQkXPGCji4Bys4hjoPT4FsCdzIpVYKQM1/PVrP4jvnUVD3WAQM+r5Qu4ECHGEHOMZuhkcsGBnDngiAEGNdzOYfB7eKzmXPQXimAOwqs7XF7+DQ6cRBKyGEayZLzdHlC7gQo8ZVcYzietVD3SiRMaYGyl24AA4N9fQkuUFAqhtcs4S806O1qjvjcfrcg4Suq9KSAsgS+KycXOt5RYm8jAwVy1zlfVbA4bgSM+9ASJnjJVxci4S80xq3CCgVQSOWcrOIa4ULisCsAMAwG3f1WzEjiJP/AD+dACCoEpijHFs3O+MaXRgAJWQwhWXBOJ/+MGK7AwvavtrjbcLNtZ7PomscBtQY9sI/OigVSlMrA+VDQoGIVZBsZ5j9PomscFlRYd8C/H/wmeYLmRQjsLXwOgwGQw7jl2O64uKaJpkPxCJ8w4EKIZ0MzHYgsWBS7jIEArwwA2GDkwS97xqq/UoBzytoGYrplZlatmGaKhd9xQQDYEAJzYyFREljCr1AUqMCkOAKQiBl0YK5auCQD4LuzsAf/th//9k=

