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<HTML><META NAME="TMA" CONTENT="false"><HEAD><TITLE>TradeStation Performance Summary</TITLE><OR_DEFS Short_AdjustedNetProfitCTCDrawdown="100 * PerformanceSummary.Short_AdjustedNetProfit / abs(PerformanceSummary.Short_CTCDrawdown);" Long_AdjustedNetProfitCTCDrawdown="100 * PerformanceSummary.Long_AdjustedNetProfit / abs(PerformanceSummary.Long_CTCDrawdown);" All_AdjustedNetProfitCTCDrawdown="100 * PerformanceSummary.All_AdjustedNetProfit / abs(PerformanceSummary.All_CTCDrawdown);" Short_SelectNetProfitCTCDrawdown="100 * PerformanceSummary.Short_SelectNetProfit / abs(PerformanceSummary.Short_CTCDrawdown);" Long_SelectNetProfitCTCDrawdown="100 * PerformanceSummary.Long_SelectNetProfit / abs(PerformanceSummary.Long_CTCDrawdown);" All_SelectNetProfitCTCDrawdown="100 * PerformanceSummary.All_SelectNetProfit / abs(PerformanceSummary.All_CTCDrawdown);" Short_NetProfitCTCDrawdown="100 * PerformanceSummary.Short_TotalNetProfit / abs(PerformanceSummary.Short_CTCDrawdown);" Long_NetProfitCTCDrawdown="100 * PerformanceSummary.Long_TotalNetProfit / abs(PerformanceSummary.Long_CTCDrawdown);" All_NetProfitCTCDrawdown="100 * PerformanceSummary.All_TotalNetProfit / abs(PerformanceSummary.All_CTCDrawdown);" Short_CloseToCloseReturn="100 * PerformanceSummary.Short_TotalNetProfit / abs(PerformanceSummary.Short_CTCDrawdown);" Long_CloseToCloseReturn="100 * PerformanceSummary.Long_TotalNetProfit / abs(PerformanceSummary.Long_CTCDrawdown);" All_CloseToCloseReturn="100 * PerformanceSummary.All_TotalNetProfit / abs(PerformanceSummary.All_CTCDrawdown);" Long_AdjustedProfitFactor="PerformanceSummary.Long_AdjustedGrossProfit / abs( PerformanceSummary.Long_AdjustedGrossLoss );" Short_AdjustedProfitFactor="PerformanceSummary.Short_AdjustedGrossProfit / abs( PerformanceSummary.Short_AdjustedGrossLoss );" All_AdjustedProfitFactor="PerformanceSummary.All_AdjustedGrossProfit / abs( PerformanceSummary.All_AdjustedGrossLoss );" Short_AdjustedNetProfitMaxDrawDown="100 * PerformanceSummary.Short_AdjustedNetProfit / abs( PerformanceSummary.Short_MaxIntradayDrawDown );" Long_AdjustedNetProfitMaxDrawDown="100 * PerformanceSummary.Long_AdjustedNetProfit / abs( PerformanceSummary.Long_MaxIntradayDrawDown );" All_AdjustedNetProfitMaxDrawDown="100 * PerformanceSummary.All_AdjustedNetProfit / abs( PerformanceSummary.All_MaxIntradayDrawDown );" Short_AdjustedNetProfitLargestLoss="100 * PerformanceSummary.Short_AdjustedNetProfit / abs( PerformanceSummary.Short_LargestLosingTrade );" Long_AdjustedNetProfitLargestLoss="100 * PerformanceSummary.Long_AdjustedNetProfit / abs( PerformanceSummary.Long_LargestLosingTrade );" All_AdjustedNetProfitLargestLoss="100 * PerformanceSummary.All_AdjustedNetProfit / abs( PerformanceSummary.All_LargestLosingTrade );" Short_AdjustedNetProfit="PerformanceSummary.Short_AdjustedGrossProfit + PerformanceSummary.Short_AdjustedGrossLoss;" Long_AdjustedNetProfit="PerformanceSummary.Long_AdjustedGrossProfit + PerformanceSummary.Long_AdjustedGrossLoss;" All_AdjustedNetProfit="PerformanceSummary.All_AdjustedGrossProfit + PerformanceSummary.All_AdjustedGrossLoss;" Short_NumberEvenTrades="PerformanceSummary.Short_TotalNumberTrades - PerformanceSummary.Short_NumberLosingTrades - PerformanceSummary.Short_NumberWinningTrades;" Long_NumberEvenTrades="PerformanceSummary.Long_TotalNumberTrades - PerformanceSummary.Long_NumberLosingTrades - PerformanceSummary.Long_NumberWinningTrades;" All_NumberEvenTrades="PerformanceSummary.All_TotalNumberTrades - PerformanceSummary.All_NumberLosingTrades - PerformanceSummary.All_NumberWinningTrades;" All_TotalNumberTrades="TotalTradeAnalysis_NumberOfTrades;" All_Analysis_PercentInTheMarket="PerformanceSummary.Analysis_PercentInTheMarket;" OP_UnrealizePL="PerformanceSummary.All_OpenPositionPL;" Long_ReturnOnMaxDrawDown="100 * PerformanceSummary.Long_TotalNetProfit / abs( PerformanceSummary.Long_MaxIntradayDrawDown );" Short_ReturnOnMaxDrawDown="100 * PerformanceSummary.Short_TotalNetProfit / abs( PerformanceSummary.Short_MaxIntradayDrawDown );" All_ReturnOnMaxDrawDown="100 * PerformanceSummary.All_TotalNetProfit / abs( PerformanceSummary.All_MaxIntradayDrawDown );" Long_SelectNetProfitLargestLoss="100 * PerformanceSummary.Long_SelectNetProfit/ abs( PerformanceSummary.Long_LargestLosingTrade );" Short_SelectNetProfitLargestLoss="100 * PerformanceSummary.Short_SelectNetProfit/ abs( PerformanceSummary.Short_LargestLosingTrade );" All_SelectNetProfitLargestLoss="100 * PerformanceSummary.All_SelectNetProfit/ abs( PerformanceSummary.All_LargestLosingTrade );" Long_NetProfitMaxDrawDown="100 * PerformanceSummary.Long_TotalNetProfit/ abs( PerformanceSummary.Long_MaxIntradayDrawDown );" Short_NetProfitMaxDrawDown="100 * PerformanceSummary.Short_TotalNetProfit/ abs( PerformanceSummary.Short_MaxIntradayDrawDown );" All_NetProfitMaxDrawDown="100 * PerformanceSummary.All_TotalNetProfit/ abs( PerformanceSummary.All_MaxIntradayDrawDown );" Long_LargetLosingTradePercentGrossLoss="100 * PerformanceSummary.Long_LargestLosingTrade/PerformanceSummary.Long_GrossLoss;" Short_LargetLosingTradePercentGrossLoss="100 * PerformanceSummary.Short_LargestLosingTrade/PerformanceSummary.Short_GrossLoss;" All_LargetLosingTradePercentGrossLoss="100 * PerformanceSummary.All_LargestLosingTrade/PerformanceSummary.All_GrossLoss;" Long_LargetWinTradePercentGrossProfit="100 * PerformanceSummary.Long_LargestWinningTrade/PerformanceSummary.Long_GrossProfit;" Short_LargetWinTradePercentGrossProfit="100 * PerformanceSummary.Short_LargestWinningTrade/PerformanceSummary.Short_GrossProfit;" All_LargetWinTradePercentGrossProfit="100 * PerformanceSummary.All_LargestWinningTrade/PerformanceSummary.All_GrossProfit;" Long_NetProfitLargestLoss="100 * PerformanceSummary.Long_TotalNetProfit/ abs( PerformanceSummary.Long_LargestLosingTrade );" Short_NetProfitLargestLoss="100 * PerformanceSummary.Short_TotalNetProfit/ abs( PerformanceSummary.Short_LargestLosingTrade );" All_NetProfitLargestLoss="100 * PerformanceSummary.All_TotalNetProfit/ abs( PerformanceSummary.All_LargestLosingTrade );" Long_SelectProfitFactor="PerformanceSummary.Long_SelectGrossProfit / abs( PerformanceSummary.Long_SelectGrossLoss );" Short_SelectProfitFactor="PerformanceSummary.Short_SelectGrossProfit / abs( PerformanceSummary.Short_SelectGrossLoss );" All_SelectProfitFactor="PerformanceSummary.All_SelectGrossProfit / abs( PerformanceSummary.All_SelectGrossLoss );" Short_SelectNetProfit="PerformanceSummary.Short_SelectGrossProfit + PerformanceSummary.Short_SelectGrossLoss;" Long_SelectNetProfit="PerformanceSummary.Long_SelectGrossProfit + PerformanceSummary.Long_SelectGrossLoss;" All_SelectNetProfit="PerformanceSummary.All_SelectGrossProfit + PerformanceSummary.All_SelectGrossLoss;" Long_SelectNetProfitMaxDrawdown="100 * PerformanceSummary.Long_SelectNetProfit/ abs( PerformanceSummary.Long_MaxIntradayDrawDown );" Short_SelectNetProfitMaxDrawdown="100 * PerformanceSummary.Short_SelectNetProfit/ abs( PerformanceSummary.Short_MaxIntradayDrawDown );" All_SelectNetProfitMaxDrawdown="100 * PerformanceSummary.All_SelectNetProfit/ abs( PerformanceSummary.All_MaxIntradayDrawDown );" OpenPosition="PerformanceSummary.All_OpenPositionPL;" ProfitFactor_Short="PerformanceSummary.Short_GrossProfit / abs( PerformanceSummary.Short_GrossLoss );" ProfitFactor_Long="PerformanceSummary.Long_GrossProfit / abs( PerformanceSummary.Long_GrossLoss );" ProfitFactor_All="PerformanceSummary.All_GrossProfit / abs( PerformanceSummary.All_GrossLoss );" ProfitFactor="abs( PerformanceSummary.All_ProfitFactor );" RatioAvgWinAvgLoss="PerformanceSummary.All_RatioAvgWinAvgLoss;" PercentProfitable="PerformanceSummary.All_PercentProfitable;" GrossLoss="PerformanceSummary.All_GrossLoss;" GrossProfit="PerformanceSummary.All_GrossProfit;" NumberLosingTrades="PerformanceSummary.All_NumberLosingTrades;" LargestProfit="PerformanceSummary.All_LargestWinningTrade;" AverageWinningTrade="PerformanceSummary.All_AverageWinningTrade;" NumberWinningTrades="PerformanceSummary.All_NumberWinningTrades;"><!-- External support files --><LINK rel=stylesheet type=text/css href="cid:TSSPR.CSS">
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<BODY onload=SummarySetDefaultValues(); leftMargin=5 topMargin=0 bgColor=#ffffff margin marginwidth="0"><FORM name=sprForm><!-- header -->
<TABLE id=hftable class=hiddentable width="100%">
<TBODY>
<TR>
<TD><SPAN class=Header><SPAN class=Header>TradeStation&nbsp;TradeManager&nbsp;Performance Report</SPAN></SPANHEIGHT="15"></SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>78, EURUSD, 1440 min., 10/21/2002 4:00:00 PM - 1/19/2010 4:00:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
<TBODY>
<TR>
<TD>
<TABLE id=tblHidden border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD id=tdDisplay height=1 colSpan=4>Display: <SELECT style="BACKGROUND-IMAGE: url(none); BORDER-BOTTOM: blue thick double; BORDER-LEFT: blue thick double; FONT-FAMILY: Verdana; BORDER-TOP: blue thick double; BORDER-RIGHT: blue thick double" onchange=SummaryCallRightTable(); name=lstSprSummary> <OPTION selected value=1>Column View</OPTION> <OPTION value=2>Table View</OPTION></SELECT></TD></TR>
<TR>
<TD>&nbsp;</TD>
<TD height=15></TD></TR></TBODY></TABLE>
<TABLE id=tlbColumnViewTitle border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=title height=19>TradeStation Performance Summary</TD>
<TD id=tdImage0 bgColor=#0066cc height=19 vAlign=center align=right><A onclick="SummaryExpandTable(document.getElementById('tblSummaryStrategy'),'tblSummaryStrategy','imgSummaryStrategy'); return false;"><IMG border=0 name=imgSummaryStrategy alt=Collapse src="cid:GIFS/#3234" width=70 height=19></A></TD></TR>
<TR>
<TD>&nbsp;</TD>
<TD height=15></TD></TR></TBODY></TABLE>
<TABLE style="DISPLAY: block; BORDER-COLLAPSE: collapse" id=tblSummaryStrategy class=Detail border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('all_trades__strategy_performance_report_');" href="?">All Trades</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD width="15%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('long_trades__strategy_performance_report_');" href="?">Long Trades</A></B><SPAN></SPAN><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD width="15%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('short_trades__strategy_performance_report_');" href="?">Short Trades</A></B><SPAN></SPAN><BR><IMG src="spacer.gif" width=110 height=1></TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=All_TotalNetProfit height=15 width="15%" align=right>$132,867.5200</TD>
<TD id=Long_TotalNetProfit height=15 width="15%" align=right>$132,867.5200</TD>
<TD id=Short_TotalNetProfit height=15 width="15%" align=right>$0.0000</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('gross_profit__strategy_performance_report_');" href="?">Gross Profit</A></TD>
<TD id=All_GrossProfit height=15 width="15%" align=right>$372,156.8800</TD>
<TD id=Long_GrossProfit height=15 width="15%" align=right>$372,156.8800</TD>
<TD id=Short_GrossProfit height=15 width="15%" align=right>$0.0000</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('gross_loss__strategy_performance_report_');" href="?">Gross Loss</A></TD>
<TD id=All_GrossLoss height=15 width="15%" align=right><FONT color=red>($239,289.3600)</FONT></TD>
<TD id=Long_GrossLoss height=15 width="15%" align=right><FONT color=red>($239,289.3600)</FONT></TD>
<TD id=Short_GrossLoss width="15%" align=right>$0.0000</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD id=ProfitFactor_All width="15%" align=right numberkind="real">1.5553</TD>
<TD id=ProfitFactor_Long width="15%" align=right numberkind="real">1.5553</TD>
<TD id=ProfitFactor_Short width="15%" align=right numberkind="real">n/a</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit</A></TD>
<TD id=All_RollOverCredit height=15 width="15%" align=right><FONT color=red>($10,143.0000)</FONT></TD>
<TD id=Long_RollOverCredit height=15 width="15%" align=right><FONT color=red>($10,143.0000)</FONT></TD>
<TD id=Short_RollOverCredit height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position P/L</A></TD>
<TD id=All_OpenPositionPL height=15 width="15%" align=right><FONT color=red>($795.5800)</FONT></TD>
<TD id=Long_OpenPositionPL height=15 width="15%" align=right><FONT color=red>($795.5800)</FONT></TD>
<TD id=Short_OpenPositionPL height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=All_SelectNetProfit height=15 width="15%" align=right>$138,819.8400</TD>
<TD id=Long_SelectNetProfit height=15 width="15%" align=right>$138,819.8400</TD>
<TD id=Short_SelectNetProfit height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('select_gross_profit__strategy_performance_report_');" href="?">Select Gross Profit</A></TD>
<TD id=All_SelectGrossProfit height=15 width="15%" align=right>$366,972.0400</TD>
<TD id=Long_SelectGrossProfit height=15 width="15%" align=right>$366,972.0400</TD>
<TD id=Short_SelectGrossProfit height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('select_gross_loss__strategy_performance_report_');" href="?">Select Gross Loss</A></TD>
<TD id=All_SelectGrossLoss height=15 width="15%" align=right><FONT color=red>($228,152.2000)</FONT></TD>
<TD id=Long_SelectGrossLoss height=15 width="15%" align=right><FONT color=red>($228,152.2000)</FONT></TD>
<TD id=Short_SelectGrossLoss height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('select_profit_factor__strategy_performance_report_');" href="?">Select Profit Factor</A></TD>
<TD id=All_SelectProfitFactor width="15%" align=right numberkind="real">1.6085</TD>
<TD id=Long_SelectProfitFactor width="15%" align=right numberkind="real">1.6085</TD>
<TD id=Short_SelectProfitFactor width="15%" align=right numberkind="real">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=All_AdjustedNetProfit width="15%" align=right>$105,939.1830</TD>
<TD id=Long_AdjustedNetProfit width="15%" align=right>$105,939.1830</TD>
<TD id=Short_AdjustedNetProfit width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_gross_profit__strategy_performance_report_');" href="?">Adjusted Gross Profit</A></TD>
<TD id=All_AdjustedGrossProfit width="15%" align=right>$358,753.9774</TD>
<TD id=Long_AdjustedGrossProfit width="15%" align=right>$358,753.9774</TD>
<TD id=Short_AdjustedGrossProfit width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_gross_loss__strategy_performance_report_');" href="?">Adjusted Gross Loss</A></TD>
<TD id=All_AdjustedGrossLoss width="15%" align=right><FONT color=red>($252,814.7943)</FONT></TD>
<TD id=Long_AdjustedGrossLoss width="15%" align=right><FONT color=red>($252,814.7943)</FONT></TD>
<TD id=Short_AdjustedGrossLoss width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_profit_factor__strategy_performance_report_');" href="?">Adjusted Profit Factor</A></TD>
<TD id=All_AdjustedProfitFactor width="15%" align=right numberkind="real">1.4190</TD>
<TD id=Long_AdjustedProfitFactor width="15%" align=right numberkind="real">1.4190</TD>
<TD id=Short_AdjustedProfitFactor width="15%" align=right numberkind="real">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=All_TotalNumberTrades width="15%" align=right numberkind="int">1084</TD>
<TD id=Long_TotalNumberTrades width="15%" align=right numberkind="int">1084</TD>
<TD id=Short_TotalNumberTrades width="15%" align=right numberkind="int">0</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('percent_profitable__strategy_performance_report_');" href="?">Percent Profitable</A></TD>
<TD id=All_PercentProfitable width="15%" align=right numberkind="percent">71.1255%</TD>
<TD id=Long_PercentProfitable width="15%" align=right numberkind="percent">71.1255%</TD>
<TD id=Short_PercentProfitable width="15%" align=right numberkind="percent">0.0000%</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winning Trades</A></TD>
<TD id=All_NumberWinningTrades width="15%" align=right numberkind="int">771</TD>
<TD id=Long_NumberWinningTrades width="15%" align=right numberkind="int">771</TD>
<TD id=Short_NumberWinningTrades width="15%" align=right numberkind="int">0</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losing Trades</A></TD>
<TD id=All_NumberLosingTrades width="15%" align=right numberkind="int">313</TD>
<TD id=Long_NumberLosingTrades width="15%" align=right numberkind="int">313</TD>
<TD id=Short_NumberLosingTrades width="15%" align=right numberkind="int">0</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('even_trades__strategy_performance_report_');" href="?">Even Trades</A></TD>
<TD id=All_NumberEvenTrades width="15%" align=right numberkind="int">0</TD>
<TD id=Long_NumberEvenTrades width="15%" align=right numberkind="int">0</TD>
<TD id=Short_NumberEvenTrades width="15%" align=right numberkind="int">0</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Profit</A></TD>
<TD id=All_AvgTrade height=15 width="15%" align=right>$122.5715</TD>
<TD id=Long_AvgTrade height=15 width="15%" align=right>$122.5715</TD>
<TD id=Short_AvgTrade height=15 width="15%" align=right>$0.0000</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_winning_trade__strategy_performance_report_');" href="?">Avg. Winning Trade</A></TD>
<TD id=All_AverageWinningTrade height=15 width="15%" align=right>$482.6937</TD>
<TD id=Long_AverageWinningTrade height=15 width="15%" align=right>$482.6937</TD>
<TD id=Short_AverageWinningTrade height=15 width="15%" align=right>$0.0000</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_losing_trade__strategy_performance_report_');" href="?">Avg. Losing Trade</A></TD>
<TD id=All_AverageLosingTrade height=15 width="15%" align=right><FONT color=red>($764.5027)</FONT></TD>
<TD id=Long_AverageLosingTrade height=15 width="15%" align=right><FONT color=red>($764.5027)</FONT></TD>
<TD id=Short_AverageLosingTrade height=15 width="15%" align=right>$0.0000</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=All_RatioAvgWinAvgLoss width="15%" align=right numberkind="real">0.6314</TD>
<TD id=Long_RatioAvgWinAvgLoss width="15%" align=right numberkind="real">0.6314</TD>
<TD id=Short_RatioAvgWinAvgLoss width="15%" align=right numberkind="real">n/a</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('largest_winning_trade__strategy_performance_report_');" href="?">Largest Winning Trade</A></TD>
<TD id=All_LargestWinningTrade height=15 width="15%" align=right>$2,002.2800</TD>
<TD id=Long_LargestWinningTrade height=15 width="15%" align=right>$2,002.2800</TD>
<TD id=Short_LargestWinningTrade height=15 width="15%" align=right>$0.0000</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=All_LargestLosingTrade height=15 width="15%" align=right><FONT color=red>($5,080.7200)</FONT></TD>
<TD id=Long_LargestLosingTrade height=15 width="15%" align=right><FONT color=red>($5,080.7200)</FONT></TD>
<TD id=Short_LargestLosingTrade height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=All_LargetWinTradePercentGrossProfit width="15%" align=right numberkind="percent">0.5380%</TD>
<TD id=Long_LargetWinTradePercentGrossProfit width="15%" align=right numberkind="percent">0.5380%</TD>
<TD id=Short_LargetWinTradePercentGrossProfit width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('largest_loser_pcnt_of_gross_loss__strategy_performance_report_');" href="?">Largest Loser as % of Gross Loss</A></TD>
<TD id=All_LargetLosingTradePercentGrossLoss width="15%" align=right numberkind="percent">2.1233%</TD>
<TD id=Long_LargetLosingTradePercentGrossLoss width="15%" align=right numberkind="percent">2.1233%</TD>
<TD id=Short_LargetLosingTradePercentGrossLoss width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('net_prft_largest_loss__strategy_performance_report_');" href="?">Net Profit as % of Largest Loss</A></TD>
<TD id=All_NetProfitLargestLoss width="15%" align=right numberkind="percent">2615.1317%</TD>
<TD id=Long_NetProfitLargestLoss width="15%" align=right numberkind="percent">2615.1317%</TD>
<TD id=Short_NetProfitLargestLoss width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Select Net Profit as % of Largest Loss</A></TD>
<TD id=All_SelectNetProfitLargestLoss width="15%" align=right numberkind="percent">2732.2868%</TD>
<TD id=Long_SelectNetProfitLargestLoss width="15%" align=right numberkind="percent">2732.2868%</TD>
<TD id=Short_SelectNetProfitLargestLoss width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('Adjusted_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Adjusted Net Profit as % of Largest Loss</A></TD>
<TD id=All_AdjustedNetProfitLargestLoss width="15%" align=right numberkind="percent">2085.1215%</TD>
<TD id=Long_AdjustedNetProfitLargestLoss width="15%" align=right numberkind="percent">2085.1215%</TD>
<TD id=Short_AdjustedNetProfitLargestLoss width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('maximum_consecutive_wins__strategy_performance_report_');" href="?">Max. Consecutive Winning Trades</A></TD>
<TD id=All_MaxConsecutiveWinners width="15%" align=right numberkind="int">23</TD>
<TD id=Long_MaxConsecutiveWinners width="15%" align=right numberkind="int">23</TD>
<TD id=Short_MaxConsecutiveWinners width="15%" align=right numberkind="int">0</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_consecutive_losses__strategy_performance_report_');" href="?">Max. Consecutive Losing Trades</A></TD>
<TD id=All_MaxConsecutiveLosers width="15%" align=right numberkind="int">8</TD>
<TD id=Long_MaxConsecutiveLosers width="15%" align=right numberkind="int">8</TD>
<TD id=Short_MaxConsecutiveLosers width="15%" align=right numberkind="int">0</TD></TR>
<TR style="DISPLAY: block" id=NoTMPRRow class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_total_trades__strategy_performance_report_');" href="?">Avg. Bars in Total Trades</A></TD>
<TD id=All_AvgBarsInTotalTrades width="15%" align=right numberkind="real">3.1596</TD>
<TD id=Long_AvgBarsInTotalTrades width="15%" align=right numberkind="real">3.1596</TD>
<TD id=Short_AvgBarsInTotalTrades width="15%" align=right numberkind="real">0.0000</TD></TR>
<TR id=NoTMPRRow>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_winners__strategy_performance_report_');" href="?">Avg. Bars in Winning Trades</A></TD>
<TD id=All_AvgNumBarsInWinners width="15%" align=right numberkind="real">2.5992</TD>
<TD id=Long_AvgNumBarsInWinners width="15%" align=right numberkind="real">2.5992</TD>
<TD id=Short_AvgNumBarsInWinners width="15%" align=right numberkind="real">0.0000</TD></TR>
<TR id=NoTMPRRow>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_losers__strategy_performance_report_');" href="?">Avg. Bars in Losing Trades</A></TD>
<TD id=All_AvgNumBarsInLosers width="15%" align=right numberkind="real">4.5399</TD>
<TD id=Long_AvgNumBarsInLosers width="15%" align=right numberkind="real">4.5399</TD>
<TD id=Short_AvgNumBarsInLosers width="15%" align=right numberkind="real">0.0000</TD></TR>
<TR id=NoTMPRRow>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_even__strategy_performance_report_');" href="?">Avg. Bars in Even Trades</A></TD>
<TD id=All_AvgNumBarsInEvens width="15%" align=right numberkind="real">0.0000</TD>
<TD id=Long_AvgNumBarsInEvens width="15%" align=right numberkind="real">0.0000</TD>
<TD id=Short_AvgNumBarsInEvens width="15%" align=right numberkind="real">0.0000</TD></TR>
<TR>
<TD height=15 width="45%"></TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_number_of_contracts_held__strategy_performance_report_');" href="?">Max. Shares/Contracts Held</A></TD>
<TD id=All_MaxNumContractsHeld width="15%" align=right numberkind="int">1200000</TD>
<TD id=Long_MaxNumContractsHeld width="15%" align=right numberkind="int">1200000</TD>
<TD id=Short_MaxNumContractsHeld width="15%" align=right numberkind="int">0</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_shares_contracts_held_report_field_');" href="?">Total Shares/Contracts Held</A></TD>
<TD id=All_TotalSharesHeld width="15%" align=right numberkind="int">108700000</TD>
<TD id=Long_TotalSharesHeld width="15%" align=right numberkind="int">108700000</TD>
<TD id=Short_TotalSharesHeld width="15%" align=right numberkind="int">0</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('account_size_required__strategy_performance_report_');" href="?">Account Size Required</A></TD>
<TD id=All_AccountSizeRequired width="15%" align=right>$14,408.6000</TD>
<TD id=Long_AccountSizeRequired width="15%" align=right>$14,408.6000</TD>
<TD id=Short_AccountSizeRequired width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" id=NoTMPRRow class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=All_Slippage height=15 width="15%" align=right>$5,420.00000</TD>
<TD id=Long_Slippage height=15 width="15%" align=right>$5,420.00000</TD>
<TD id=Short_Slippage height=15 width="15%" align=right>$0.00000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=All_CommissionPerTransaction height=15 width="15%" align=right>$5,116.48000</TD>
<TD id=Long_CommissionPerTransaction height=15 width="15%" align=right>$5,116.48000</TD>
<TD id=Short_CommissionPerTransaction width="15%" align=right>$0.00000</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">132.8675%</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">11.9855%</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">38.1082%</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">922.1404%</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>$1,399.8715</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>$3,357.0984</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">0.2743</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">324.6953</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">0.4324</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('k_ratio__strategy_performance_report_');" href="?">K-Ratio</A></TD>
<TD id=KRatio width="15%" align=right numberkind="real">n/a</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('test_period__strategy_performance_report_');" href="?">Trading Period</A></TD>
<TD id=TradingPeriod height=15 width="45%" noWrap align=right>7 Yrs, 19 Dys</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('percent_in_the_market__strategy_performance_report_');" href="?">Percent of Time in the Market</A></TD>
<TD id=Analysis_PercentInTheMarket height=15 width="15%" align=right numberkind="percent">54.2314%</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>3 Yrs, 9 Mths, 27 Dys</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('longest_flat_period__strategy_performance_report_');" href="?">Longest Flat Period</A></TD>
<TD id=LongestFlatPeriod height=15 width="15%" noWrap align=right>21 Dys</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_equity_run_up_daily__strategy_performance_report_');" href="?">
<DIV id=MaxRunupDownLabel>Max. Equity Run-up</DIV></A></TD>
<TD id=MERU_Amount width="15%" align=right>$136,956.0800</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Max._Run_up_date__Strategy_Performance_Report_');" href="?">Date of Max. Equity Run-up</A></TD>
<TD id=MERU_Date width="15%" noWrap align=right>01/19/10 16:00</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>136.9561%</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>($23,865.1600)</FONT></TD>
<TD id=Long_MaxIntradayDrawDown width="15%" align=right><FONT color=red>($23,865.1600)</FONT></TD>
<TD id=Short_MaxIntradayDrawDown width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Maximum_Drawdown_date__Strategy_Performance_Report_');" href="?">Date</A></TD>
<TD id=MEDD_Date width="15%" noWrap align=right>07/19/06 16:00</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">23.8652%</TD>
<TD id=Long_MaxPTV_Drawdown_div_InitCap width="15%" align=right>23.8652%</TD>
<TD id=Short_MaxPTV_Drawdown_div_InitCap width="15%" align=right>0.0000%</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=All_NetProfitMaxDrawDown width="15%" align=right numberkind="percent">556.7426%</TD>
<TD id=Long_NetProfitMaxDrawDown width="15%" align=right numberkind="percent">556.7426%</TD>
<TD id=Short_NetProfitMaxDrawDown width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max__Equity_Drawdown_PV__Strategy_Performance_Report_');" href="?">Select Net Profit as % of Drawdown</A></TD>
<TD id=All_SelectNetProfitMaxDrawdown width="15%" align=right numberkind="percent">581.6841%</TD>
<TD id=Long_SelectNetProfitMaxDrawdown width="15%" align=right numberkind="percent">581.6841%</TD>
<TD id=Short_SelectNetProfitMaxDrawdown width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Adj_Net_Prft_max_Drawdown__Strategy_Performance_Report_');" href="?">Adjusted Net Profit as % of Drawdown</A></TD>
<TD id=All_AdjustedNetProfitMaxDrawDown width="15%" align=right numberkind="percent">443.9073%</TD>
<TD id=Long_AdjustedNetProfitMaxDrawDown width="15%" align=right numberkind="percent">443.9073%</TD>
<TD id=Short_AdjustedNetProfitMaxDrawDown width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR id=TMA81>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR><!--
				                                CLOSE TO CLOSE
                  -->
<TR>
<TD class=titlesection width="90%" colSpan=4><B>
<DIV id=MaxTradeDrawDownLabel>Max. Drawdown (Trade Close to Trade Close)</DIV></B></TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('max__equity_drawdown_cc__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=All_CTCDrawdown width="15%" align=right><FONT color=red>($14,408.6000)</FONT></TD>
<TD id=Long_CTCDrawdown width="15%" align=right><FONT color=red>($14,408.6000)</FONT></TD>
<TD id=Short_CTCDrawdown width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Date_of_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Date</A></TD>
<TD id=All_CTCDrawdownDate width="15%" noWrap align=right>07/19/06 16:00</TD>
<TD id=Long_CTCDrawdownDate width="15%" align=right>&nbsp;</TD>
<TD id=Short_CTCDrawdownDate width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_CC__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=All_CTCDrawDownInitialCapital width="15%" align=right numberkind="percent">14.4086%</TD>
<TD id=Long_CTCDrawDownInitialCapital width="15%" align=right numberkind="percent">14.4086%</TD>
<TD id=Short_CTCDrawDownInitialCapital width="15%" align=right numberkind="percent">0.0000%</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=All_NetProfitCTCDrawDown width="15%" align=right numberkind="percent">922.1404%</TD>
<TD id=Long_NetProfitCTCDrawDown width="15%" align=right numberkind="percent">922.1404%</TD>
<TD id=Short_NetProfitCTCDrawDown width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Select Net Profit as % of Drawdown</A></TD>
<TD id=All_SelectNetProfitCTCDrawDown width="15%" align=right numberkind="percent">963.4513%</TD>
<TD id=Long_SelectNetProfitCTCDrawDown width="15%" align=right numberkind="percent">963.4513%</TD>
<TD id=Short_SelectNetProfitCTCDrawDown width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Adjusted Net Profit as % of Drawdown</A></TD>
<TD id=All_AdjustedNetProfitCTCDrawDown width="15%" align=right numberkind="percent">735.2497%</TD>
<TD id=Long_AdjustedNetProfitCTCDrawDown width="15%" align=right numberkind="percent">735.2497%</TD>
<TD id=Short_AdjustedNetProfitCTCDrawDown width="15%" align=right numberkind="percent">n/a</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Max. Trade Drawdown</A></TD>
<TD id=All_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($6,019.0000)</FONT></TD>
<TD id=Long_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($6,019.0000)</FONT></TD>
<TD id=Short_MaxTradeDrawDown height=15 width="15%" align=right>$0.0000</TD></TR>
<TR id=TMA81>
<TD height=15 width="45%"></TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD height=15 width="45%"></TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD height=15 width="45%"></TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR></TBODY></TABLE>
<TABLE style="DISPLAY: none" id=tblSummaryStrategy2 class=none border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesub height=15 width="35%"><A class=helpLinkTitleSection onclick="return HelpTip('all_trades__strategy_performance_report_');" href="?">All Trades</A></TD>
<TD class=titlesub height=15 width="15%"></TD>
<TD class=titlesub height=15 width="38%"></TD>
<TD class=titlesub height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%">&nbsp;</TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=All_TotalNetProfit height=15 width="15%" align=right>$132,867.5200</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">1.5553</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>$372,156.8800</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>($239,289.3600)</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><FONT color=red>($10,143.0000)</FONT></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=All_OpenPositionPL height=15 width="15%" align=right><FONT color=red>($795.5800)</FONT></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=All_SelectNetProfit height=15 width="15%" align=right>$138,819.8400</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">1.6085</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>$366,972.0400</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>($228,152.2000)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=All_AdjustedNetProfit height=15 width="15%" align=right>$105,939.1830</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">1.4190</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>$358,753.9774</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>($252,814.7943)</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">71.1255%</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">771</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">313</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>$122.5715</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=All_RatioAvgWinAvgLoss height=15 width="12%" align=right numberkind="real">0.6314</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>$482.6937</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>($764.5027)</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>$2,002.2800</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>($5,080.7200)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=All_LargetWinTradePercentGrossProfit height=15 width="15%" align=right numberkind="percent">0.5380%</TD>
<TD height=15 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_loser_pcnt_of_gross_loss__strategy_performance_report_');" href="?">Largest Loser as % of Gross Loss</A></TD>
<TD id=All_LargetLosingTradePercentGrossLoss height=15 width="12%" align=right numberkind="percent">2.1233%</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">2615.1317%</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">2732.2868%</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">2085.1215%</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">23</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">8</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_winners__strategy_performance_report_');" href="?">Avg. Bars in Winning Trades</A></TD>
<TD id=All_AvgNumBarsInWinners height=15 width="15%" align=right numberkind="real">2.5992</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_number_of_bars_in_losers__strategy_performance_report_');" href="?">Avg. Bars in Losing Trades</A></TD>
<TD id=All_AvgNumBarsInLosers height=15 width="12%" align=right numberkind="real">4.5399</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_total_trades__strategy_performance_report_');" href="?">Avg. Bars in Total Trades</A></TD>
<TD id=All_AvgBarsInTotalTrades width="15%" align=right numberkind="real">3.1596</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">1200000</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>$14,408.6000</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=All_CommissionPerTransaction height=15 width="15%" align=right>$5,116.48000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=All_Slippage height=15 width="12%" align=right>$5,420.00000</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">132.8675%</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">11.9855%</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">38.1082%</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">922.1404%</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>$1,399.8715</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>$3,357.0984</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">0.2743</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">324.6953</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">0.4324</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('k_ratio__strategy_performance_report_');" href="?">K-Ratio</A></TD>
<TD id=KRatio height=15 width="12%" align=right numberkind="real">n/a</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('test_period__strategy_performance_report_');" href="?">Trading Period</A></TD>
<TD id=TradingPeriod height=15 width="15%" align=right numberkind="percent">7 Yrs, 19 Dys</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('percent_in_the_market__strategy_performance_report_');" href="?">Percent of Time in the Market</A></TD>
<TD id=All_Analysis_PercentInTheMarket height=15 width="12%" align=right numberkind="percent">54.2314%</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>3 Yrs, 9 Mths, 27 Dys</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('longest_flat_period__strategy_performance_report_');" href="?">Longest Flat Period</A></TD>
<TD id=LongestFlatPeriod height=15 width="12%" align=right numberkind="real">21 Dys</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_equity_run_up_daily__strategy_performance_report_');" href="?">Max. Equity Run-up</A></TD>
<TD id=MERU_Amount height=15 width="15%" align=right>$136,956.0800</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Max._Run_up_date__Strategy_Performance_Report_');" href="?">Date of Max. E. Run-up</A></TD>
<TD id=MERU_Date height=15 width="15%" align=right>01/19/10 16:00</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">136.9561%</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>($23,865.1600)</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>($14,408.6000)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Maximum_Drawdown_date__Strategy_Performance_Report_');" href="?">Date</A></TD>
<TD id=MEDD_Date height=15 width="15%" align=right>07/19/06 16:00</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>07/19/06 16:00</TD></TR>
<TR class=Detail>
<TD height=15 width="35%" noWrap><A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_pv__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=MEDD_Percent height=15 width="15%" align=right numberkind="percent">23.8652%
<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">14.4086%</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">556.7426%
<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">922.1404%</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">581.6841%
<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">963.4513%</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">443.9073%