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Tb0Tp1Rp0zp1Rp0lpt6e27pHTb0M/P8A3mdI3DprG5f59E/XT56Y+v2p+unz0x9dDPz/ANz37eMtBiZYkZhmnbzmnadfbTt5zTt33Zp285p27+2nbzmk6ec07eciJ2+c07ee+advOadvMa5p285p2nX207ec07d92advOadu/tp284f5fpL/AD6C029Pbd0jpt6J06o06Z06o06S029Pbd0jpt6Gfn+kkIFnRP10+emPr9qfrp89MfXQz8/9+QdOUIjeO9f59E/XT56Y+v2p+unz0x9dDPz/ANv779kxHEWCBb0hAs07ec07Fppmnbzmna89irFQpOvp285p2jTTNO3nJiM85p285ERt85p28zpmnbzmnbzGmadvOadi00zTt5zTt23Zp285p2jTTNO3nD7F+kv8+ifrpJYGURAx0R9ftT9dPnpj66Gfn+kkAFnRP10+emPr9qfrp89MfXQz8/8AeGjMcw7OSN6/z6C029Pbd0jpt6J06o06Z06o06S029Pbd0jpt6Gfn/ttnftKAlOCuYLgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTkKWM/pAySLo5SyXFt92kQxLtJWRSXuTSEuQ9VlvX7EW2OY+Lknf78xQfKeqy3D7MPjCGFOQ6Sj3OTg+acWUz0C4iiXFt92nsyHSUAySL2nXTmLil2krIpL2I5hktmC5D1WW9f6ALgOnijbwj0SGrOEcAdvRwxOSkZH3YsWhwhqK4EveVROcXYYgR9iHcMpGY443++3+8JGBEdo+xRBDw5wj0EO7IUMEC4D3Md4EuCLhHAHb77f7yuJyUjI/8A1ZEIQJgftrmuma981/8AxLNeMokZDfptbjg5MgmRO1uf2mYh0sTE7P8A+sP/xAAUEQEAAAAAAAAAAAAAAAAAAACg/9oACAEDAQE/ARYf/8QAHxEAAQUAAQUAAAAAAAAAAAAAEQACUaHhAUGAkJHw/9oACAECAQE/Aex4sj70iyLxFkXiLIvEWReIsi8RZF4iyLxFkXiLIvEWReIsi8RZF4iyLxFkXiLIvEWReIsi8RZF4iyLxFkXiLIvEWReIsi8RZF4iyLxFkXiLIvEWReIsi8XI6eXT//EAD4QAAEDAgIIAwYEBgICAwEAAAEAAhESIQMxEBMiM0FRYXEgMpIwQHKRocFSgaLhBCNCYtHwsfEUUFNggIL/2gAIAQEABj8C/wDshccgoaeE5RppcTMTlwUjwQc+Qug4mxMCyuTz8pVZOzzRp4ZhEVZCfyUtOgi9umgy7IwqA7aQBeJJiFQHAuCs/hKOrdMJ0vGzmpaURUJbmpaVJVZdaYy4oGcxIQdVZ2SNTgITdrzZKXuAWqq2+Sl7gFq6tvlCDmmQf/U0NEyVVTS0wwibxnKoo/lyL9OKdQYFc/MXWMG4Z29kXsBkm1f0u8/9vJBs7Fxn/TKGJiNjN2fEoOD9j8MIzHGxPS31THBjyxvI9I+yBw2va4Czq/8AlM/lGG4k2IWLiEQX5NWI6mmpgs48eixg0S7EJMd02QaQ/nwGSbs3LjiOvx4KhrTbDmf7uSZRFLsMCeRmVWwFsE8ZueKwy1gDWNz5rF2A1r3RA5I4gYQG1GJ8xQru83ctts7NEA53mVOIy93VTkTwRFqg2nveViXhz3F3ZOw6q388k40EvcXOBDoplMc67w8E9gmas3DYkHIzKigVvdc/hRd/TU109lhENFnSXI6vCNJqrbX5lghrBDT5uQHBVhhaJMirzngmMOf/AOEKZug0PuemmRok6C174I6LYdOmNJJPlzW8+hQax8k9FIVTzARodMIte+COi1hOxzW8+i3n0Ku/6InDdMIuOQVn/Rbz6FBofc9NFZOzzW8+hRxA7ZGZW8+hW8+hRGG6Y0lr3wR0W8+hW8+hUOeg0Pueik6C0vuOi3n0KpY6T20A4jolHVumNBJPlzQaH3PTRI0SUNY6JR1bpj3N7sqKnTzPBSEWve8in8RT2jEfAcf6kKHvdFpqIWb/AFlMDHP2pnaKd/5GK/ptFPx2Yg1fMytjE/Nsrev1lX4jkn6x7zEf1lOcXus2+2UGsxHkn+5yOqxX0cNoqDiO2s7oNHEwm67EA7SmB2I+ib34IEVebi4lbLiOyq1wyEzKpwnkmw8xhXezoqXRlNltPA7ysSnG/mGIpkKDiP8Amh/MAJkRdWeHdlVWARw4ote95FP4ihhnEIcRaSY0PY/ELWkW5SrPDuyOLU0NBi6nDxfTK3r/AFJzWYjwB/cVLiSeqFx2WsL2tbMXTqXFzeCkKDiP+aLcXEeSfLtFPh4O1ldOdUGhucol+MIj+mpZv9ZQaMWHNzDpKLnOkOiKXEKp7ngfG5YuqxHEnqeSaS5sA8Cs3+sqnCxnawWsSn6zFf5TTtHNQcR/zW24u7lCtxazjBWC5pcZPFx5H3KCnZRUYj/eqltI7MCbisoa3MmM0W4b7TyW8+gT2kgvAIGzxXmYn4MtqcZROLQ4QmlxYQDdbDQ3sFiRyQcwwQpWHQ1jX2JMQi3ZqHGJWHitc3yQZ5ovJbYTCoxMQR1CDmPYQe6bWRfki17oZ24o6l+32T2OLS6mxI6otkGOS1lTA2JVEtI5hqbigiGuWbPmvMxYgxMRtWVgU2h42eEHQC1rWmrgNGrDmtcQJ2eKDRG1a6pJaSPzTHGklzbksHNZM9ATXPe0AG4MprMCKZkgCFKOvDKY/AE0YTWBrmT5Qg5hghf3PKOCSIdcwg9pbB5p7Q+wceCL20wUxp4CFmBBm6c3WBxdlEote+COia/CdmU9wInjKe2AA1xiBCOH/EUF8/hlBww2Qf7UXYdDW8l/DtPAx+k+54lTaod/VfgNGpAdVAGgNxMKp3OkJx/FtfNMewltRC3r/Ut6/wBS3r/Ut6/1JlcOBaM04NwYJFtkaIGI/wCaAJlzjElHDGI4UmLFGl7qTwWE7DoGwJUNxHAdCp/iJxBFpvoGIaSwGCCn6vY+GykpzGwJbAVTi3OLIMLXTxgJ4GI4dimYTqi/mViA850Nx30lliQiQXUcAdDsUEQ1ND8KXjjSE57Zg80x7sNphk5Iuw20t5aaoE6zP8tFyTCLuRhODmgnMWyRe9gdSOSdq3uaybAFMc7DaSWiSQnFpj/tUve50jiVDsRxHUpmPIpun/l/wqS4kDhKZh0msmJhScNnyVdofkqcSs3sg0NfcwsL4vsfcJKa69xV2Cpvynqnhr3DLI9Fgk//ABBXUF78p8n7oOGLmJ8qgEmnZNuSgYj/AJqXOJ7qG4jgOhRBdFpnNMe95dnk1FzJ5QVvf0qWuI7Kl73OkcSsQDEf5jxTmw+4jJMxhiTaYjRvf0re/pQZMwhKOe1ZFtVNpTy0kHooc9x7lBtVVpTcPEL6gZmJUsJHIpx1j/MOPdYzsRznUic1qG1NLuJCugzbMdF/LLw2IIRbVTaVvf0otByACImLEogOIFLuPRB2I97m8pXlei+p4n+3907ErcAwNB2fy5rU7eQEwi6XutHl/dQ7FfHG61lTzQJin8ua3r/UnYb3uNbSLmUWtcZbxFkHYj3ubylYYOI/zDimhzjLjElaoh5o2clDXTGTgsMn8I0Yk/iKa6p9jPl/dYDhxM/pPuDoxCXRaYsobFBaGnsrxSCSPzWM8MApPAdAv/HYHMqysqayXRPlVJdEBNYb0gJ79ZmZilPblUFvf0rWnEmja8qoa1wLuiBqpGGDkFqhUXE5kf7yUCQ5/EJ1TzsMnmmUucT1b+6e5tja4W0SOwlYND3D+UOiAeHl3EqIEIgtdLbZLWNEVJjGy2/Dottxd3KxMZ0xMQP96o4dLgCIyFkylzierf3Tw17hlkeiLq6bxkmBuIbk3FuScXEk1cVqQ1wq2RbJNxnPLrxAanOkwTIlb39Ka3mYTAxxBkCRabJ5xanNBAA5JzmucGngp/CJUQIQdXTaMkWl77GPJ+63v6ViNrku6ItL32MeT91vf0re/pWI6uq0ZdQsRh4sWHH4gnua94BM5rEY552RUPyTPz0PaOanWP8Amt4/5prMQOcQhU5w2eDZVLcR2U3b+6wG8jH6T7n/ABX+/wBITXumByTnSc7Sm1OdQP6QgcJz2iOaaSZde5RceAlBjQ6TzTm8xCkueaCR5f3Tmw+4jJSwkcisOskZ5CU7+GaXS+bkdEH6yY6aNdV5jELEZiF5qEDjCD24pg826Di1zU7KFDcRwHQoDFe+QTwlHGbiGIJgtUOxHEdSsN8+eVLSQeiYxheHiJKdrS905cVG1L2SEwOxHEdSg8Yk35QntfiGxBvfmtpxdXyagMKtplVVRQQdDtp1MyASg9025KsZHJb1/qW9f6lJTS7EeQDe6sn3JMybLev9SDGh0nmnhuI4DoVhvfJkBYrmVCkf8qCYsStlziXCLtW9f6lhRiOE4Y4rAOsdJqm623F3cpzS8hrRWvO/0funOk52lWLzVs+X91hfF9j7ni0tA2uA6BN+JYzjwAKw2NLmm+YTqiXCZsE5oqFpJNlqgHivZyQfrJjoixwdI5LWjEiva8quv4g4bneXlHNNY/EP53QfrJjojhioPIkEIhz3HZ4nRhuLzBbAgSnatztkxOXFEOe47PE6MSfxFDEOLEtmIQZtmOiqbOcXUOe49ysVtc1iMk5oORIVLcR2U3b+6Z/Milobkq24puYtZNw3Yjr87p23VV0TwXEw4wnFr3bIm7UWlxIDcp0NdrcjPlRccXIT5U3AbWTzKeG4jgOhTC4knqi3Dra7mttx7xKinEUhzxWQPL+6wWBxyg9UMR1VuACDwTttDk9pcf5Zq+iguIac4RreXaxpbZqGM152TEFqLS19jCDhxEo4LqtoTIC1zXkhwiCFiYRD+LclS7EdlNm/ui9riQ/mITXa3Iz5VhfF9j7