<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">735.2497%</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>($6,019.0000)</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>$132,867.5200</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">1.5553</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>$372,156.8800</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>($239,289.3600)</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><FONT color=red>($10,143.0000)</FONT></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=Long_OpenPositionPL height=15 width="15%" align=right><FONT color=red>($795.5800)</FONT></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=Long_SelectNetProfit height=15 width="15%" align=right>$138,819.8400</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">1.6085</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>$366,972.0400</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>($228,152.2000)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=Long_AdjustedNetProfit height=15 width="15%" align=right>$105,939.1830</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">1.4190</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>$358,753.9774</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>($252,814.7943)</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">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=Long_PercentProfitable height=15 width="12%" align=right numberkind="percent">71.1255%</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">771</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">313</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>$122.5715</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=Long_RatioAvgWinAvgLoss height=15 width="12%" align=right numberkind="real">0.6314</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>$482.6937</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>($764.5027)</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>$2,002.2800</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>($5,080.7200)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=Long_LargetWinTradePercentGrossProfit height=15 width="15%" align=right numberkind="percent">0.5380%</TD>
<TD height=15 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_loser_pcnt_of_gross_loss__strategy_performance_report_');" href="?">Largest Loser as % of Gross Loss</A></TD>
<TD id=Long_LargetLosingTradePercentGrossLoss height=15 width="12%" align=right numberkind="percent">2.1233%</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">23</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">8</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_winners__strategy_performance_report_');" href="?">Avg. Bars in Winning Trades</A></TD>
<TD id=Long_AvgNumBarsInWinners height=15 width="15%" align=right numberkind="real">2.5992</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_number_of_bars_in_losers__strategy_performance_report_');" href="?">Avg. Bars in Losing Trades</A></TD>
<TD id=Long_AvgNumBarsInLosers height=15 width="12%" align=right numberkind="real">4.5399</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_total_trades__strategy_performance_report_');" href="?">Avg. Bars in Total Trades</A></TD>
<TD id=Long_AvgBarsInTotalTrades width="15%" align=right numberkind="real">3.1596</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">1200000</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>$14,408.6000</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=Long_CommissionPerTransaction height=15 width="15%" align=right>$5,116.48000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=Long_Slippage height=15 width="12%" align=right>$5,420.00000</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">2615.1317%</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">2732.2868%</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">2085.1215%</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>($23,865.1600)</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>($14,408.6000)</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">23.8652%</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">14.4086%</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">556.7426%
<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">922.1404%</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">581.6841%
<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">963.4513%</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">443.9073%
<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">963.4513%</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>($6,019.0000)</FONT></TD>
<TD height=15 width="38%">&nbsp;</TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD class=titlesub height=15 width="35%"><A class=helpLinkTitleSection onclick="return HelpTip('short_trades__strategy_performance_report_');" href="?">Short Trades</A></TD>
<TD class=titlesub height=15 width="15%"></TD>
<TD class=titlesub height=15 width="38%"></TD>
<TD class=titlesub height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=Short_TotalNetProfit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD id=ProfitFactor_Short height=15 width="12%" align=right numberkind="real">n/a</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('gross_profit__strategy_performance_report_');" href="?">Gross Profit</A></TD>
<TD id=Short_GrossProfit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('gross_loss__strategy_performance_report_');" href="?">Gross Loss</A></TD>
<TD id=Short_GrossLoss height=15 width="12%" align=right>$0.0000</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit </A></TD>
<TD id=Short_RollOverCredit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=Short_OpenPositionPL height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=Short_SelectNetProfit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_profit_factor__strategy_performance_report_');" href="?">Select Profit Factor</A></TD>
<TD id=Short_SelectProfitFactor height=15 width="12%" align=right numberkind="real">n/a</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_gross_profit__strategy_performance_report_');" href="?">Select Gross Profit</A></TD>
<TD id=Short_SelectGrossProfit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_gross_loss__strategy_performance_report_');" href="?">Select Gross Loss</A></TD>
<TD id=Short_SelectGrossLoss height=15 width="12%" align=right>$0.0000</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=Short_AdjustedNetProfit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_profit_factor__strategy_performance_report_');" href="?">Adjusted Profit Factor</A></TD>
<TD id=Short_AdjustedProfitFactor height=15 width="12%" align=right numberkind="real">n/a</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_gross_profit__strategy_performance_report_');" href="?">Adjusted Gross Profit</A></TD>
<TD id=Short_AdjustedGrossProfit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_gross_loss__strategy_performance_report_');" href="?">Adjusted Gross Loss</A></TD>
<TD id=Short_AdjustedGrossLoss height=15 width="12%" align=right>$0.0000</TD></TR>
<TR>
<TD bgColor=#ffffff height=15 width="35%">&nbsp;</TD>
<TD height=15 width="15%"></TD>
<TD bgColor=#ffffff height=15 width="38%">&nbsp;</TD>
<TD bgColor=#ffffff height=15 width="12%">&nbsp;</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=Short_TotalNumberTrades height=15 width="15%" align=right numberkind="int">0</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('percent_profitable__strategy_performance_report_');" href="?">Percent Profitable</A></TD>
<TD id=Short_PercentProfitable height=15 width="12%" align=right numberkind="percent">0.0000%</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winning Trades</A></TD>
<TD id=Short_NumberWinningTrades height=15 width="15%" align=right numberkind="int">0</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losing Trades</A></TD>
<TD id=Short_NumberLosingTrades height=15 width="12%" align=right numberkind="int">0</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('even_trades__strategy_performance_report_');" href="?">Even Trades</A></TD>
<TD id=Short_NumberEvenTrades height=15 width="15%" align=right numberkind="int">0</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Proft</A></TD>
<TD id=Short_AvgTrade height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=Short_RatioAvgWinAvgLoss height=15 width="12%" align=right numberkind="real">n/a</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_winning_trade__strategy_performance_report_');" href="?">Avg. Winning Trade</A></TD>
<TD id=Short_AverageWinningTrade height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_losing_trade__strategy_performance_report_');" href="?">Avg. Losing Trade</A></TD>
<TD id=Short_AverageLosingTrade height=15 width="12%" align=right>$0.0000</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winning_trade__strategy_performance_report_');" href="?">Largest Winning Trade</A></TD>
<TD id=Short_LargestWinningTrade height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=Short_LargestLosingTrade height=15 width="12%" align=right>$0.0000</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=Short_LargetWinTradePercentGrossProfit height=15 width="15%" align=right numberkind="percent">n/a</TD>
<TD height=15 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_loser_pcnt_of_gross_loss__strategy_performance_report_');" href="?">Largest Loser as % of Gross Loss</A></TD>
<TD id=Long_LargetLosingTradePercentGrossLoss height=15 width="12%" align=right numberkind="percent">2.1233%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_consecutive_wins__strategy_performance_report_');" href="?">Max. Consecutive Winning Trades</A></TD>
<TD id=Short_MaxConsecutiveWinners height=15 width="15%" align=right numberkind="int">0</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('maximum_consecutive_losses__strategy_performance_report_');" href="?">Max. Consecutive Losing Trades</A></TD>
<TD id=Short_MaxConsecutiveLosers height=15 width="12%" align=right numberkind="int">0</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_winners__strategy_performance_report_');" href="?">Avg. Bars in Winning Trades</A></TD>
<TD id=Short_AvgNumBarsInWinners height=19 width="15%" align=right numberkind="real">0.0000</TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_number_of_bars_in_losers__strategy_performance_report_');" href="?">Avg. Bars in Losing Trades</A></TD>
<TD id=Short_AvgNumBarsInLosers height=19 width="12%" align=right numberkind="real">0.0000</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_total_trades__strategy_performance_report_');" href="?">Avg. Bars in Total Trades</A></TD>
<TD id=Short_AvgBarsInTotalTrades width="15%" align=right numberkind="real">0.0000</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('maximum_number_of_contracts_held__strategy_performance_report_');" href="?">Max. Shares/Contracts Held</A></TD>
<TD id=Short_MaxNumContractsHeld height=19 width="15%" align=right numberkind="int">0</TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('account_size_required__strategy_performance_report_');" href="?">Account Size Required</A></TD>
<TD id=Short_AccountSizeRequired height=19 width="12%" align=right>$0.0000</TD></TR></TR>
<TR class=Detail>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=Short_Slippage height=19 width="15%" align=right>$0.00000</TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=Short_CommissionPerTransaction height=19 width="12%" align=right>$0.00000</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=18 width="35%"><A class=helpLink onclick="return HelpTip('net_prft_largest_loss__strategy_performance_report_');" href="?">Net Profit as % of Largest Loss</A></TD>
<TD id=Short_NetProfitLargestLoss height=18 width="15%" align=right numberkind="percent">n/a</TD>
<TD height=18 width="38%"></TD>
<TD height=18 width="12%"></TD></TR>
<TR class=Detail>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Largest Loss</A></TD>
<TD id=Short_SelectNetProfitLargestLoss height=19 width="15%" align=right numberkind="percent">n/a</TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Adjusted_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Adj. Net Profit as % of Largest Loss</A></TD>
<TD id=Short_AdjustedNetProfitLargestLoss height=19 width="12%" align=right numberkind="percent">n/a</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD class=titlesection height=15 width="50%" colSpan=2>
<P align=left><SPAN style="LETTER-SPACING: -1pt"><B>Max. Drawdown (Intra-day Peak to Valley)</B></SPAN></P></TD>
<TD class=titlesection height=15 width="50%" colSpan=2>
<P align=left><B>&nbsp;&nbsp; <SPAN style="LETTER-SPACING: -1pt">Max. Drawdown (Trade Close to Trade Close)</SPAN></B></P></TD></TR>
<TR>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('maximum_intraday_drawdown__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=Short_MaxIntradayDrawDown height=19 width="15%" align=right>$0.0000</TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('max__equity_drawdown_cc__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=Short_CTCDrawdown height=19 width="12%" align=right>$0.0000</TD></TR>
<TR class=Detail>
<TD height=19 width="35%" noWrap><A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_pv__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=Short_MaxPTV_Drawdown_div_InitCap height=19 width="15%" align=right numberkind="percent">0.0000%</TD>
<TD height=19 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_CC__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=Short_CTCDrawDownInitialCapital height=19 width="12%" align=right numberkind="percent">0.0000%</TD></TR>
<TR>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('net_prft_max_drawdown__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=Short_NetProfitMaxDrawDown height=19 width="15%" align=right numberkind="percent">n/a
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('net_prft_max_drawdown__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=Short_NetProfitCTCDrawdown height=19 width="12%" align=right numberkind="percent">n/a</TD></TR>
<TR class=Detail>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max__Equity_Drawdown_PV__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Drawdown</A></TD>
<TD id=Short_SelectNetProfitMaxDrawdown height=19 width="15%" align=right numberkind="percent">n/a
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Drawdown</A></TD>
<TD id=Short_SelectNetProfitCTCDrawdown height=19 width="12%" align=right numberkind="percent">n/a</TD></TR>
<TR class=Detail>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('Adj_Net_Prft_max_Drawdown__Strategy_Performance_Report_');" href="?">Adj. Net Prof as % of Drawdown</A></TD>
<TD id=Short_AdjustedNetProfitMaxDrawDown height=19 width="15%" align=right numberkind="percent">n/a
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Adj. Net Prof as % of Drawdown</A></TD>
<TD id=Short_AdjustedNetProfitCTCDrawdown height=19 width="12%" align=right numberkind="percent">n/a</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Max. Trade Drawdown</A></TD>
<TD id=Short_MaxTradeDrawDown height=19 width="15%" align=right>$0.0000</TD>
<TD height=19 width="38%">&nbsp;</TD>
<TD height=19 width="12%"></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- Table view ends here--><!-- footer -->
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<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/20/2010 1:04:43 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></FORM></BODY></HTML>

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<HTML><META NAME="TMA" CONTENT="false"><HEAD><TITLE>Trade Analysis</TITLE><OR_DEFS PercentInTheMarket="PerformanceSummary.Analysis_PercentInTheMarket;" ExitEff_CoefficientOfVariation="100*abs(TradeAnalysis.ExitEff_STDEV / TradeAnalysis.ExitEff_Average);" ExitEff_AverageTradeMinus_STDEV="TradeAnalysis.ExitEff_Average - TradeAnalysis.ExitEff_STDEV;" ExitEff_AverageTradePlus_STDEV="TradeAnalysis.ExitEff_Average + TradeAnalysis.ExitEff_STDEV;" EntryEff_CoefficientOfVariation="100*abs(TradeAnalysis.EntryEff_STDEV / TradeAnalysis.EntryEff_Average);" EntryEff_AverageTradeMinus_STDEV="TradeAnalysis.EntryEff_Average - TradeAnalysis.EntryEff_STDEV;" EntryEff_AverageTradePlus_STDEV="TradeAnalysis.EntryEff_Average + TradeAnalysis.EntryEff_STDEV;" TotalEff_CoefficientOfVariation="100*abs(TradeAnalysis.TotalEff_STDEV / TradeAnalysis.TotalEff_Average);" TotalEff_AverageTradeMinus_STDEV="TradeAnalysis.TotalEff_Average - TradeAnalysis.TotalEff_STDEV;" TotalEff_AverageTradeplus_STDEV="TradeAnalysis.TotalEff_Average + TradeAnalysis.TotalEff_STDEV;" Loss_PercentConsecutiveNetProfit="100 * TradeAnalysis.LargestConsecutiveLoss / PerformanceSummary.All_GrossLoss;" Win_PercentConsecutiveNetProfit="100 * TradeAnalysis.LargestConsecutiveProfit / PerformanceSummary.All_GrossProfit;" Loss_PercentNetProfit="100 * TradeAnalysis.LargestLoss / PerformanceSummary.All_GrossLoss;" LargestLoss="PerformanceSummary.All_LargestLosingTrade;" Win_PercentNetProfit="100 * TradeAnalysis.LargestProfit / PerformanceSummary.All_GrossProfit;" LargestProfit="PerformanceSummary.All_LargestWinningTrade;" DrawDown_CoefficientOfVariation="100*abs(TradeAnalysis.DrawDown_STDEV / TradeAnalysis.DrawDown_Average);" DrawDown_AverageTradeMinus_STDEV="TradeAnalysis.DrawDown_Average - TradeAnalysis.DrawDown_STDEV;" DrawDown_AverageTradePlus_STDEV="TradeAnalysis.DrawDown_Average + TradeAnalysis.DrawDown_STDEV;" RunUp_CoefficientOfVariation="100*abs(TradeAnalysis.RunUp_STDEV / TradeAnalysis.RunUp_Average);" RunUp_AverageTradeMinus_STDEV="TradeAnalysis.RunUp_Average - TradeAnalysis.RunUp_STDEV;" RunUp_AverageTradePlus_STDEV="TradeAnalysis.RunUp_Average + TradeAnalysis.RunUp_STDEV;" RewardRiskRatio_NetProfitMaxDrawDown="PerformanceSummary.All_TotalNetProfit / PerformanceSummary.All_MaxIntradayDrawDown;" RewardRiskRatio_NetProfitLargestLoss="PerformanceSummary.All_TotalNetProfit / PerformanceSummary.All_LargestLosingTrade;" PL_TotalOutlier="TradeAnalysis.PL_PosOutlier + TradeAnalysis.PL_NegOutlier;" TT_TotalOutlier="TradeAnalysis.TT_PosOutlier + TradeAnalysis.TT_NegOutlier;" Win_CoefficientOfVariation="100 * abs(TradeAnalysis.Win_STDEV / TradeAnalysis.AverageWinningTrade);" Win_AverageTradeMinus_STDEV="TradeAnalysis.AverageWinningTrade - TradeAnalysis.Win_STDEV;" Win_AverageTradePlus_STDEV="TradeAnalysis.AverageWinningTrade + TradeAnalysis.Win_STDEV;" Loss_CoefficientOfVariation="100 * abs(TradeAnalysis.Loss_STDEV / TradeAnalysis.AverageLosingTrade);" Loss_AverageTradeMinus_STDEV="TradeAnalysis.AverageLosingTrade - TradeAnalysis.Loss_STDEV;" Loss_AverageTradePlus_STDEV="TradeAnalysis.AverageLosingTrade + TradeAnalysis.Loss_STDEV;" TotalTradeAnalysis_CoefficientOfVariation="100*abs(TradeAnalysis.TotalTradeAnalysis_STDEV / TradeAnalysis.TotalTradeAnalysis_AverageTrade);" TotalTradeAnalysis_AverageTradeMinus_STDEV="TradeAnalysis.TotalTradeAnalysis_AverageTrade - TradeAnalysis.TotalTradeAnalysis_STDEV;" TotalTradeAnalysis_AverageTradePlus_STDEV="TradeAnalysis.TotalTradeAnalysis_AverageTrade + TradeAnalysis.TotalTradeAnalysis_STDEV;" AverageLosingTrade="PerformanceSummary.All_AverageLosingTrade;" AverageWinningTrade="PerformanceSummary.All_AverageWinningTrade;" TotalTradeAnalysis_AverageTrade="PerformanceSummary.All_AvgTrade;" NumberLosingTrades="PerformanceSummary.All_NumberLosingTrades;" NumberWinningTrades="PerformanceSummary.All_NumberWinningTrades;" TotalTradeAnalysis_NumberOfTrades="PerformanceSummary.All_TotalNumberTrades;"><!-- External support files --><LINK rel=stylesheet type=text/css href="cid:TSSPR.CSS">
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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>
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<TD><SPAN class=Header>TradeStation TradeManager Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>78, EURUSD, 1440 min., 10/21/2002 4:00:00 PM - 1/19/2010 4:00:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
<TBODY>
<TR>
<TD>
<TABLE style="BORDER-COLLAPSE: collapse" id=summary_strategy_table border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD bgColor=#0066cc width="60%" colSpan=2>&nbsp;<FONT class=title>TradeStation Trade Analysis</FONT></TD>
<TD id=tdImage1 bgColor=#0066cc width="40%" colSpan=2 align=right><A onclick="ExpandTable(document.getElementById('summary_strategy_table'),'summary_strategy_table','summary_strategy_arrow');&#13;&#10;ExpandTable(document.getElementById('RunupDrawdown'),'RunupDrawdown', 'RunupDrawdown_arrow' );&#13;&#10;ExpandTable(document.getElementById('summary_efficiency_table'),'summary_efficiency_table', 'efficiency_arrow' );&#13;&#10;return false;"><IMG border=0 name=summary_strategy_arrow alt=Collapse src="cid:GIFS/#3234" width=70 height=19></A></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left>&nbsp;</TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('all_trades__strategy_performance_report_');" href="?">All Trades</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winners</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losers</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=TotalTradeAnalysis_NumberOfTrades height=18 width="20%" align=right numberkind="int">1084</TD>
<TD id=NumberWinningTrades height=18 width="20%" align=right numberkind="int">771</TD>
<TD id=NumberLosingTrades height=18 width="20%" align=right numberkind="int">313</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>$122.5715</TD>
<TD id=AverageWinningTrade height=18 width="20%" align=right>$482.6937</TD>
<TD id=AverageLosingTrade height=18 width="20%" align=right><FONT color=red>($764.5027)</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>$711.4852</TD>
<TD id=Win_STDEV height=18 width="20%" align=right>$227.3136</TD>
<TD id=Loss_STDEV height=18 width="20%" align=right>$720.9107</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>$834.0567</TD>
<TD id=Win_AverageTradePlus_STDEV height=18 width="20%" align=right>$710.0074</TD>
<TD id=Loss_AverageTradePlus_STDEV height=18 width="20%" align=right><FONT color=red>($43.5921)</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>($588.9136)</FONT></TD>
<TD id=Win_AverageTradeMinus_STDEV height=18 width="20%" align=right>$255.3801</TD>
<TD id=Loss_AverageTradeMinus_STDEV height=18 width="20%" align=right><FONT color=red>($1,485.4134)</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">580.4653%</TD>
<TD id=Win_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">47.0927%</TD>
<TD id=Loss_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">94.2980%</TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><B><A class=helpLink onclick="return HelpTip('Time_Averages__strategy_performance_report_');" href="?">Time Averages</A></B></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('avg_time_in_trades__strategy_performance_report_');" href="?">Avg. Time in Trades</A></TD>
<TD id=AvgTimeInTrades height=18 width="20%" align=right>3 Dys, 57 Mins</TD>
<TD id=AvgTimeInWinningTrades height=18 width="20%" align=right>2 Dys, 6 Hrs, 2 Mins</TD>
<TD id=AvgTimeInLosingTrades height=18 width="20%" align=right>4 Dys, 23 Hrs, 32 Mins</TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('avg_time_between_trades__strategy_performance_report_');" href="?">Avg. Time Between Trades</A></TD>
<TD id=AvgTimeBetweenTrades height=18 width="20%" align=right>3 Dys, 4 Hrs, 33 Mins</TD>
<TD id=AvgTimeBetweenWinningTrades height=18 width="20%" align=right>2 Dys, 44 Mins</TD>
<TD id=AvgTimeBetweenLosingTrades height=18 width="20%" align=right>5 Dys, 17 Hrs, 36 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>422 Dys</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">6</TD>
<TD id=TT_PosOutlier height=18 width="20%" align=right numberkind="int">3</TD>
<TD id=TT_NegOutlier height=18 width="20%" align=right numberkind="int">3</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('outlier_profitloss__strategy_performance_report_');" href="?">Outlier Profit/Loss</A></TD>
<TD id=PL_TotalOutlier height=18 width="20%" align=right><FONT color=red>($5,952.3200)</FONT></TD>
<TD id=PL_PosOutlier height=18 width="20%" align=right>$5,184.8400</TD>
<TD id=PL_NegOutlier height=18 width="20%" align=right><FONT color=red>($11,137.1600)</FONT></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left>&nbsp;</TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR></TBODY></TABLE></TD></TR>
<TR>
<TD>
<TABLE style="BORDER-COLLAPSE: collapse" id=RunupDrawdown border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%">
<TBODY>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><B><A class=helpLink onclick="return HelpTip('trade_runup_drawdown__strategy_performance_report_');" href="?">Run-Up/Drawdown</A></B></TD>
<TD height=18 width="20%" noWrap align=right>&nbsp;</TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('trade_runup__strategy_performance_report_');" href="?">Run-Up</A></B></TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('trade_drawdown__strategy_performance_report_');" href="?">Drawdown</A></B></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('maximum_trade_runup_drawdown__strategy_performance_report_');" href="?">Max. Value</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_Maximum height=18 width="20%" align=right>$1,976.0000</TD>
<TD id=DrawDown_Maximum height=18 width="20%" align=right><FONT color=red>($6,019.0000)</FONT></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('maximum_runup_drawdown_date__strategy_performance_report_');" href="?">Max. Value Date</A></TD>
<TD height=18 width="20%"></TD>
<TD id=TradeAnalysis_RunUpDate height=18 width="20%" align=right>10/13/2008</TD>
<TD id=TradeAnalysis_DrawDownDate height=18 width="20%" align=right>10/23/2008</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('average_runup_drawdown__strategy_performance_report_');" href="?">Avg. Value</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_Average height=18 width="20%" align=right>$429.2652</TD>
<TD id=DrawDown_Average height=18 width="20%" align=right><FONT color=red>($745.0982)</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>$245.1031</TD>
<TD id=DrawDown_STDEV height=18 width="20%" align=right>$786.8200</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>$674.3684</TD>
<TD id=DrawDown_AverageTradePlus_STDEV height=18 width="20%" align=right>$41.7218</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>$184.1621</TD>
<TD id=DrawDown_AverageTradeMinus_STDEV height=18 width="20%" align=right><FONT color=red>($1,531.9183)</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">57.0983%</TD>
<TD id=DrawDown_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">105.5995%</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">34.2429%</TD>
<TD id=EntryEff_Average height=18 width="20%" align=right numberkind="percent">49.1735%</TD>
<TD id=ExitEff_Average height=18 width="20%" align=right numberkind="percent">85.0694%</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">50.9562%</TD>
<TD id=EntryEff_STDEV height=18 width="20%" align=right numberkind="percent">32.2373%</TD>
<TD id=ExitEff_STDEV height=18 width="20%" align=right numberkind="percent">23.2695%</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('avg_efficiency_plus_std_deviation__strategy_performance_report_');" href="?">Avg. + <SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD id=TotalEff_AverageTradePlus_STDEV height=18 width="20%" align=right numberkind="percent">85.1991%</TD>
<TD id=EntryEff_AverageTradePlus_STDEV height=18 width="20%" align=right numberkind="percent">81.4108%</TD>
<TD id=ExitEff_AverageTradePlus_STDEV height=18 width="20%" align=right numberkind="percent">108.3389%</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>(16.7133%)</FONT></TD>
<TD id=EntryEff_AverageTradeMinus_STDEV height=18 width="20%" align=right numberkind="percent">16.9363%</TD>
<TD id=ExitEff_AverageTradeMinus_STDEV height=18 width="20%" align=right numberkind="percent">61.7999%</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">148.8079%</TD>
<TD id=EntryEff_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">65.5582%</TD>
<TD id=ExitEff_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">27.3535%</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>$2,002.2800</TD>
<TD id=LargestLoss height=18 width="20%" align=right><FONT color=red>($5,080.7200)</FONT></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" noWrap align=left><A class=helpLink onclick="return HelpTip('largest_profit_loss_as_of_gross_strategy_performance_report_');" href="?">Largest Profit/Loss as % of Gross</A></TD>
<TD height=18 width="20%" align=right></TD>
<TD id=Win_PercentNetProfit height=18 width="20%" align=right numberkind="percent">0.5380%</TD>
<TD id=Loss_PercentNetProfit height=18 width="20%" align=right numberkind="percent">2.1233%</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>$11,245.4400</TD>
<TD id=LargestConsecutiveLoss height=18 width="20%" align=right><FONT color=red>($10,668.0400)</FONT></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" noWrap align=left><A class=helpLink onclick="return HelpTip('largest_consec_profit_loss_as_of_gross_strategy_performance_report_');" href="?">Largest Consec. Profit/Loss as % of Gross</A></TD>
<TD height=18 width="20%" align=right></TD>
<TD id=Win_PercentConsecutiveNetProfit height=18 width="20%" align=right numberkind="percent">3.0217%</TD>
<TD id=Loss_PercentConsecutiveNetProfit height=18 width="20%" align=right numberkind="percent">4.4582%</TD></TR></TBODY></TABLE>
<TABLE id=AnalysisSeries border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD>
<TABLE style="BORDER-COLLAPSE: collapse" id=AnalysisSeriesWinners border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%" cols=4>
<TBODY>
<TR>
<TD height=24 vAlign=bottom width="25%">
<P align=center><B>Winning Series</B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=24 vAlign=bottom width="25%">
<P align=center><B><A class=helpLink onclick="return HelpTip('number_of_series__strategy_performance_report_');" href="?">Number of Series</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=24 vAlign=bottom width="25%">
<P align=center><B><A class=helpLink onclick="return HelpTip('average_gain_loss_series__strategy_performance_report_');" href="?">Avg. Gain per Series</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=24 vAlign=bottom width="25%">
<P align=center><B><A class=helpLink onclick="return HelpTip('average_gain_loss_next_trade__strategy_performance_report_');" href="?">Avg. Loss Next Trade</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$222.0300</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,480.6367)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>24</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$452.6133</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($813.1367)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>23</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$529.0191</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($898.7635)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>19</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$449.8721</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($720.8253)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$468.1527</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($852.9927)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$481.1371</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($938.5057)</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>$466.7324</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,255.5533)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$481.9883</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($761.0533)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$423.8078</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,532.9700)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$443.0300</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($133.2200)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$568.5755</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,023.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$516.9744</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,004.0533)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>13</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$474.5877</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,065.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>14</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$545.2086</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($497.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>19</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$381.7537</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,017.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>23</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$488.9322</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($631.7200)</FONT></TD></TR></TBODY></TABLE>
<TABLE style="BORDER-COLLAPSE: collapse" id=AnalysisSeriesLosers border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%" height=79 cols=4>
<TBODY>
<TR>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B>Losing Series</B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B><A class=helpLink onclick="return HelpTip('number_of_series__strategy_performance_report_');" href="?">Number of Series</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B><A class=helpLink onclick="return HelpTip('average_gain_loss_series__strategy_performance_report_');" href="?">Avg. Loss per Series</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B><A class=helpLink onclick="return HelpTip('average_gain_loss_next_trade__strategy_performance_report_');" href="?">Avg. Gain Next Trade</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>85</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($542.5788)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$425.2329</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($748.2200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$154.5657</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>27</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($819.5101)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$399.2800</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($672.0256)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$370.1689</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($885.4914)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$417.9943</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($677.4978)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$217.2800</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,386.0057)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$265.0300</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($632.9075)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$577.2800</TD></TR></TBODY></TABLE>
<TABLE id=summary_strategy_table border=0 cellSpacing=0 cellPadding=0 width=498>
<TBODY>
<TR>
<TD width="80%"></TD>
<TD height=19 width="20%"></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE id=hftable class=hiddentable>
<TBODY>
<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/20/2010 1:04:43 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
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<HTML><META NAME="TMA" CONTENT="false"><HEAD><TITLE>Annual Trading Summary</TITLE><!-- External support files --><LINK rel=stylesheet type=text/css href="cid:TSSPR.CSS">
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<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>78, EURUSD, 1440 min., 10/21/2002 4:00:00 PM - 1/19/2010 4:00:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
<TBODY>
<TR>
<TD>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD bgColor=#0066cc width="100%"><FONT class=title>TradeStation Periodical Returns: Annual&nbsp;</FONT></TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width="100%"><A class=helpLink onclick="return HelpTip('mark_to_market_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" height=3 cols=6>
<TBODY>
<TR>
<TD class=titlesection height=1 width="20%" align=right>
<P align=center><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></P></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('analysis_net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection height=1 width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD width="20%" align=right>
<P align=center>Last 12 month</P></TD>
<TD id=Last12Months_NetProfit width="16%" align=right>$16,265.8000</TD>
<TD id=Last12Months_PercentGain width="12%" align=right>7.6954%</TD>
<TD id=Last12Months_ProfitFactor width="16%" align=right>1.5702</TD>
<TD id=Last12Months_NumberTrades width="16%" align=right>135</TD>
<TD id=Last12Months_PercentProfitable width="16%" align=right>72.5926%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,612.8200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7136%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.9907</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$14,294.0800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.7511%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4567</TD>
<TD bgColor=#ffffff height=21 background="" align=right>137</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.9927%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$6,550.3600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.1925%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1329</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>163</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>68.7117%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$22,211.5800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12.1397%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8196</TD>
<TD bgColor=#ffffff height=21 background="" align=right>149</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.1544%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2006</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$16,977.5600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>10.2281%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4141</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>178</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.2247%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2005</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$21,658.1600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>15.0059%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.6083</TD>
<TD bgColor=#ffffff height=21 background="" align=right>186</TD>
<TD bgColor=#ffffff height=21 background="" align=right>62.9032%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2004</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$22,583.2200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18.5491%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7884</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>137</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.9124%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2003</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$21,748.0800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>21.7481%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7894</TD>