hYSVNPCT2URaaZ6p5aQR0TWvdBHRM1ZmJQxH4lJH9MJzmXB0bGLWeVMJ9dgeKL/8AyIn+w6DrMSj8pTwwawGL5JzozMp+sMTCqAsLIM1sx/aV5/oUz+bRH9qY45BwXn+hXn+hWxtnlknN1WYjzIT/ABEHlQi3W1Xnylef6Fef6FBrHSak52I6LRkmaszE6NTq+BEzoc5lwVW/EuRFMJ7hkXFef6FM1ZmJT8N7qS6eCGIx+sIOUQqaaSHc0/WGJhNdGRlUvdqiHd9LnMuDodU+kjIRnpwg/E1ZYIylOYG1irOYT3sxpJM00oMeKQ1uarZiXAimEXPMClOd/wCRmZ8h0s/P/hYJH4vsfcIa49apdKkuzADrZqZkXgd1Gr3jueXDRh0NLs8giHNI2uKpdOc2QGE17hHJDCxJb/2g5oc+oRcrdfqRbRTac9FbqjXyMI4rah/TczoLi59zOksOHNJiZ0YhGG/zHgmt1WZjzIBrSdrgjrQ9kdM0GjgIRwqJqbnKluG4joFhtodVVlHdYlbS3LMJzyKoTa8M25O/ZNxThupBByTpD2zteb9lhMwmucGyiCC01cRpf+SluG4joEHFvl4JuE9hALhk5N1Qe6c+KIc0ja4oMbVlMkqoMdTzhXa6rnUm4jsN1udk7Ypp6ql05zZOoJvzVLpzmy3T/SgzVzHVa0l4r2s0WOmDyQc0OfUIuUXU03hFxvSJRZq4nqsQGYLIQe0ukc9GF8X2PubmYMvA5XW6f6US5jhs8RpjVfqW6/UmPfLc8inBuG8gG1k/Hcx1QtBtyW6/UgXYbrcnp9MmNq6DNXE9fBVU+98091Jptf8AJNbqshHmWG7VuioXhFwb5uCwg6xgf8INoqtOaDi00c0zAawgcy5YhGG/zHhoLJMHkU1tL7mPN+yl2E+ONkA1jtoRd2i6LNXMdVhOomsTmpaxx7Bbp/pW6f6U3EdUHg5aMQjDf5jwVTi7KLLUiaYhBsPdafN+yLXNLKTNinUE356G7FVXVNbqszHmWGGtJzyROLW0yg0cBGjEIw3+Y8FS2c5urbQds5oNM08SFiOZJtN0GauJ66ML4vsfc8d3Iz+kIM1cT10sbzMpzXVWE2RftmOq/lscemawwfwhFjpg8l5noNh7rT5v2UkRWCE3GbU4zEErGAZEN7phdhuA6hB1NV4TtimnqhhOaT/VYwm40P2jEVfsqQ2KABmrMeaHfi/bQQ5jtkRZyw2bQb5kHtLpHPQXxMItoptOaw4Y/wAw/q/ZFp4iEHtLpHNOdyEprNVn1WudUS4xAKOrY4/VYj3YbhDDmEGauJ6rDJw3+YcEA1pO1wWJW0tyzCeW4biOgW6f6Vh0NLs8gi7FGIHTlknUE35oOpqvCL4iUyWPpJzha4VmggxKLaKbTnoBaxx2eAUnDf8AJHCbhGXcjKgrAY9py5wqmYZNZi7uX/adLaZ2c0HtLpHPRhfF9j7gSpp4SeyiLTTPVfxEEOvkD0AWyCB1TW6rIR5kH5dEHgEsp83BB4xBrXAiJRBEyYMFPeJbFruRdnHBbr9SbsU09UTi4tN8phDCw8QO/NAOdszMhYc4bhtckSXARnoOwSTntLaa5sN4OWGGSWU2KYYMXTnVOmb3WtEOH/KdU1zTE2cmMDa+Ga3X6lg4lMZp/wDD4hpab1Sq2vJmyaQ50i+ehtO1tDJYrMQFtQ4rYY4lhi7kypjgwkXhFmG15HCyGGfwUnpZNxWvPS6hG4UyIQBw4k51KG4jSehT4vLbJksLc8xopdjNzmzgm6p9c9V/EQDdqnVujsp1sSMnFS1wPZAl7ROV0Wh4MiLFOZex4pzqHSb+b9k0YhpYeKeMIF4B4XVn7JMy4qBiM+ag4jPmsEj8X2PuGw4g/wBxqXmz83W8qZkXgd1ij8WIB9AsXOposhr9hnOoLDwQG0zCe0ZlpTddDB8YQFWzMy1EYeKDV/cEWOmDyR1TSWcCSEWnMKQzhOYTXPZAHVbbg3uVLXA9lH4jCxaBOz99D3PeG2gSUzVtmJRa8QatDcJ4Aa5wyVTS7KLppxX0x1TtRD2DjUE3AxXhtr3R1Arw+BqCY172ggcXKWkEdPAXuc4SefiMaW4oA/Na2GzXSsTWQA3lbRLmgd3BGs7IH9LgqWznN1LiAOqBwaX7PBwTWvEEJmrbMSi14g1IOY2RTzQ1tQfxAKDMCX7VWaDRG2QCgwObUHZFwCw30bMgzIT3Bli48VhfF9j7niNLGltc3nsjq8NgnuqXBuc2T8bEZkKmXUFrMifoqnRlFkGNDYHNBw4GV5WJ9YFuSthNNQkzKDQ1kBeViwi6Mpt3/ZUtDc5uqXsYR+aqw8NgqMHP/eKa7UsuSOPTquS8rEHNjOLprHBsHksN2HhiepKLnRnFlS4NzmydQBfmqgwbIiyw8KluU37rWBgtaypLmaxoOzKaxwbB5J7Q1ljCYaWbQn6pryLnkvKxQWsyJ+i8rE2Ay4usJ8Nl8yi50ZxbQxpwWXMcf8qmi3dUUbMzmjq259dAawSaljOe2LSF5WLDkD+ZM/kU58bMQg1oblN15WItcG5TbRAxGfNFga23NBwwmSO/+VMCp3JAwKmtGaLXBuU2WF8X2PueKXMna59FS3BZJsM/8pteHsze6pPkiPyWxST0erM+pWbPWqtmOda2AHdnI6tsSqntk915PqVu/qVUMMGnKSeaax2E2DyJ/wAoOwWWE1XVJY115vK1b8JtIE2lbv6lMacFlzHH/KpeJCDmMgjqm1iYVLBAW7+pW7+pR1bYlVPbJ7qloi6e4MsXHipBYHD+9FxZc9U1gwmkU8ZTIAb/ANrd/UqzPqnMawCHZ3X83CF8pP8AhDWYY2CQIlEMECdAeQGwbEuWw4O7HRbSWnIrd/UrCaMMEXzlGGhoqyCqe2T3T2jBZYxx/wAqoQwnm5eVia5okNcJVWI2XcSt39ShqmMMXzNihrQNrMBEtcxrsvMsL4vsfcPtzVUDy1ntwQypLqVi5+biOgTXjDPTNQsRozghMxHMIar2si05hU0GrWTH5J4xGxOWib/JRxjRDgS0oFrId+aGG5rKXmCiWYZomyqw25jNPaGssYTXjDPTNQoc8NPVNcDY5KEeiNIYWzayjRImFCxCGWqPFTf5L+cW1R+JBrLMGV1N/koRJZeb3KacRpPLNUsETdOjndTf5INYJMysStsZKb/JXtbRN/ko0NOI0nlmqGWm8aKzhna7rDGG2YlHX4e1PNThtIq7oReycxobA5rWavz3sgxogLEIZao8Vgn+77H3AtoaJ5BCLDkFVf8AwsX4vsPDzRcWXPXTS90Hsg5hkFFj3QR0QcMjpbq8JuU3lMaWsuYXJFxZc9U9w4CUNbSGcSAg5jZFPNMY4X0PaMy0oa3D2ON/CNY6JVTDITnMZIPVMBFwAPG57Ykc0WuDcptp5+ENaG5Tda2BNJPRNY4Ng8vAGh9z0XJFz2ST1RLANmIlFrg3KbJzGhsDmsB7okuOXY+0lB2teCf78vyyW1E9PDi7BG1x7Dw28GtBENamYVWxeyc9pbB5oYbn7TBBsdNT2ye6Dgy46q+gtORRpLA2bX0BrHQKeSa55knSxpfYuHDRfQygi3NFrozmyc1j4A6Jhm5A0lpfcdNJDsTI8ii14kFVMbB76baS0vuOmip7ZPdasDYjJBzGQR10VPMBHVumExxInhCLnmTVo/neQou/h8+OaLnsknqsFrBADvsfa6rOr8JEkfn9kNmnp4cX4vsPAxpfYuHBGbDwQVLcNoPQLqnuDmXM+ERcaS0vuOmgF7Wk8JUNAA6aZGGz5aLaA5hg1J+sdMQpdhtJ6hRkNL3BzLmdL3BzPNz8Jmw0vcHMuZ09dIwy8NdM3lOdUHB2ULbaHdwgMMAN6aA1sZzdPrIvy0YXxfY+1cCYqOTgC06f5Dg4zeCLIw4ywX6mckL2LiI7cfmsXYI2uPYLI9tIIwWg9hZZEpzWPgDomONyQNOR7KIPfRke2nDoNM5ol9756Mj2TnAthxJ0DZN/ppyPbTNJHTRD2gjqtnDDZ4DRkVke2nI9tOR7acj2WROjI9tOR7aXOAM0oAuFXVBjswsj2QsdGR7acHhtfY+1L4EN8xonTdC2SkC6xfi+w0hofc9ENY6JROE6fyUuw2k9QoGlzmGCEWvdIp5aGat0TKLnmTVo22h3cLVkhp4w1Nc50B2VkGsfJPROcwwQi17pFPLx38D3DMNKa1z7Hp7O3sIKa/Ca1rqsw0J+sdMRoDdZLj0Phwvi+x9rrzSWxJA/2/ieWAsOs4xyT9Y6YjQHDMIax0wi1joBW8+gWFS/PDBNlrCduk3W8+gWJW4GG8WjmFU0gHo0LefQLDdiNDjTxCezCIY3kGhbz6BMccy0ISZc60lNa4yG5IY1qWmEIi7uIlS2kdmBbz6LefQIte6RTy0PcMw0refQIl5k1eCCpoa3qLaA5hg1LefQKudrVz9E1r3yD0RjwmbDwMaX2LhwTmsfAHRTrPot59At59Aoc4Hu0LYIb2aFvPoFh/EEHMMGpP1jpiNOF8X2PtS1zKifwtMjxYoc0Hb49gthob2GjdM9K3TPStyw/wD8hbpnpV8NpjoqQ0U8lumelbtnyW5Z6Qt0z0qApdhtJ6hbpnpUBA6poPZbpnpUNaB2UOaD3W6Z6VuWekLdM9KlrGjsNEFbpnpWy0N8cOaD3W6Z6VTAjkpbhtB6Dxc/BIw2fJS7DaT1C3LPSFumelbpnpW6Z6VumelbpnpQOqaD2UOaD3Ww0N7DThfF9j7VzntlouNojS0MDrmMqVYkUttfMk2QMm7jboP3WLUANrgegWQnTkJVo0ZCdOQlcI0ZCdOQlCY0ZCdIy66chOm8TpyE6OCyE6chOgzHRZCdOQlWjRkJ05CVwjRkJ05CUJjRkJ04M/i+x9qcRlQa68uAI/zphwBHVAwJGSJgSc1i/F9h4A0NfcwjNh4uviEXHhE+K3hv4jHhM2Hi6+IRceHC+L7H2pYzEIbERn4sWoAbXA9B4Gu1uRnyrn7Tl73z9py8OF8X2PueL8X2Hht7S/s7+G3s7e0v4cL4vsfcHV4R7Oi61XGnY+I8VP8AXUaug5fdYtRB2uA6BZidADQXbXALEqaW5ZhXMNi+jMTpzErPhlozE6cxKEHZjRmJ0tkidOYnTYg6cxOjaPFZidOYnQ6/FZidOYlXMNi+jMTpzEoX4ZaMxOnMShB2Y0ZidODP4vsfc8X4vsPDz9py975+05eHC+L7H3PFqIO1wHQeG3tL+zv4bezt7S/hwvi+x9wkoGoXy6qmRPJYvxfYeEzYeIUNLtngEwOBB6+ERceET4reG/iMeEzYeLr4hFx4cL4vsfcNpoF823hFpadoED8zc/8ACuDZxcT9B9Fi7ZO1x7BZnvpzPdTftozPfTme646Mz305nugbjpozPfSBfvpzPfTx05nvo4lZnvpzPfQc1me+nM91N+2jM99OZ7rjozPfTme6BuOmjM99ODx2vsfc8X4vsPDb2l/Z38NvZ29pfw4XxfY+54u2Ttcew8Jmw8XXxCLjwifFbw38RjwmbDxdfEIuPDhfF9j7hJQNQvl1VMieSxfi+w8PP2nL3vn7Tl4cL4vsfcJcAIPDaRaQTUCAeUm/2VwbOLifoPosXbJ2uPYLM99OZ7qx0ZnvpzPdZ25aMz305nuhJ0ZnvpG1pzPfTBd+enM99GazPfTme+gyVme+nM91Y6Mz305nus7ctGZ76cz3Qk6Mz304PHa+x9zxfi+w8Jmw8XXxCLjwifFbw38RjwmbDxdfEIuPDhfF9j7ni5+bieg8PP2nL3vn7Tl4cL4vsfcHGfKYKBnNUzdYvxfYeG3tL+zv4bezt7S/hwvi+x9vmKeUKaf65pHLIfZRnWIJ5XurjJxdPP8A0LFz83E9Aov81OiL/NSTFueiL/NToi/zQoeRspr3GSVF/mp0Rf5oEGbc9EX+anQ0Sel1OiL/ADU6IBMd1OiL/NSrnjzUX+anRF/mpRhRf5qdEX+akmLc9EX+anRF/muuiL/NToi/zQIM256Iv81OjBH932PueL8X2Hh5+LawwepChoAHTw8ve+ftOXhwvi+x9zxaWgbXAdB4be0v7O/ht7O3tL+HC+L7H3Bx4AwmuvcVdgqb8p6rF+L7DwmbDxdfEIuPCJ8VvDfxGPCZsPF18Qi48OF8X2Pt5rMck+CK3Tf/AIUNigtDT2V4pBJH5rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9K3TPSt0z0rdM9KluG0HoPcxlS4EjwuEAOqpA/JEiNgEu/LwCmO3NSY1ckIteBMA+BwIHQLV2rnOP95pruYnT9uaqgeWs9uCGVJdT4DVs4fwqkgVmI/P/AKUnmRpqKDQRUen2QcAKdmfz8DQ0i/CFMCHCW/7+acHRLTFvBwkxCJEbAJd+XgAsJ4lBwAp2Z/NDKlwJGmwkoOEeStykxq5IRa8CYB0sEWJzT5bkBT1WrtXOcf7zTXcxPuNp5fl4YBIvIKESAIt2y8FdRHRGZIM275o3JJzJ8F3OPLoovxnrOfgLXBCLDkFVf/HgNUkHgeC8xqmakGjIaYXHqeaqvzjr4KukKL8I6Rko0lpyKmt1X4kIkARbtl4PMR2Uj5fRWnl+WktPEQqr/wCUZkgzbvmjcknMnSHchCdntGVF+M9Zz/8AWS5wHdbDg7sdN1H/ANLNPm4LZDqcNlgP6v8AYRMPgmDmgKiJvNN/z/JNZekzKD3MdJuQByGX/JQFTpFLf8lMqGJABNvom1OyjIfNVOJl14PDp/8ArH//xAAsEAACAgEDAgYDAQEBAAMAAAABEQAhMUFRYSBxEIGh0fDxkbHBQOEwUGCA/9oACAEBAAE/If8A7IUFAZMdC8BJhvfjXANAMrdUAAgINgjXodgnJBJboQlnCCJeymDJRQuA3SxFT4lLhMCLzAQR5GCQGQ67uRzCtoAo0iD4ATmMmS/74BQOQUUD3/EIhCDC5GQ5RILqbX7ENhiZA0jVBRMjoGfqd0FREJgAjb8ed1CtoAo0iDAWmDbaFbQBRpEGAIQACyTpKyd6Y2KbG4rIr3EKscyAl71MGkCX5+xllWPe8doqp0eTP5KOziqnR5MLTJNBHRwfLCI/+JJC0gURQbdy7LIBkbZ+4ChUACQ9RXbf51cyjyAk4yPLSBPQEV0BZt+kDWQiH0ChH5f9ghaC/sDpqf1DiM5Ucku0ISQF6/nCCGhoGHiQdU3Z8xrIkUHAA2NGYq4MMQXKbIfbhyii1KJAxtmAqoMOEEGRvCzqBA0LRDSvyYAE1Og0fiHi0Hen9/ihaK2BFpC8S80YHBPYmdaoF0C/sLQKQGDUJ5XfaID5lc0QG9CIgHVEBGfPHDhYwBMSyq2wMxqcg5+V5Q8Bloj0Q+8C3GDwgoM1rA3IjD7qY20U747wwAJqFrcEBsFDRDNwZQHQEXsaak+c1AxcGpbhE+0ByIITJ/UACsyqQLyIQoTYhFgDA84QcoFH2ut9IAVAidWBul7m2YE0C7PaYgQvh3/+EPaX0e/EYDIgH9vEACAg2CNfABCAAWSdPDWCINDpA0rBH77HxRmDFrxH8X4NZ83tTSCINAAICDYI1gk3FNODCDQCwRnGZrBEGlQqA03gMDSuU+b2oYSSgc9Q9oABraQoKAyYYTSic9A9p83tRgMiAf28FT4lLnze1AmcZARPm9qfN7UCBOxCI8dYIg0+b2p83tRLwPAJ407RgMiAf2gCEAAsk6eCAZEQ/tPm9qHScGmHgABpazugqI8B/F+DWMBkQD+3gABAQbBGvgAhAALJOk7IKiZ3QVEQgCASA6HP+JZGR4h9AOuwhAEIIsEaQWvEUrUcwIuAAbeLQLwtAbOfF/7FAggCZ43M7WfzXjyhZHkBpkUOHNR9WB7fDPicj8Zh7UyjfmIXQELQA7z8UxRKE9q35DmAgghqGjpcIjMQOHwcmjfUZAgQIAAA6gmhU7AdzBhDBEssYgvZORloPTeLwIKTaCdH2icEnBmz+NnAo5EwCIlKhmf4BjQD5jvKFBIGiCdwMEJDmZBAwIosuVfkQUsiq3mgteIpWo5gkQARZJOr8DmRGWQaCKLLlX5EvlctxsOYwACTRJh/BPsURcpDiEPTFkkzCAM4nINiG5oNlPQSyt2L1vXvCAIQRYI0hQSBogncoMpO+8TPAtwXqxC1a2bXsJfMJiP6E+L/ANhAmcc3NwyiJH7RBYvFNn9gT3kGA0D3xEBoJY/1Pi/9hgZCAKZWeJ8qwiFBIGiCdxZTYsUaDdYHVYlPh4YraJ/xAIAEGiDrCH0IAaMH+I6JcMH+QsWUyFksCCSC6gv8ifN7UfOECK7lPuT7Q3qiLK09oKI9AM35iByUIM2PxHltmhyxAoH3KM0wiKhIBVuHBnmgyhXAgP8AQNHKmJj1lganpAQoYYv9S5Jthr8BzHEov2SwG6baPV4JVtEAcEktv5mKgAhU1Ae8OfINE4QoDMZyaCe0MUNnD/JDgAUVgm6RgILF3L2n3J9oQE3AlnSF84syAS1x4KZxok0a8HvuWAYPA4g2m0zzNWhqT1ECI6EJNhtsBPi/8igApEx+IXQGZS0/sJAKtw5xS295CCAEprPhzTCIqAMCRqTuTAyOhTN7p6QXXgYv9RAsAAu/aH8DfOEAIRCYyXaaRRkW7ad5UlaBoe4msEQaLGKRWQQd4pDFlRvtHoIADq4hNB2yQIcQoOBgpHCVLBV2gJObi/xhxwAMfzPAHRHiAqXt4LErbDuX05J2sP3LP4UUUQZ9in2KfYp9imtoYBsrWMyoCxHwCAQFAA6gFiAZ8oxgCHUOYIgLIYunFJOZTO+IOibAKBMsuAYTW/gcLIrB1/2GFM4DyBtCEISTZJ1iJMNoVAY8DkGLVLJAu+8AlAkCAYjau3cNTmGWLOnN/wB8DvArLJBIhn2IlYrbwAKuYJug4dxZUmu8DkCFqxFEnKpOHHiFJEq8e3HS14F9QQZwICNFA/J+0FLCDlqfYl98GxJQgTjEVgAe0Lo4AkkqFGqrFHDWJIjABgef5D0zZBSJ2iZ3qJ87hBrDoqCZGyAF3X7hQSJskjcbJ2DNAQyc6FoIVmNGBAwPeev/AOCOSoCESKf3BP5mn5cFGvxcHabIg0QxASSUk65iIxA1Qg1ZBQNQ/wBoAmoQP/qAScIxMAN+IEAgKAB1HhOGTg6JsAoEMTSYyFr/AOwuMqDg78xahWJ/J8ftHhOGSiSIwAYHn+QIEAAAHVxIdzJT84IsBQS5Hfnw+P2nx+03z1payxyLq069YqsCQFfNhNISxOBiJIkjkRcTlEM1hLEpYt5mZ55gOsmCjM5QC32hAoKzbw/0JAQV78REYgaoRQ71qNe8MI2uCnmaQlic+P2hTznRTsCBIEglNoOPDwQQN4ITW7HU+pHvMQ2pTpAbjIEWa/hBqtUPRaPiXh1CCNWOrTUQ9wJDfuT7FAtYbQB3mlhFyxBCa3Y6hQIEBBO7gHgAK47QCILiAtVvHGLGho4QgJJISda8CFkTRfeMDqRbUCsks/8AAERMrRs8hDOoACbAOvMFQdei2SSP6ZHnNvQE05Q6WARFBXvxGkaRgPy4YpNlkPCCgExRY21iIK5HozBDE0CVwnPj9oERIXAZK94E2iZDbvxLosJtfBABqiBQqxmBHzsKcLPlCKQEwwGggORiAAMGDEpvYDkCCVI+DIiQihH40EsrMqBfrspXqEgqCxCpZi4D34gQUFrF7fyOaQsMQB8CLKbFijrCCBcV2wYtmsByMQABgwO02RBomkNRf+xo4T6B6Q9xGyTOBDutIK2axXYO4AeYR8EgLHyp8ftLRSm2cEQEReRP5AlOUVqOvaCxUgR0QcSMmd2n9leoSCoLE0hqL/2NGjEgj4/aDolCIuEWs6xo0YkEfH7T4/aajwJX1IJYvFhqxcIWRFFd4emsA4m6JuwgNcZEMAAkNDzRgAEkAB2eYJEVggk7UqWhTeARJAnZvc4tsgjNa9oS2EwajyITDiMDBU95m6/xn7kA5Ex6sQxEgJWYDxCcS5kr8QUXoRS/KFUk3OpgGZGJQXXgQL9y0U5tnHApAAQ9ISHcyU/OA6yYKMEuLOy5ELA0hQB+XE3zVV07+DG5FOK38oITlPsHcwfRgy/vw9OmJswdE2AUCEps4DolbniLogCBrz4h6ZsgpEyz0FhGDoiwSRmvDzTq7c2/2VM7mIUC5jR41hYmbBSMGGJhKAqOc8StbowCTga0FnXmGiHYnFeRnFSE38XgYCYzwCVLnoG6UAJ+mIRGk+xT7FCEISTZJ1gctCD2IzMAdGIGgYJiAO9+Z9iguvAgX7gYmSBQMCY34qy1MJC2LdARcG0AwQHgP+RFJgEAb78T7FMvplHZg5hsAbNxZTYsUMSHkAHjifVoMRICVmA8QYa1MBkiPX/8ccC4QUVD0n9GAZkYXnA9NRJH74heCmUG0N4CBJ4AO7hEQVEhTreb5qq6d4bryIF+4ExIVA4O94iMQNUIwkQzNFcjDLLaJUr/AJN81VdO8GVgVAr/AOQMpYoh1HhzCQFasnmDQnMsDoeYGUsUQ6jwIWRNF94Bq7cuGsxQ71qNe8KhgBAuJyiGc00qs88wp5zIp6QmHEYGPXjLWuYAPsF7uJSuY2KVtO3jYk/eDFAgEtXGtDQAHYG/MpR1KgseGUSk1LzgCajEv+o+QOhDfeBiZIFAwIWImyTOTHCVLBX3jwiu0YT+YQFZsAP7HAoAEStIRODqKoBDes9Eut3NERBGAv8AkEt0q7pkPSLfM4e1TCybQxeYcmBKB135jRgxID3gGZCBxVIgQFX34lsEAic9+IgAbCA7bwGPE4GMFRLAT5mUSk1Lznr/APgjAztAaiEsivwGo3em8x56H2P8V+YYMzSJMYEtOphtzOYsojaWbE5S63hTqSPkJxQQN9qQAKkbsfc05qmaTimgni7TGo72/OFQTkeHOIsoneYhgUvNm5rTVo1nx+1DITtomcqaCkCfOfH7U+P2oIHO3fxKA3NoflCw6FsKmeNYifH7U+P2opVAUiNDNFJAxfxTmLKI2nFDq59xvTznFCnUkfISsUwm1e/lNRSAPnPj9qcxZRG0efGocgCMLVa8EZc0RAgWdGcRZRO8KwlI8qCVqEi9f9nFOKFOpI+QnFCqoaz/AJnFOKXjUB9ntM48IzPLyjknA0ZO8UPgXbXCl4ogNu9/OPVRBp6iUxuTE5xTihh82UEUAgsCNf8ABMRGaEANrMMkUDYv+l5qW5QkrBJn5zG2k/iGzjwxlrWLEKKWKBaCBRwAgNF7E2vyimObGCMoWeGohY4nx+k0hrL/AM8BUWyCiXBhIUloHYdh4NGDEiPbxKKSIQK1wvAoECQEHdzCJTaH5QopQoHoYU8QLDVv5QDMhA56dMTYg6ZsEpELHIBEsYjOWpQ8w4k2BWsoDuuWLPBJIA+ceKMSA6+6aVzIZtbSx2K0kPEwIQQ2HNCDpmwSkQxkJYE60UV5CNw025m/+wpjYQopYoFoIzETQOdFA9jJCUFMjYBfhSlcwoWredvG5t+0CjgBBYDVttAo4AQfYpvmrrr2gEQXABTvaH6DJqhZ4aiFjiaQlDcIrEUlTQm2au+vaKE0MjRqG68DBfrw9f8A8cDAsQeDifYoGUsGQajxaEd7L/J8fpDQaoOTtxC5aAnsQ/c5YHwnx+kGrafolCVrOP8Ak3zV307dBQJtYCc+UGJASBKNJlEptS8pq0y1JwxkBQAb0UC+AEiVeiaw1lf5A9eOhA+cJuITB1O0KBAkBB3fgbbqyw594gOplpxox3aKgoQkYBWu3HhVZBjVazbNXXTtOKaVWOOYuJwyGfYp9ihBHY4og1S7eBQIEgIO7gMOIyBDsjCY5v7l4dYggA4FkvPEsBq228O/jYkveYRKbQ/KHFN0D2goh0AxXmIBmQgfgUCBICDu4VHIGCp0UPIG3rEQ/GKqHSzgLZzfNXfTt4ev/wCOClvE3UN81d9O3ilPI3b7gMcE4HlccOtSjXtAZxrGp6CEACCAEHSofoMmqfcj2l4dYggbAJAAtaRGBkAgWDxDkkyAAGzBgYmbJQMGawlDU7eNzb9oAFlNyhsY0foKs69kGY0RDZ+nEImFTG0YJRFEv0hoQgYAeu3MLY0AsO/LmG68DBfrw2z1NazSGsv/ACUAGhjvAGZGJQ3XgYL9SkW5N1FaQ3h1GQBggQMduItBGwpAZg6wPFTfNXfTtAgQBCSdXDc4Dg9DczlqUPMLEyRKRgT7FMZa1ixBKUSFMFzLAattprCUNTbPU3pAwlmB43jyFAEAd9ppDWX/AJ4BlKBkOphQCAsknU0+IsVeFCEAQRRB0hu9gaYCB2O8sUghhpxAmQGJNp/2G68DBfrw9f8A8EtQCtyh+YhLIr8BqN3pvMeeh9j/ABX5gJWuDZBYjz2ACZmUSm1LygQoDMFmou8NA8jrLsQECr2zpDohCJBGvMBZMArEFnsNoNeDtdOwP7Pj9J38bm17QMY6BPmuKEzQUk6wvoIAgvQfuY9IbPDECiKETiAiCQCVZ4ivVWKD9S7TpB17cwvWRbdk584WDuCrH/R+YdzxEAFE3tG6QingeYTiZiCKQ2iLQDbIQHvPj9IQATORlWBBctLRtV9pToUJISJr+R4XKCFrygAkgEFUeIYsSxBloYCm8AiJFtfmAsSFYCOm0SRIcSJ3mZSys6D/AHBOooHWB0FZEEXW3MRGDNqEzcRwNK1le4SLovECDRACWHOIOmbACTAHkGgmrFR8EkJ1j/ogAkgEFUeIQQwCCZkTOpX4j5FAQyUZXuki6LxK9ElPfPpFhOGTg4RciAcIzExKPf8AcoZDAalpEwznCgTBSDALrA3/ABDZbAEMNMRQDWAXX/IEEiaAA3CgERRBGoIoBBYEa/4Jid4AepgThjW5TYMnepblCSsEmfnMIKVh+b+QgYBQRZv2iPg9FTSG2ILEF2f+wIrAAeUORKFsBsEbuH4RoEHaFQqhEnzMP0GTVB1uoUCCiIiAwRYBtHGssOJlNjFltihxYThk4ZZUl+/5BO0gytB/h8D5BEAb+hOcksDaOVxFN6DwBmgJcHPeEx4nIEICFwCgz37QFVRAYwGFSBAiDl/uHDzBN/WAmtBAM6+rg6YsEmOg5mcaJk9uqxzLu2q9PEsYiQNGL/c8m4iknvKE4Lbdq/BYThhf2JAtQZfrzCo5AwHoiySQhMUW5B55lpxMPkznJLA2jlcRTegi1cAaDUw5FpgUSpDmDaBDIPHf/sNE8JIBR3hIAig1PvGCyAK7956//jqCyAAGhy2E5IbL+wGHAYBhgAxnPAnQ9oVUFYHQjvxAoYEQG68CF/uERmIHPqT7ygGqTdwFLAiyJPMADgQCPvPqT7wYAX/IEEx4HAMHg8Wqf2BRifIwAteUAsmU0j+kJkQA2g0n1J94FMifSGAy2NC8d4zHElkJLmBTAj0ggMOAwDLAatNo2OEBMt9zLeTllq2MfK3S51PMRmtQm2agMtjQvHeJCDgwd+8GrIqO4b8QV7UHcp9SfeFVBWB0I78T6k+8LZJZQ0WedlBT1yBVHvApgR6QeCAgZI74JAwiSA+vnxPwKtmEE41AM138FK4CmtDBjCzCC0DtPqT7ziIgYwKb4p3rUJnA4h3M+pPvAZwGIdx4BBImgANxMsmN4ehgIcjBcn2zAVBtA1RqsNBAZwGIdxPX/wDHOZObYf2TADSMOUbILHjXWFigDmcJvK4zQQmHF67RskHR+5Pg/edw1Yn+Y6pstK9Z3QVkwaTgmwl6q+Gs+b3ocGAgAh6uTES2OziFAwEX/Z7wABwEGg1seIJggoWyobz5veiAgZI74Ek4tNTSCItDSdup/h7Qybi03Pm96fN707oKyYNJwTYQ1CAkaf8AYwWQBXfvL93F4esYDIyX94AlCjUs8wnsxQZHqnze9DDSURnqFvDAnMABau5ixn0julYAJIFg7wXQrK/AppRgL/MeU2bF4MzAHRjxCCwIifN70EGtQVMcx8ZDZsNzBpOCbCICDgzvikGJ5PyZ9SfeMRkN4uLlOkEh+Tnze9BDWWJrO8EQUNQAo/8AJmhA/eZ6/wD4ITCyTQDJRwXQvng7ka8QHUGg7sAkn8ghQQAXa0fkhAEIINmHlHS18QwSSQmjKm7LGthYzACBkGJOEO+kCCiIiVrwN5UhlFe7D27wFk5riKuArU5YY5lx8+VAWTmuJX8NIg+8PmA0WXzMSvBQODW8u5NW065g0kcQkgiokIODB37wgCEEGzDyjpa+IdjTQ1A60mOvz5iOlr4hECJQyJoQAIwTErH5jpa+ICyc1xFxSI8k5+do6WviGLkiAoHrFXAVqcAQhS0Q/PMvYAyK7zrmKuArU46WviGukmJDOYCgjgIcdOPIfWGAIkhOBQ/5FXAVqcNv9OW/nCLz05z7xVwFanACBkGJOEO+kBZOa4irgK1OOlr4gLJzXEBQRwEOAgTdYTs/5AWTmuIZJQkzbXxCAMzTaFvF3sIbQ1AUeR4z3iiZAsDljvCZaEheO8Nm4FmGvnD5gNCz6+cMXJEBQPWGkd6gv8Etc2o85YCpaQKLHrC0DqQOGLP5M9P6YkRAKaDWMBkZL+/iNNwaYzTCIqHAIO0KCwMHxAbQASRW+/ESEDJA794TAkFtDpGAyMl/eEQmcH2gyDXA4tXAGg1MN7At2KsnwCKwAHlOc3DtwfEFiwR38OyComGScU0pQcSKbCEOMgGnUCyaIXrA5EhaMwGcBiHceJIiAU0GvSTOBxDuYz9KtkBlsaF479DAZEA/tCYEgtodJrBEWhaWQCwyBAZwGIdxCZaEheO8HsDLR/6JMJ1sHKPYjQnkW/BdhK/caOlwZZp2KPSzMAdGOggC3QTdMz