<TD bgColor=#ffffff height=21 background="" align=right>136</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.5294%</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>$1,612.8200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7136%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.9907</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.1429%</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>$15,906.9000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7.5129%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4955</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>143</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.7273%</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>$22,457.2600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>10.9452%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2759</TD>
<TD bgColor=#ffffff height=21 background="" align=right>305</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.8197%</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>$44,668.8400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>24.4136%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4117</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>453</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.7439%</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>$61,646.4000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>37.1387%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4124</TD>
<TD bgColor=#ffffff height=21 background="" align=right>631</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.3154%</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>$83,304.5600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.7176%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4501</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>815</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>69.5706%</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>$105,887.7800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>86.9729%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4954</TD>
<TD bgColor=#ffffff height=21 background="" align=right>951</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.5573%</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>$127,635.8600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>127.6359%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5290</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1087</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.9292%</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>$127,635.8600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>127.6359%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5290</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1087</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.9292%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE id=hftable class=hiddentable>
<TBODY>
<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/20/2010 1:04:43 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
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<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>78, EURUSD, 1440 min., 10/21/2002 4:00:00 PM - 1/19/2010 4:00:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
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<TBODY>
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<TD class=title bgColor=#0066cc width="100%">TradeStation Periodical Returns: Daily</TD></TR></TBODY></TABLE>&nbsp; 
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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>1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($805.3000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3525%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/18/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/16/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0021%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/13/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$473.1400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2075%</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>1/12/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0021%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/8/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$600.1400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2639%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/7/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0021%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$620.1400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2735%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/5/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0021%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/4/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$744.1400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3292%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/3/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/31/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$397.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1761%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>82.7737</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/30/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($136.8600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0606%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/29/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,207.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5377%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>249.4403</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/28/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$124.1400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0553%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>26.5432</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>12/27/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/26/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/25/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0022%)</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>12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,479.4200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6635%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/22/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($348.7200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.1562%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/21/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0022%)</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>12/18/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,401.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6315%</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>12/17/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,926.7200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.8608%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/16/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$507.2800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2271%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>105.3786</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/15/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0022%)</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>12/14/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$414.1400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1858%</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>12/13/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/12/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/11/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0022%)</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>12/9/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$610.1400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2745%</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>12/8/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,350.8400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6113%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>278.9506</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>83.3333%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/7/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($966.7200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.4356%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/6/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/5/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/4/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($2,308.7200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(1.0296%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/3/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$685.2800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3065%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>142.0041</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="30%" align=right>
<P align=center><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></P></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="10%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/19/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($805.3000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3525%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/18/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($805.3000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.3525%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/17/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($805.3000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3525%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/16/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($805.3000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.3525%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/15/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($810.1600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.8102%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/14/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($810.1600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.3546%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/13/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($337.0200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1478%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5840</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>1/12/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($341.8800)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.3419%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5780</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>25.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/11/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($341.8800)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3419%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5780</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>1/10/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($341.8800)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.3419%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5780</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>25.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/9/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($341.8800)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1500%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5780</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>1/8/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$258.2600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1136%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3188</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>40.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/7/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$253.4000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1114%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3128</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>40.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/6/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$873.5400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3852%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0782</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/5/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$868.6800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3831%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0722</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/4/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,612.8200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7136%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.9907</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/3/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,612.8200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7136%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.9907</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/2/2010 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,612.8200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7136%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.9907</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,612.8200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7136%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.9907</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/31/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,010.2400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8910%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.4813</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/30/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,873.3800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8298%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.3124</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/29/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,080.8000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3720%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.8027</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>12/28/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,204.9400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4280%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.9559</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/27/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,204.9400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4280%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.9559</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>12/26/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,204.9400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4280%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.9559</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/25/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,200.0800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.2001%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.9499</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>12/24/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,200.0800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4258%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.9499</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/23/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,679.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0988%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6.7760</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>78.5714%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/22/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,330.7800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9394%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.3456</TD>
<TD bgColor=#ffffff height=21 background="" align=right>14</TD>
<TD bgColor=#ffffff height=21 background="" align=right>78.5714%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/21/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,325.9200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.3259%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6.3396</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>78.5714%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/20/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,325.9200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.3259%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.3396</TD>
<TD bgColor=#ffffff height=21 background="" align=right>14</TD>
<TD bgColor=#ffffff height=21 background="" align=right>78.5714%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/19/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,325.9200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9372%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6.3396</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>78.5714%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/18/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$5,727.3400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.5809%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8.0694</TD>
<TD bgColor=#ffffff height=21 background="" align=right>17</TD>
<TD bgColor=#ffffff height=21 background="" align=right>82.3529%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/17/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,800.6200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6980%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.6817</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>17</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.4706%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/16/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,307.9000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9290%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.9020</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>77.7778%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/15/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,303.0400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9267%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.8999</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>77.7778%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/14/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,717.1800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.1161%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.0828</TD>
<TD bgColor=#ffffff height=21 background="" align=right>19</TD>
<TD bgColor=#ffffff height=21 background="" align=right>78.9474%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/13/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,717.1800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1161%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.0828</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>78.9474%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/12/2009 - 1/19/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,717.1800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.1161%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.0828</TD>
<TD bgColor=#ffffff height=21 background="" align=right>19</TD>
<TD bgColor=#ffffff height=21 background="" align=right>78.9474%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/11/2009 - 1/19/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,712.3200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.7123%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.0806</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>78.9474%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE id=hftable class=hiddentable>
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<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/20/2010 1:04:43 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
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<HTML><META NAME="TMA" CONTENT="false"><HEAD><TITLE>Monthly Analysis</TITLE><!-- External support files --><LINK rel=stylesheet type=text/css href="cid:TSSPR.CSS">
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<TR>
<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>78, EURUSD, 1440 min., 10/21/2002 4:00:00 PM - 1/19/2010 4:00:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
<TBODY>
<TR>
<TD>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=title bgColor=#0066cc width=659>TradeStation Periodical Returns: Monthly</TD></TR></TBODY></TABLE>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%" height=17>
<TBODY>
<TR>
<TD class=titlesection width="100%"><BR><A class=helpLink onclick="return HelpTip('mark_to_market_montly_average_analysis__strategy_performance_report_');" href="?">Mark-To-Market Monthly Average Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridAveragePeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('avg_analysis_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Avg. Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=middle>
<P align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">%Profitable</A></P></TD>
<TD width="15%" align=right></TD>
<TD width="15%" align=right></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>January</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($195.2875)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1953%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>65.1376%</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>$2,202.0171</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2987%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.6190%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>March</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,520.5971</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9303%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>68.7500%</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>$867.9314</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5261%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>65.1163%</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>$1,735.8314</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0467%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>64.2105%</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>$1,036.9514</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6188%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.7317%</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>$687.6800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4078%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>61.8557%</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>$718.2114</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.4242%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>69.7248%</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>$1,985.9714</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1681%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.3297%</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>$745.0257</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.4331%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60.7843%</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>$3,367.2400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9492%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.1364%</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>$3,589.4229</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0381%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>77.2727%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width="100%"><A class=helpLink onclick="return HelpTip('mark_to_market_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right>
<P align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">%Profitable</A></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,612.8200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7136%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.9907</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,886.6000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2936%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7370</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>21</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.1905%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,183.2400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9881%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.3393</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($294.7800)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.1332%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9241</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12</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>$3,276.5200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5032%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11.6132</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>88.8889%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,608.0800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7432%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7206</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>81.8182%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,269.9400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0603%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.1054</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$678.2200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3178%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2910</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,678.8200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7540%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($3,826.2200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(1.7916%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3031</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>35.7143%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,587.5200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2265%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.5425</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>88.8889%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$6,409.2200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.1331%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.0645</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>92.8571%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($7,163.0800)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(3.3831%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3907</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>12/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$5,295.8000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.5654%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>16.1430</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>81.8182%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,252.2000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.1032%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.7683</TD>
<TD bgColor=#ffffff height=21 background="" align=right>16</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($8,922.6800)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(4.2267%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3793</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>20</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>40.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($150.2400)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0711%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9710</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.5556%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,139.8800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5425%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1811</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>22</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$5,055.2000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.4652%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7.7286</TD>
<TD bgColor=#ffffff height=21 background="" align=right>16</TD>
<TD bgColor=#ffffff height=21 background="" align=right>81.2500%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,498.9200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7359%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.5722</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>17</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>82.3529%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$388.2200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1930%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1177</TD>
<TD bgColor=#ffffff height=21 background="" align=right>14</TD>
<TD bgColor=#ffffff height=21 background="" align=right>64.2857%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($129.2200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0642%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9728</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>64.2857%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$749.5200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3737%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3823</TD>
<TD bgColor=#ffffff height=21 background="" align=right>10</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($6,050.9000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(2.9288%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1368</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>25.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,423.6600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6939%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5353</TD>
<TD bgColor=#ffffff height=21 background="" align=right>10</TD>
<TD bgColor=#ffffff height=21 background="" align=right>80.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,421.8000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1944%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0171</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,565.9400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7783%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,341.5200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1775%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.2276</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,946.1000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5039%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($3,050.2400)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(1.5331%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6228</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>55.5556%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($584.6600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.2930%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9018</TD>
<TD bgColor=#ffffff height=21 background="" align=right>16</TD>
<TD bgColor=#ffffff height=21 background="" align=right>43.7500%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,223.4800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1269%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7295</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>22</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>81.8182%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$451.7600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2295%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1456</TD>
<TD bgColor=#ffffff height=21 background="" align=right>23</TD>
<TD bgColor=#ffffff height=21 background="" align=right>65.2174%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,691.5200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.4413%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,704.0800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.5093%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>21.1270</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>90.9091%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,743.0800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0373%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13.6575</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>90.9091%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$757.2000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4138%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2446</TD>
<TD bgColor=#ffffff height=21 background="" align=right>15</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.3333%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2006</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,745.7600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.6628%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.8431</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>17</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.4706%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2006</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$5,692.6400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.2995%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>61.7409</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13</TD>
<TD bgColor=#ffffff height=21 background="" align=right>92.3077%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2006</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$887.6200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5171%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1495</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>20</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.0000%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width=601><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right>
<P align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">%Profitable</A></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010 - Today</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,612.8200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7136%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.9907</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,499.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0164%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9529</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>27</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.0741%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$6,682.6600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.0245%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.1827</TD>
<TD bgColor=#ffffff height=21 background="" align=right>35</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.2857%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$6,387.8800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.8872%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6704</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>46</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>69.5652%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$9,664.4000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.4338%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9824</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$11,272.4800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.2100%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9340</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.2424%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$13,542.4200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.3255%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0300</TD>
<TD bgColor=#ffffff height=21 background="" align=right>77</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.0260%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$14,220.6400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6.6634%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9190</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>88</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.8636%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$17,899.4600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8.5343%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.1568</TD>
<TD bgColor=#ffffff height=21 background="" align=right>95</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.7895%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$14,073.2400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6.5897%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6715</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>108</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.2963%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$16,660.7600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7.8970%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7581</TD>
<TD bgColor=#ffffff height=21 background="" align=right>117</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.6496%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$23,069.9800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11.2775%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0456</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>131</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.8092%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$15,906.9000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7.5129%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4955</TD>
<TD bgColor=#ffffff height=21 background="" align=right>143</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$21,202.7000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>10.2710%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.6534</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>153</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.8562%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$25,454.9000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12.5902%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7490</TD>
<TD bgColor=#ffffff height=21 background="" align=right>168</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.4048%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$16,532.2200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7.8313%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3419</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>187</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.1230%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$16,381.9800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7.7546%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3060</TD>
<TD bgColor=#ffffff height=21 background="" align=right>204</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.0980%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$17,521.8600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8.3392%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2929</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>225</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$22,577.0600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11.0100%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3727</TD>