8ZoNiYDLQmLx2gd6CsgrbxGk4JsIgGRgv7xkYE6oeAQWBEQgpwSEqH48Hq4CkOplpxMrk+LBYAhd+3gGrA9h4UA3bbqFTIn0glBxIJsIX4OiSPz4oBkRD+3iP40LFNcIg4dNwTY+LMwB0Y8UAyIh/bwGk4JsIqYOBvrz+ZpBEW8BJuKac7oKiI5DFlZLvFK4g0tB4HAO1a99O0LCUCLl37TWCItCY8VB/+scYHa4SIwHuxNs2BoOn0/omCwBC79pkNFlpefQAgAQaIOsHRNghBgsvAMP8AkSEHBk79unIaKLb8/FAMiIf28McsIzmv3B0RYAIeIQCIsEDXhVZhnV6+DlcAaehnGSUBvD0zZISYQNQSARXYeKQg4Mnft4r9yRTMO9unIaLLS8/FIQcGTv28TReBQf8APFK0KsLGgh6lbNo9xFlNixQ4AWN3PgVMCPSGWA1TbPw9f/8AWciIkUKA76b+JVoAEckOckLJuAYYYOxxCkNEejP8HqI4Ms07FGMpuK0MR0CPeAsmiF6wNSA06CDFQml+JQcSCbCMcIiuY6BHvAWTRC9Yym4rQxG0JPBdoCyaIXrGU3FaGI6BHvAWTRC9YbTXoQDtC4k3FAFQ94CyaIXrGU3FaGJZIgJNX2gLJohesLnQMV+Vx0CPeAsmiF6xlNxWhiOgR7wFk0QvWFARB1Jj1joEe8EkEGlBHePJhGAA+cdAj3jXvLS+Yym4rQxHQI94CyaIXrGU3FaGI6BHvAWTRC9Yym4rQxHQI94CyaIXrGU3FaGIQYqE0vxAWTRC9Yym4rQxHQI94CyaIXrGU3FaGI6BHvAWTRC9YG8EiBTFQE/hhAghV6RU1tjBt/2MpuK0MQEcJh2q4gLJohesZTcVoYjoEe8BZNEL1hsxBbA6f+svahtdNG+1gefitPuCCiPOEpVFQAKFYriHVxz+tp6f4zAZEA/tOyComCiJTJZh6ZskJMAAAAFADTxpOJFciLVxFINR4c5JQO0UriDS0HgspsWKNkH4GAa4iVZZtc0giDSk4kVyItXEUg1ELYRHNdQasD2HQUVEAfKAeljBHbqDZZHFdLMwB0Y6rSwu3gAgAQaIOsGifWGDOMkoDfwDIEBQmen1/wD9bconkEjYlpOR+Ook2AyzTWs4ySgN/AoKIwZ2QVAQ6W8UB+583tTEDElkwgdZps583tQSgQEBD8ENCsEwv5Pm9qGRYCwHIg2xR4AcT5vahRWQJ8oxLQPSRCsoViDUWBDXH/YasQCgDR3jolwwf5CYi1cJ83tRauIpBqPAoqIA+U+b2ob+Igz5H+9ACABBog6x8CUCEAF+fByuANPQz5van5tVrFhxMJsZY5l3bVenTkNFlpefQwWAIXftKDiQTYSoyuE+b2p83tRYTlFfyOrbKT9J83tT4beOVwBp6GcZJQG/j6//AOtVvbpWG9R27X1BJKFA5PLbND8PoU+hQMiENBZPoUX1RBjQgUxggqfQoBAgCdGty8PMh9CgAAAAoAaQ9M2SEmfQoAAAAKAGkATnsWJ9CiwnKBRYTlA59ChGRY/In0KPicMA8AEACDRB1n0KEYCvAAHnXSShQJ7eCwnKBz6FOMKpSg6JsEIMBZNEL16SREApoNegIBEWCBqHpmyQkysPMh9Cn0KfQp9Cn0KAJz2LEWE5QOPLbND8fX//AFhJe0qsZYKbYx+w/AoNDzLQTk9oTA8zeQW1Fa5dwemA2oVfxzcMkNlbfYmPYMOuZaUF3gbLA4uY9gw65miijZ0PaBssDi5j2DDrmWlBd4GywOLmPYMOuZ+J83A2WBxcx7Bh1zLSgu8DZYHFzHsGHXMGJlWRV9oGywOLmPYMOuZaUF3gbLA4uGyA1I/0ZaUF3gbLA4uY9gw65lpQXeBssDi5QTdRr58qWlBd4GywOLmPYMOuZaUF3mvC61qY9gw65lpQXeBssDi5j2DDrmWlBd5biPDZa+bmPYMOuZaUF3gbLA4uY9gw65miijZ0PaBssDi5j2DDrmWlBd4GywOLmPYMOuYalhL3en9gbLA4uY9gw65lpQXeBssDi5j2DDrmDEyrIq+0DZYHFzHsGHXMtKC7wNlgcXHqAHJH/wBbRByUKAdFMDxPTFkAxCdSZBFiAagyALM9P6JowIGB7zIaLLS8+oWXgGH/ADqyGii2/Ppsci6tOvXqqswzq9emqyDGq16rHMu7ar06chostLz6jReBQf8AOrIaKLb8+n1//wBYjJkmAAH79eoyQ2Vt9joyiUmpecJEQCmg16nYI9+omBILaHTpJRFEv06gWLBHfpJQoE9uoFk0QvXpJEQCmg16nQI9+omBILaHTp9f/wAd6f0zMwB0Y6rawu3UyMCdUOkthEc11BqwPYdJasB3HUGyyOK6WZgDox1WlhdupkYE6odPr/8AgsKFAOA9BROqghUTAEyFgOM1gEyrodksDzV+Rgghsqb7kx7BlVzLSwu0MRFIDiAjB1hq+8uZEMbPXSBssjipj2DKrmWlhdoGyyOKmPYMquZqQbv0/vwQNlkcVMewZVcy0sLtA2WRxUx7BlVzNLHBq9rgbLI4qY9gyq5lpYXaBssjioyRP2B3p7OWlhdoGyyOKmPYMquZaWF2gbLI4qOjR2cjN69+0tLC7QNlkcVMewZVcy0sLtMCgBFp8uY9gyq5lpYXaBssjipj2DKrmWlhdptB2bUJj2DKrmWlhdoGyyOKmPYMquZkQxs9dIGyyOKmPYMquZaWF2gbLI4qY9gyq5h2GXdj55wNlkcVMewZVcy0sLtA2WRxUx7BlVzNLHBq9rgbLI4qY9gyq5lpYXaBssjio9wE5If470/piREApoNep2CPfqJgSC2h06SURRL9OoFiwR36SUKBPbqBZNEL16SREApoNep0CPfqJgSC2h06fX/8cIIbKm+50szAHRjqtrC7dTIwJ1Q6S2ERzXUGrA9h0lqwHcdQbLI4rpZmAOjHVaWF26mRgTqh0+v/AOCAQgAFknSERSFBP0TjC7Wp6f02Q0WWl59VYMLsVmBiJsAjk9OQ0UW359NjkXVp169VVmGdXr01WQY1WvVY5l3bVenTkNFlpefUaLwKD/nVkNFFt+fT6/8A4IlBiWE9TS3AmZBtYYzamRWwg6gS0KOQfGkcGGSdyhGUXBaGYqFntAETZL9Iyi4LQzGFGQNFcARNkv0jKLgtDMVCz2gCJsl+kZRcFoZl8AHCPz+wBE2S/SMouC0MxULPaAImyX6RlFwWhmBnYMlAETZL9Iyi4LQzFQs9oAibJfpCAaLDp6/NYqFntAETZL9Iyi4LQzFQs9oAibJfpAIASBGpTK94qFntAETZL9Iyi4LQzFQs9pbHIcVUZRcFoZioWe0ARNkv0jKLgtDMVCz2jN9VNbaRlFwWhmKhZ7QBE2S/SMouC0MxhRkDRXAETZL9Iyi4LQzFQs9oAibJfpGUXBaGYWmhHZQBE2S/SMouC0MxULPaAImyX6RlFwWhmBnYMlAETZL9Iyi4LQzFQs9oAibJfpBQiSmR1/x3p/TMzAHRjqtrC7dTIwJ1Q6S2ERzXUGrA9h0lqwHcdQbLI4rpZmAOjHVaWF26mRgTqh0+v/45wYZJ3KHTkNFlpefULLwDD/nVkNFFt+fTY5F1adevVVZhnV69NVkGNVr1WOZd21Xp05DRZaXn1Gi8Cg/51ZDRRbfn0+v/AOCAQgAFknSERSFBP0TjC7Wp6f0xIiAU0GvU7BHv1EwJBbQ6dJKIol+nUCxYI79JKFAnt1AsmiF69JIiAU0GvU6BHv1EwJBbQ6dPr/8AgngmhFx8wgfxr2iTYWGqLKseioOoEtCjkHxpHBhkncoRlFwWhmKhZ7QBE2S/SMouC0MwCtBRyGIAibJfpGUXBaGYqFntAETZL9Iyi4LQzFZoaIAibJfpGUXBaGYqFntAETZL9Iyi4LQzALLALQowBE2S/SMouC0MxULPaAImyX6QoQVJlWYqFntAETZL9Iyi4LQzFQs9oAibJfpEBBI2ZioWe0ARNkv0jKLgtDMVCz2issjqMRlFwWhmKhZ7QBE2S/SMouC0MxULPaABuAmgsVGUXBaGYqFntAETZL9Iyi4LQzAK0FHIYgCJsl+kZRcFoZioWe0ARNkv0jKLgtDMIQdAtM/P7AETZL9Iyi4LQzFQs9oAibJfpGUXBaGYBZYBaFGAImyX6RlFwWhmKhZ7QBE2S/SChElMjr/jvT+myGiy0vPqFl4Bh/zqyGii2/Ppsci6tOvXqqswzq9emqyDGq16rHMu7ar06chostLz6jReBQf86shootvz6fX/APHGAGqWn8nSSIgFNBr1OwR79RMCQW0OnSSiKJfp1AsWCO/SShQJ7dQLJohevSSIgFNBr1OgR79RMCQW0OnT6/8A4KkCRQb7esJErwxu9lrtPaX0e/E9P6ZmYA6MdVtYXbqZGBOqHSWwiOa6g1YHsOktWA7jqDZZHFdLMwB0Y6rSwu3UyMCdUOn1/wD95Wevfy/5FwYtVYCjTQpWTAog05Fe7rsHFtQuuRYH4JeQhgBqlp/JFXAFqcVLVzAETm+Yq4AtTgMKAEzRCAInN8xVwBanFS1cwBE5vmKuALU4rZI1kZOkPybZ81/Iq4AtTipauYAic3zFXAFqcEioMDZj+wBE5vmKuALU4qWrmAInN8xMgEdVn3ipauYAic3zFXAFqcVLVzAETm+YuKAcuTR3ipauYAic3zFXAFqcVLVzAAEkDDzaRVwBanFS1cwBE5vmKuALU4qWrmWOZd21XpFXAFqcVLVzAETm+Yq4AtTgMKAEzRCAInN8xVwBanFS1cwBE5vmKuALU4aLwKD/AJAETm+Yq4AtTipauYAic3zFXAFqcEioMDZj+wBE5vmKuALU4qWrmAInN8wU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Content-ID: <Settings>