<TD bgColor=#ffffff height=21 background="" align=right>240</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$26,075.9800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12.9371%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4211</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>256</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.6563%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$26,464.2000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13.1550%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4070</TD>
<TD bgColor=#ffffff height=21 background="" align=right>265</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.6981%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$26,334.9800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13.0824%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3774</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>279</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.3262%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$27,084.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13.5050%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3776</TD>
<TD bgColor=#ffffff height=21 background="" align=right>288</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.5278%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$21,033.6000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>10.1807%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2671</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>295</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.5085%</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>$22,457.2600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>10.9452%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2759</TD>
<TD bgColor=#ffffff height=21 background="" align=right>305</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.8197%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$24,879.0600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12.2704%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2970</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>316</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.8861%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$26,445.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13.1442%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3119</TD>
<TD bgColor=#ffffff height=21 background="" align=right>325</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.0769%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$28,786.5200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14.4765%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3353</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>334</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.9581%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$31,732.6200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>16.1981%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3696</TD>
<TD bgColor=#ffffff height=21 background="" align=right>342</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.6374%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$28,682.3800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14.4166%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3054</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>359</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.0306%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$28,097.7200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>14.0814%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2813</TD>
<TD bgColor=#ffffff height=21 background="" align=right>374</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.0535%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$30,321.2000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>15.3669%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2946</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>396</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.7071%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$30,772.9600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>15.6317%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2934</TD>
<TD bgColor=#ffffff height=21 background="" align=right>407</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.0246%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$35,464.4800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18.4546%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3382</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>416</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.6731%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$40,168.5600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>21.4270%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3822</TD>
<TD bgColor=#ffffff height=21 background="" align=right>427</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.1944%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$43,911.6400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>23.9008%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4166</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>438</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.6895%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$44,668.8400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>24.4136%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4117</TD>
<TD bgColor=#ffffff height=21 background="" align=right>453</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.7439%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2006 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$49,414.6000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>27.7265%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4503</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>470</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.9149%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2006 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$55,107.2400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>31.9409%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5018</TD>
<TD bgColor=#ffffff height=21 background="" align=right>483</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.4638%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2006 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$55,994.8600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>32.6232%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4837</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>503</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.3658%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
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<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/20/2010 1:04:43 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

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<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>78, EURUSD, 1440 min., 10/21/2002 4:00:00 PM - 1/19/2010 4:00:00 PM</SPAN></TD></TR></TBODY></TABLE>
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<TD class=title width=637>TradeStation Periodical Returns: Weekly</TD></TR></TBODY></TABLE>&nbsp; 
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<TR>
<TD class=titlesection><A class=helpLink onclick="return HelpTip('mark_to_market_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="18%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="14%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($805.3000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3525%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$463.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2033%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>96.3539</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>1/3/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,954.7000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8648%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/27/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,592.1200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7094%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>328.5967</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>12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,120.9800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5020%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>231.6543</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/13/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$391.2600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1755%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2690</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>12/6/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$989.4000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4458%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7.6653</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>42.8571%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/29/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($601.7400)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.2704%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7399</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/22/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($487.7200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.2187%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/15/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$211.2800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0948%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/8/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,067.9800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4816%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.4226</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$786.2800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3559%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>162.7860</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/25/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($2,502.0400)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(1.1197%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3549</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>10/18/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$381.2800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1709%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>79.4527</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/11/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$482.2800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2167%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.2346</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/4/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$533.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2402%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>110.7572</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/27/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,615.1200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7327%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$805.8400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3669%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.6103</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/13/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$561.1400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2561%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/6/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0022%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/30/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,756.7000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8083%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$776.7000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3587%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>160.8148</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/16/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$296.7000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1372%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4913</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/9/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,750.1200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8159%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>361.1070</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>83.3333%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/2/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,862.5800)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.8609%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/26/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$352.9800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1634%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4359</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/19/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$663.4200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3081%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/12/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$564.2800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2627%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/5/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$362.8400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1692%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12.4388</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>6/28/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$321.5600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1502%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.3584</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>6/21/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$760.5600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3565%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/14/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($61.0200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0286%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9618</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/7/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($663.1600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3098%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0846</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>25.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/31/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$646.7000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3030%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>134.0658</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>5/24/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$562.2800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2642%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/17/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$552.1400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2601%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/10/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,251.7000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5931%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>258.5514</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/3/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$870.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.4141%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/26/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$940.7000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4496%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>194.5597</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/19/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($660.0200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.3144%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5871</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>40.0000%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="18%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="14%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/17/2010 - Today</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($805.3000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3525%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/10/2010 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($341.8800)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.1500%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5780</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>25.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/3/2010 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,612.8200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7136%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.9907</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/27/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,204.9400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4280%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.9559</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>12/20/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,325.9200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9372%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.3396</TD>
<TD bgColor=#ffffff height=21 background="" align=right>14</TD>
<TD bgColor=#ffffff height=21 background="" align=right>78.5714%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/13/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,717.1800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1161%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.0828</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>78.9474%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/6/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$5,706.5800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.5714%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.3694</TD>
<TD bgColor=#ffffff height=21 background="" align=right>25</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/29/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$5,104.8400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.2940%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0811</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>29</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.8621%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/22/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,617.1200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0703%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9423</TD>
<TD bgColor=#ffffff height=21 background="" align=right>29</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.4138%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/15/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,828.4000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1671%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9854</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>30</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.3333%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/8/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$5,896.3800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.6591%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0435</TD>