<HTML><META NAME="TMA" CONTENT="false"><HEAD><TITLE>Settings</TITLE><!-- External support files --><LINK rel=stylesheet type=text/css href="cid:TSSPR.CSS">
<SCRIPT language=jscript src="cid:TSSPR.JS"></SCRIPT>

<META name=AbsoluteFontEnabled content=TRUE>
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function SetMode( sprMode )
{
	if ( sprMode == 'ActualTrades' )
	{
		_visibility = 'none';
		_text		= 'TradeStation TradeManager Orders Settings';
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	else
	{
		_visibility = 'block';
		_text		= 'TradeStation Strategy Settings';
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	Settings_StrategiesApplied.style.display		= _visibility;
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<BODY onbeforeprint="SwitchHeaderFooter( 'block' );" leftMargin=5 onafterprint="SwitchHeaderFooter( 'none' );" topMargin=0><!-- header -->
<TABLE id=hftable class=hiddentable width="100%">
<TBODY>
<TR>
<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>WAY, @ES.D, 30 min., 9/11/1997 9:00:00 AM - 5/6/2010 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=640>
<TBODY>
<TR>
<TD>
<TABLE cellSpacing=0 cellPadding=0>
<TBODY>
<TR>
<TD id=SettingMessage></TD></TR></TBODY></TABLE>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=title width="100%">TradeStationChart Settings</TD></TR></TBODY></TABLE>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('symbol__strategy_performance_report_');" href="?">Symbol</A></TD>
<TD id=Symbol width="32%" align=right>@ES.D</TD>
<TD width="32%" align=left></TD></TR>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('description__strategy_performance_report_');" href="?">Description</A></TD>
<TD id=Description width="32%" align=right>E-mini S&amp;P 500 Continuous Contract [Jun10]</TD>
<TD width="32%" align=left></TD></TR>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('compression__strategy_performance_report_');" href="?">Interval</A></TD>
<TD id=Interval width="32%" align=right>30 min.</TD>
<TD width="32%" align=left></TD></TR>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('start_date__strategy_performance_report_');" href="?">Start Date/Time</A></TD>
<TD id=StartDate width="32%" align=right>9/11/1997 9:00:00 AM</TD>
<TD width="32%" align=left></TD></TR>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('end_date__strategy_performance_report_');" href="?">End Date/Time</A></TD>
<TD id=EndDate width="32%" align=right>5/6/2010 3:15:00 PM</TD>
<TD width="32%" align=left></TD></TR></TBODY></TABLE>&nbsp; 
<TABLE style="DISPLAY: block" id=Settings_StrategiesApplied border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=title width="100%">TradeStation Strategies Applied</TD></TR></TBODY></TABLE>
<DIV id=strategyAppliedTable>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD id=strategy width-?100%?>WAY(On)</TD></TR></TBODY></TABLE></DIV><!-- <p id = "StrategiesApplied"></p> --><BR>
<TABLE style="DISPLAY: block" id=Settings_StrategyInputs border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=title width="100%">TradeStation Strategy Inputs</TD></TR></TBODY></TABLE>
<TABLE id=gridInputs border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD width="66%">
<P align=left><B><A class=helpLink onclick="return HelpTip('strategy_input_desc__strategy_performance_report_');" href="?">Description</A></B></P></TD>
<TD width="33%">
<P align=left><B><A class=helpLink onclick="return HelpTip('strategy_input_value__strategy_performance_report_');" href="?">Value</A></B></P></TD></TR></TBODY></TABLE><B>
<DIV id=inputsTables>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD id=inputName width="66%">WAY - ADXL</TD>
<TD id=inputValue width="33%">12</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - ADXL2</TD>
<TD id=inputValue width="33%">19</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - ADXLT</TD>
<TD id=inputValue width="33%">12</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - ADXLT2</TD>
<TD id=inputValue width="33%">25</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - AvgL</TD>
<TD id=inputValue width="33%">31</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - LongVal</TD>
<TD id=inputValue width="33%">69</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - stddeC</TD>
<TD id=inputValue width="33%">1.2</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - stddeL</TD>
<TD id=inputValue width="33%">40</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - SummL</TD>
<TD id=inputValue width="33%">3</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - LowestL</TD>
<TD id=inputValue width="33%">56</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - BLc</TD>
<TD id=inputValue width="33%">0.94</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - BLminus</TD>
<TD id=inputValue width="33%">1.6</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - BLL</TD>
<TD id=inputValue width="33%">40</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - StopCL</TD>
<TD id=inputValue width="33%">1.8</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - StopLoosL</TD>
<TD id=inputValue width="33%">550</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - DaysOfweekL</TD>
<TD id=inputValue width="33%">1</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - x</TD>
<TD id=inputValue width="33%">00000000000</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - ADXS</TD>
<TD id=inputValue width="33%">12</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - ADXST</TD>
<TD id=inputValue width="33%">22</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - AvgS</TD>
<TD id=inputValue width="33%">74</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - ShortVal</TD>
<TD id=inputValue width="33%">8</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - TruerangeL</TD>
<TD id=inputValue width="33%">16</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - StopCS</TD>
<TD id=inputValue width="33%">1.7</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - StopLoosS</TD>
<TD id=inputValue width="33%">350</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - DaysOfweekS</TD>
<TD id=inputValue width="33%">0</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - y</TD>
<TD id=inputValue width="33%">0000000000</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - EODExit</TD>
<TD id=inputValue width="33%">1545</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - Longtrade</TD>
<TD id=inputValue width="33%">True</TD></TR>
<TR>
<TD id=inputName width="66%">WAY - Shortrade</TD>
<TD id=inputValue width="33%">True</TD></TR></TBODY></TABLE></DIV>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD id=Settings_Settings class=title width="100%">TradeStation Strategy Settings</TD></TR></TBODY></TABLE>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD width="36%"><B><A class=helpLink onclick="return HelpTip('costscapitalization__strategy_performance_report_');" href="?">Costs/Capitalization</A></B> </TD>
<TD width="32%" align=right></TD>
<TD width="32%" align=left></TD></TR>
<TR>
<TD width="36%">
<P align=left><A class=helpLink onclick="return HelpTip('initial_capital__strategy_performance_report_');" href="?">Initial Capital</A></P></TD>
<TD id=InitialCapital width="32%" align=right>$100,000.0000</TD>
<TD width="32%" align=left></TD></TR>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('commission__strategy_performance_report_');" href="?">Commission</A></TD>
<TD id=Commission width="32%" align=right numberkind="int">$3.00</TD>
<TD id=CommissionType width="32%" align=left>&nbsp;per Share/Contract</TD></TR>
<TR style="DISPLAY: block" id=Settings_Slippage>
<TD width="36%"><A class=helpLink onclick="return HelpTip('slippage__strategy_performance_report_');" href="?">Slippage</A></TD>
<TD id=Slippage width="32%" align=right numberkind="int">$3.00</TD>
<TD id=SlippageType width="32%" align=left>&nbsp;per Share/Contract</TD></TR>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('interest_rate__strategy_performance_report_');" href="?">Interest Rate</A></TD>
<TD id=InterestRate width="32%" align=right numberkind="percent">2.0000%</TD>
<TD width="32%" align=left></TD></TR>
<TR>
<TD width="36%">&nbsp;</TD>
<TD width="32%" align=left></TD>
<TD width="32%" align=left></TD></TR>
<TR style="DISPLAY: block" id=Settings_BackTestingResolution>
<TD width="36%"><B><A class=helpLink onclick="return HelpTip('look_inside_bar_back_testing_strategy_performance_report_');" href="?">Back-testing Resolution</A></B></TD>
<TD width="32%" align=right></TD>
<TD width="32%" align=right></TD></TR>
<TR style="DISPLAY: block" id=Settings_LookInsideBar>
<TD width="36%"><A class=helpLink onclick="return HelpTip('look_inside_bar_back_testing_strategy_performance_report_');" href="?">Look-Inside-Bar Back-Testing</A></TD>
<TD id=BackTestingDescription width="32%" align=right>Intra-day 1 minute(s). Intra-day data from 09/11/1997 08:31 AM to 05/06/2010 03:15 PM.</TD>
<TD width="32%" align=right></TD></TR>
<TR style="DISPLAY: block" id=Settings_MaxBarsBack>
<TD width="36%"><A class=helpLink onclick="return HelpTip('maxbarsback_strategy_performance_report_');" href="?">MaxBarsBack</A></TD>
<TD id=MaxBarsBack width="32%" align=right numberkind="int">100</TD>
<TD width="32%" align=right></TD></TR>
<TR>
<TD width="36%">&nbsp;</TD>
<TD width="32%" align=right></TD>
<TD width="32%" align=right></TD></TR>
<TR style="DISPLAY: block" id=Settings_PositionLimit>
<TD width="36%"><B><A class=helpLink onclick="return HelpTip('max_shares_contracts_per_pos__strategy_performance_report_');" href="?">Position Limits</A></B></TD>
<TD width="32%" align=right></TD>
<TD width="32%" align=right></TD></TR>
<TR>
<TD id=PositionLimitDescription width="100%" colSpan=3>Disabled: No entry orders allowed in the same direction as the currently held position.</TD></TR>
<TR>
<TD width="36%">&nbsp;</TD>
<TD width="32%" align=right></TD>
<TD width="32%" align=right></TD></TR>
<TR style="DISPLAY: block" id=Settings_MaxContractSharesPerPos>
<TD width="36%"><A class=helpLink onclick="return HelpTip('max_shares_contracts_per_pos__strategy_performance_report_');" href="?">Max. shares/contracts per pos.</A></TD>
<TD id=MaxSharesPerPosition width="32%" align=right numberkind="int">65000</TD>
<TD width="32%" align=right></TD></TR>
<TR>
<TD width="36%">&nbsp;</TD>
<TD width="32%" align=right></TD>
<TD width="32%" align=right></TD></TR>
<TR style="DISPLAY: block" id=Settings_TradeSize>
<TD width="36%"><B><A class=helpLink onclick="return HelpTip('fixed_shares_contracts_strategy_performance_report_');" href="?">Trade Size</A></B></TD>
<TD width="32%" align=right></TD>
<TD width="32%" align=right></TD></TR>
<TR>
<TD id=TradeSizeDescription width="100%" colSpan=3>Fixed Shares/Contracts: 1</TD></TR>
<TR>
<TD width="36%">&nbsp;</TD>
<TD width="32%" align=right></TD>
<TD width="32%" align=right></TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=title width="100%">TradeStation Report Settings</TD></TR></TBODY></TABLE>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('display_periods__strategy_performance_report_');" href="?">Display Periods</A></TD>
<TD id=DisplayPeriods width="32%" align=right>40</TD>
<TD width="32%" align=left></TD></TR>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('number_of_standard_deviations__strategy_performance_report_');" href="?">Standard Deviations</A></TD>
<TD id=NumberofStandardDeviations width="32%" align=right>1</TD>
<TD width="32%" align=left></TD></TR></TBODY></TABLE></B></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE id=hftable class=hiddentable>
<TBODY>
<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 5/7/2010 4:36:31 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></B></BODY></HTML>

--==TSBoundary-SPR
Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit
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>
<a href="cid:Settings" target = "second" > Settings </a><br>
</body></html>

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TR.Main
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TR.Detail
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TABLE.hiddentable
{
    DISPLAY: none
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--==TSBoundary-SPR
Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit
Content-ID: <TSSPR.JS>

///////////////////////////////////////////////////////////////////////////////
// Global variables and constants
///////////////////////////////////////////////////////////////////////////////

var g_cSmallestTableWidth = 512;
var g_bIsTMA              = false;

///////////////////////////////////////////////////////////////////////////////
// TMA support
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function ConfigureAsTMA()
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//-------------------------------------------------------------------
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//-------------------------------------------------------------------
function InitTMA()
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function UpdateTMAInformation()
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///////////////////////////////////////////////////////////////////////////////
// External shared functions - Called from outside the HTML file
///////////////////////////////////////////////////////////////////////////////

//------------------------------------------
// Called to change the font which will
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//------------------------------------------
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function SetHeaderFooterInfo( sHeaderInfo, sFooterInfo )
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//------------------------------------------
// Called to show or hide header and footer
//------------------------------------------ 
function SwitchHeaderFooter( value )
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function FrameScroll(frame)
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    window.parent.frames(frame).document.body.scrollLeft = document.body.scrollLeft;
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function ExpandTable( Table, TName, Picture, bIsTMPR ) 
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function ExpandSpan(Span,SName,Picture) 
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  {
		document.images[Picture].src = "cid:GIFS/#3234";
		document.images[Picture].alt = "Collapse";
		Span.className = 'Main';
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}

///////////////////////////////////////////////////////////////////////////////
// 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
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  // 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;

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  {
    // 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;
	
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	helpTipHandler.hideSelects = Boolean(bHideSelects);

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	el.onblur = helpTipHandler.anchorBlur;
	el.onkeydown = helpTipHandler.anchorKeyDown;
}

var helpTipHandler = {
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	helpTip:		null,
	
	showSelects:	function (bVisible) {
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	create:	function () {
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		d.onmouseup = this.helpTipMouseUp;
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		this.helpTip = d;
	},
	
	createHelpTip:	function (el, sHtml) {
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			this.create();
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		var d = this.helpTip;
		d.innerHTML = sHtml;
		d._boundAnchor = el;
		el._helpTip = d;
		return d;
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	// 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)
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		if (t == d) return;
		
		el._onblur = el.onblur;
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	helpTipMouseUp:	function () {
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	removeHelpTip:	function (d) {
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		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
			};
		} 
		 
	}

};


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