<TD bgColor=#ffffff height=21 background="" align=right>34</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.5294%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$6,682.6600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.0245%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1827</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>35</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.2857%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/25/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,180.6200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8709%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4389</TD>
<TD bgColor=#ffffff height=21 background="" align=right>42</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/18/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,561.9000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0450%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4787</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>43</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>67.4419%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/11/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$5,044.1800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2661%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5293</TD>
<TD bgColor=#ffffff height=21 background="" align=right>44</TD>
<TD bgColor=#ffffff height=21 background="" align=right>68.1818%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/4/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$5,577.6000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.5118%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5853</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>45</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>68.8889%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/27/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$7,192.7200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.2628%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7548</TD>
<TD bgColor=#ffffff height=21 background="" align=right>49</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.4286%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/20/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$7,998.5600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.6417%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8130</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>52</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.1538%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/13/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$8,559.7000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.9072%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8701</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.6981%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/6/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$8,554.8400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.9049%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8696</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>53</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.6981%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/30/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$10,311.5400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.7448%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0482</TD>
<TD bgColor=#ffffff height=21 background="" align=right>56</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.2143%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/23/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$11,088.2400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.1205%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1271</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>58</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.1379%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/16/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$11,384.9400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.2647%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0903</TD>
<TD bgColor=#ffffff height=21 background="" align=right>61</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.7705%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/9/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$13,135.0600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6.1235%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.2574</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.7576%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/2/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$11,272.4800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.2100%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9340</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.2424%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/26/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$11,625.4600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.3819%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9027</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.2857%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/19/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$12,288.8800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.7065%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9542</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.6479%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/12/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$12,853.1600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.9843%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9980</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/5/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$13,216.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.1636%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0236</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.6842%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/28/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$13,537.5600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6.3231%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0297</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>77</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.0260%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/21/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$14,298.1200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.7021%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0875</TD>
<TD bgColor=#ffffff height=21 background="" align=right>79</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.6835%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/14/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$14,237.1000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6.6716%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9656</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>83</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.6988%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/7/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$13,573.9400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.3411%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8775</TD>
<TD bgColor=#ffffff height=21 background="" align=right>86</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.2558%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/31/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$14,220.6400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6.6634%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9190</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>88</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.8636%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/24/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$14,782.9200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.9451%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9554</TD>
<TD bgColor=#ffffff height=21 background="" align=right>89</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.1573%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/17/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$15,335.0600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7.2233%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.9910</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>90</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.4444%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/10/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$16,586.7600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7.8592%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0719</TD>
<TD bgColor=#ffffff height=21 background="" align=right>92</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/3/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$17,457.1800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8.3059%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.1282</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>94</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.5319%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/26/2009 - 1/17/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$18,397.8800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8.7928%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.1890</TD>
<TD bgColor=#ffffff height=21 background="" align=right>96</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.0417%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/19/2009 - 1/17/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$17,737.8600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8.4507%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0390</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>101</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.2574%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE id=hftable class=hiddentable>
<TBODY>
<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/20/2010 1:04:43 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit
Content-ID: <Performance Graphs>

<html><body><BR><BR>Performance Graphs - Equity Curve Line<BR>
<p><img src="cid:images\3.0.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve Detailed<BR>
<p><img src="cid:images\3.1.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve Area<BR>
<p><img src="cid:images\3.2.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve UnderWater(monthly)<BR>
<p><img src="cid:images\3.3.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve UnderWater(weekly)<BR>
<p><img src="cid:images\3.4.jpg"></p>
<BR><BR>Performance Graphs - Monthly Net Profit<BR>
<p><img src="cid:images\3.5.jpg"></p>
<BR><BR>Performance Graphs - Monthly Accumulative Net Profit<BR>
<p><img src="cid:images\3.6.jpg"></p>
<BR><BR>Performance Graphs - Average Profit by Month<BR>
<p><img src="cid:images\3.7.jpg"></p>
</body></html>

--==TSBoundary-SPR
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-ID: <images\3.0.jpg>

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6H9EfKADCbPRRR4cJXh2e+tQngMEci9lQEQGEGSf9i9KHEB0H5LPpQMKmBgf35VCeAwRyL2VRZIKwE+mSoaMvgNBsGRdnI3oaDIpHki9WWldxWHZUr40QBFpA6PSixU4RoW0VddygmzqOEQd5sC10oOVLeTCflJdPDkUrIsP7SUBIFDgsrZl70kyUyCudPJ0SqIaEEmW4qGmQosSylW/HWAIEebN0LHW7NV6xxRkURfSgKbLcsrl2qVHAnEZAy79qp34kgANVCxKAJLN50Y2c/yPIeXkonSWdh2F2VI8LBiCJPml5b0XkueLcU6ZBmFMGy+1G4LGiiICSNFzS2YM2TrNqI2hA5u7/KIrxnf80TlAIWwNC0RAgUiZ8vWkB8yN4IDWBQ72IggRyMstZdBDJzazJJr0ylYKFiUASWbzpcSATgInNrHNBuRGHyqAPN/hLc/+Cg6CAbk0HYLDWgBI7L6LV5a0SJHZbV6LPSviXo9dv+MtwUOoAJ/ooKjjAxnJuEh6migEAAisFbXO+QqMmBBBhyK8uOA6WxCa3FgehLyFDpNQ5zXeu1/eu1/eu1/eu1/eiAgEDgZvWu1/eu1/eu1/eu1/eu1/egAyMo+Wu1/eu1/eu1/eu1/eoEgyv9a7X967X967X967X96IAAEkmHrXa/vXa/vXa/vXa/vXa/vUiQJX+tdr+9dr+9dr+9dr+9EBgZT8tdr+9dr+9dr+9dr+9dr+9AhIBFByetdr+9dr+9dr+9dr+9EBAIHAzetdr+9dr+9dr+9dr+9dr+9ABAGQRL1rtf3rtf3rtf3rtf3qBIMr/Wu1/eu1/eu1/eu1/egy5AHb5/F6fhiURBL6YgWJBHOFwCPOEkRAKZDPE5BHnCShAJ4xAsmCF1wkoiCX0xEwJBbI5YXAI84ezafi9PwxbCI3jEGpA8DDKSFxhZmAOTGKWkLjCWpAcjEGyyNowlsIjeMTIwJzQwykhcYBLF6SntRSWyT+KMAMUlPqYZHIuJTjriikwzm88JgmwoP2w3DBJaXniEk2Bh+2GKSDGazxSOZcy1HTDI5FxKcdcVwwQW354TBNhQft4FBQGTUuKs1zTnURDoP96fjTp+GJREEvpiBYkEc4XAI84SREApkM8TkEecJKEAnjECyYIXXCSiIJfTETAkFsjlhcAjz4ACKMp2A7/tAtMO7lB+booLIyfwYHQQDcmviXo9dqAEjsvotXlrRIkdltXos9K+Jej12rp+GLYRG8Yg1IHgYZSQuMLMwByYxS0hcYS1IDkYg2WRtGEthEbxiZGBOaGGUkLiiAIBIDgb0JEUAi2of4ctwUOoAJ/oofAgAMCZOC33yUAgAEVgra53yFRkwIIMORXlxwHS2ITW4sD0JeQowAxSU+pSrYCzOlCUb0AibzvSrYCzOgZIDYIPyzoBE3nelWwFmdKEo3oBE3nelWwFmdCUgpjNnNAIm870q2AszpQlG9AIm871POAQHZS9cuzShKN6ARN53pVsBZnShKN6EDkBSUF8Uq2AszpQlG9AIm870q2AszpQlG9ACyZEiS8sqVbAWZ0oSjegETed6VbAWZ0EChlkzFAIm870q2AszpQlG9AIm870q2AszoGARIgjJbL07NAIm870q2AszpQlG9AIm870mQCOaz80oSjegETed6VbAWZ0oSjegETed6jAmeuKS5/wApQlG9GaWyhwKVbAWZ0kwUYd9+hpNIzzkLsf3WkIewJ8/6cCjKNf4rp+GJREEvpiBYkEc4XAI84SREApkM8TkEecJKEAnjECyYIXXCSiIJfTxKCgMmhbAQPMethVnARNAE0guQwMi0HUeB3GQgbMPqkqRkkBKLQqDwDDy96IYkLTRbr7/lTp+GLYRG8Yg1IHgYZSQuMLMwByYxS0hcYS1IDkYg2WRtGC9QlfzFQAFEw5TEeKmMDAcz318C7eCJG0Lq67NrQCEAAkk5UZ4vSWtqZo3ORJ786IAhBEgjL8uGAGKSn1MMjkXEpx1xRSYZzeeEwTYUH7YbhgktLzxCSbAw/bDFJBjNZ4pHMuZajpQxkwyPQrwEsXpKe1FgAo0QIH9p7V09lv7FekqsqEwgIDmn8+lGslZ8QMSGS5ogKDbIZI+/T86dPwxKIgl9MQLEgjnC4BHnCSIgFMhnicgjzhJQgE8YiIBbgbc1LBibOj/PAwBkPlae/gCxkB8j+aESATXVn/D60TkEbxmZ+T+dA6CAbk18S9HrtQAkdl9Fq8taJEjstq9FnpXxL0eu1dPwxbCI3jEGpA8DDKSFxhZmAOTGKWkLjCWpAcjCAsgjI6jveiRhlA3AT80XYLDWiQSh9K34Uf0UtwUOoAJ/ooPHEWlyY9APQUUAgAEVgra53yFRkwIIMORXlxwHS2ITW4sD0JeQowAxSU+pSrYCzOlCUb0AibzvSrYCzOgZIDYIPyzoBE3nelWwFmdKEo3oBE3nelWwFmdCUgpjNnNAIm870q2AszpQlG9AIm871POAQHZS9cuzShKN6ARN53pVsBZnShKN6EDkBSUF8Uq2AszpQlG9AIm870q2AszpQlG9ACyZEiS8sqVbAWZ0oSjegETed6VbAWZ0EChlkzFAIm870q2AszpQlG9MOKlPOwG2A7wZFtWUPT+/hqMo1/iun4YlEQS+mIFiQRzhcAjzhJEQCmQzxOQR5wkoQCeMATK4Qz+36ydPwxbCI3jEGpA8DDKSFxhZmAOTGKWkLjCWpAcjAdIgG/WQwAxSU+phkci4lOOuKKTDObzwmCbCg/bDcMElpeeISTYGH7YYpIMZrPxi7cPv0f62dPwxKIgl9MQLEgjnC4BHnCSIgFMhnicgjzhJQgE8eCeELm9o60dsCFkLZ+pnxL0eu1ACR2X0Wry1okSOy2r0WelfEvR67V0/DFsIjeMQakDwMMpIXGFmYA5MYpaQuMJakByKef0Czv8AFP0BGXI4/TwIpirAJ0l7Ur4C4eCAE2ZqALN2la5UUAgAEVgra53yFRkwIIMORXlxwHS2ITW4sD0JeQowAxSU+pSrYCzOlCUb0AibzvSrYCzOgZIDYIPyzoBE3nelWwFmdKEo3oBE3nelWwFmdCUgpjNnNAIm870q2AszpQlG9AIm871POAQHZS9cuzShKN6ARN53pVsBZnShKN6EDkBSUF8Uq2AszpQlG9AIm870q2AszpQlG9ACyZEiS8sqAt3dMZuvrShKN6ARN53oiWCVnRvTCyrKFmP87NCbojbmw4/38pRlGv8A+oBAAgwQc6LDIRJsZZNBaBQjiDqz3xdPwxKIgl9MQLEgjnC4BHnCSIgFMhniGHRcFA7d611n+ihGHYehPt4ZuNYDufwGrAjgvb4A9KIjMxL9RCZQVWyzVsfyjuKcgjF0/DFsIjeMQakDwMMpIXGFmYA5MYs9i2SBr/OtGAASGh3g0CSUNnN6UjcC1sKIQhJMknOhgGVtcez/AFMu+gU8CAbhMvLG4LMk5IGGRyLiU464opMM5vPCYJsKD9sNwwSWl54GhkI2aP0OtM9DWdCScE0qHRFYkj4SuHAXb3/VwwQMABD3B1TA5pY6gIIYun4YlEQS+mIFiQRzhcAjzhJEQCmQz8QxZF/LwPhIR5DmOA4yZQHoF+rgVGQAhkPI86/HjthcpVAwSHBPqoiKQoJ9FbYXKVXT8MWwiN4xBqQPAwykhcYWZgDkx4IQAiS0zNHAltr2j9pFGQgAlC7Am5tsoqBASTjQSCr3D0ozjAJIeM9o5UUOoEtCDcHbKnBZknJAplEwWRmlAs8UAiZJfSmUTBZGaANJjRrnt0AiZJfSmUTBZGaUCzxQCJkl9KZRMFkZoRc5E5uXQCJkl9KZRMFkZpQLPFAImSX0pGZUaybOO70oFnigETJL6UyiYLIzRIDlcDV2qJMmZZhumhIADMGfumkEJt5Rb/tEIQkmSTn+jUSzt/FdPwxKIgl9MQLEgjnC4BHnxIrMOvMg/wCDzoRtwAaiadMQAEsz3p4WYYME69f3U6fhi2ERvGINSB4GGUkLigAICDIIzo2IkyIaMNFhE0CJ/exwWZJyQMMjkXEpx1xRSYZzeeEjNB8TuOxxV6BypZUHofSgGZM1k/vp0/DEoiCX0xAsSCOcBUwhmjDQVF7heg2pmYoyv3cIAgEgOBvQMEhwT6qIikKCfRW2FylV0/DFsIjeMQakDwPG7XZoHYouwgGwH72DgbRY8gITiefKoEBJONBIKvcPSjOMAkh4z2jlRQ6gS0INwdsqcFmSckCmUTBZGaUCzxQCJkl9KZRMFkZoA0mNGue3QCJkl9KZRMFkZpQLPFAImSX0plEwWRmhFzkTm5dAImSX0o54Liaypxg5M9/1qiWdv4rp+GJREEvpiBYkEc+EeAoN3fo/+DnT8MWwiN4xBqQPAqEW5NVUyiAQdw79f+DjgsyTkgYZHIuJTjriikwzm86HTKTrLI95f8JOn4YlEQS+mICgRDIymaoiMzEv+Am2FylUDBIcE+qiIpCgn0VthcpVdPwxbCI3jwBwS/FAZkYlQBjSYD5uBRoF0jcP+hSGEi4AkGyP+BhkHsBg0UjB226QICScaCQVe4elGcYBJDxntHKih1AloQbg7ZU4LMk5IFMomCyM0oFnigETJL6UyiYLIzQBpMaNc9ugETJL6VJebIu/w+tFXAbAAU/4D60UniXn7Fekqs/2KiWdv4rp+GJREEvpQCEAAkk5UcKaIoZKyfP/AIidPwxbCI3ikGlkIBGf+KRwWZJyQKBiaABI5+vAGJoAEjn6oYSVUCIsH+j0qFYxvsfWHRrJWf8Aip0+o5MQuxdMvn1oUukQXiP7/KmrLSqQhCSZJOdI8F3kQLf8VNsLlKoyFdtKRAGzYNpB9v8AjoOoEtCDcHbKjlIggiyF4r7kfFfcj4rJh3An6V9yPim4l3EWWUaqvuR8V9yPig84YUhvPLivuR8V9yPil7lmxFnGWlfcj4pe5YuRZzlpX3I+K+5HxRWUMuQ3llzX3I+K+5Hx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8Mg1uH9CArqBxd5hONCnZjXx/j9v+Zr+f2+zBs+knvKxOlZ1ePsw/mS0GVmffXx/j9hoYQQcgcLwPqweOnmiF7YTmzn7G/x/n9vuHx/n6FAP9tCSJxhPQ7dJcL49MNW+/Ovj/P7Yvf7n190zJPLOV8q/39Um6X9gat9+f4mdHEhsYFxgGPGvj/H7f8zX8/t9mDZAhFFJwWtepi76+f2+zDxfH+P0/wAbKRG8PH2N04vBFCiOlqnpwhYqzDuw5+xvsOHaXBWu+ft9w+P8/wCBQD/Dt0YQCyvRin4dfH+f1iihLQNmV+n+59u3zs4kMLAuMAx40jiIZXgMU/D/ABP93/uvx/j9v+Zr+f2+zBsHGA4NUjtnGZ5/Z8/t9mHi+P8AH64fgiDwG9t6+of4/wA9VuXC0cLag5cH+a/wQvFbvt6Df33D4/z+2gH9VDzWAVcaioeaUSjn6EYdZhBRsf8A9fToVoMKGPf7u3BACFQF5hWfl18f5/bE8/3NfEgrGUi12x9W9wZxCOWHM1/uawSA0QFyQrPy/wACSoWgW82CBttKRsbYKVbmI8wAxpd3xpWMGKqThsc9iw41zm53AXoGgNWl20HcOVMZeTi+3e2jcbkNy4M3345NpkGsFwIhDfOc3x+04QYGVJivl86SwwWm5cTN9+OTaZ5SiCCM1X3bjHtXfciHamXD7uheYNG5dub78cm0yDaCwIhzZzm+P2iJhyWuAXFzMs70lhgtNy4mb78cm0zBNLgLWWHPZ+sXRiYd9rxFxczLO9Le4CeGhDwyTNMkyDWDgIhO+c5vj9pIgckBc8Kz8ujcbkNy4M3345NpkGsFwIhDfOc3x+0O4XOmM3Jxfbvb68OELDutbYFxczLO9G83Ibl2ZvvxybTJNYJgiHNnOb4/aEbDmtYYFxczLO9V3s+NUdxOF/zxkGsFwIhDfOc3x+0RMOa1hgXFzMs70Lzc5uXZm+/HJtMg1guBEIb5zm+P2kkBKQFzQrPy6SwwWm5cTN9+OTaZBpBmIhW+c5vj9uqCWGC03LiZvvxybTMN4MREOTOc3x+0I2HNawwLi5mWd6N5uQ3Lszffjk2mQaQZiIcmc5vj9oQsO61tgXFzMs70bTcxuXBm+/HJtMg1guBEIb5zm+P2iBhz2vAXFzMs70lhgtNy4mb78cm0yDWC4EQhvnOb4/aELDutbYFxczLO/r25Qdpy4qVOSxV3ueTebkNy7M3345NpkmsEwRDmznN8ftCFh3WtsC4uZlnejebkNy4M3345NpkGsFwIhDfOc3x+0RsIza4xcXMyzvQsNyG5czN9+OTaZBrBcCIQ3znN8ftDuG5TGXk4vt3tr5/TX+5rjGmNFOaKq3tfd/if7v8A3X4/x+zD4/z+lD5/b7MGyBCKKTgta9TF318/t9gfxbi58cBy2MedfP7fbhw/x/n6UXD++4fH+f20A/8Aj/PXx/j9Q/4Ax8FvJOtPbMKJVQYBXKaioeaUSjn7e3RhALK9GKfh18f5/bE8/wBz6fq4qULMHls5ccfRv8/po4EYbFGL+NLQB5sFWz8/w9tCSBxldf7v/dfj/H7MPj/P6UPn9vswbBxgODVI7Zxmef2fP7faH8Rr5/b7cOH+P8/Si4f33D4/z+2gH/x/nr4/x+0P4vj/AB+zk3JHJdwj58aGgHmwULPzr4/z+2J5/ufZ+bN/n9P41C/+7/3X4/x+zD4/z+lD5/b7MGz6Se8rE6VnV418/t9ofxGvn9vtw4f4/wA/Si4f33DdZDzDELsdfSghAiMygSYY2c8fUP8A4/z18f4/aH8Xx/jr8pvb7aYn9/X/AD3jT4/x18f5/bE8OxTm5BWfjR0A83Ail/P1bN/n9PWoXDC6hAG6uhkbKZ9yILd0FpbnjQ2EHp5OTZm4OPu/3f8Auvx/j9IODgJgDFXx9Pj/AD+lD5/b64NuBhmlhFrvnSBCKKTgta9TF318/t9ofxGvn9vsw4e4M4hHLDma+P8AP14uH99w9oNg/wDA9wNlMe+vj/H7Q/i+P8dfP7a4GGaylSO+Pp/nvGnx/jr4/wA/RieUPWzf5/T16F3L6GO524wGlc7kHRIjoKxMC1uTOc5zG/ZhdLKwFCGXOuc3O4C9A0Bq0u2owALoiwznLM4MarowAFBX3eNZD2Xl5xuu35da/wC1v+/hv1r8zSWqVf8A+dR6Mokaw2fltpnQgcRM/A2nOmV8VAmE0AJUcohT9NFsDiC4Xc7vwa5k1ZIUJsxqvWg4AJ3cggTNZmmV8VAmE0X31o1Ba4c+PGv/AGXAHK3vQCybzGIPCjR8rxCI7GDiaZXxUCYTSGbQAS71Th041uLfkgd1rv8A5oPfWjEEjhx486JXxVCY3QbC9ADUD3W/5owdF2qpVXILTdkuv/ZcAcre9B760YgkcOPHnXU8ltxa/wD1p/FlbIx/Rbo/FlLIw/ZJrpHe77bdf60Aj5qhkLj+W+v93VR7km2n8WVsjH9FumdCBxEz8Dac6eiUjeBxu4c+dF4OtCMVBvzPGv8A2XAHK3vT+LK2Rj+i3R9AkpFRX9HOvA8X7HJ+3nS++tGoLXDnx41/7LgDlb3oBZN5jEHhRqujAAUFfd40yvioEwmnw+XjvV28b6/9lwByt70gu4V5Y/8AH/dHjz5te6tyBZM6GwvQA1A91v8AmkFk3mcQ+FWukd7vtt1/rRqbEHCRh4Yb3X+7qo9yTbROhQ4ib+RveNH4spZGH7JNPRKRvA43cOfOm3GVBgSmGDxoQqxBkrvLlx/eidChxE38je8aRExBSJrLUzkg+PVLWdgaBJL3TkV3S+74/wAdf42UgdqePsWSSHFNhuWf68/X4/z18f4/R+Al3mzOlZ1ePU7B46eaIXthObOfr/q/W+f0+5byC5Xx6ZYk9+PqwVQ2Z9IVwSXC+PTDVvvz9f8AP6fd6qh7pRImNKZtUW5Vy53X6JN0v7A1b78+qD1sR7khWlTGob9zbQkgcZXWy6DmBozZ69Bb4/z18f4/RhhEFJy616mLv6nYFWhI5ZcvG/8AXP1/1frfP6fct5GECkr0Kh+X1VcEYQCyvRin4fr/AJ/T0fI4iGV4DFPw+rSRMLuoK0sUGQcw+/4/x9Bb4/z18f4/RND0RDLxNx5x731OWKFM0xc8nF9u9vrN9WsG0cjwvr8/p9Fu53A4Tj3+wMEI1QHilL+T1VcAQAhUBeYVn5fr/n9PR8CQGiAuSFZ+X1QoMXlZM5QUlDzjA/e+P8fQW+P89fH+P0fST3lYnSs6vHqdg8dPNEL2wnNnP3fP6fcsguV8emWJPfj1VcElwvj0w1b78/X/AD+no+Sbpf2Bq3359UiqmmDMZSMrYIM3X6WUUELHOGbg1NlbFAcrHZMMEIcGQE05hdUDDqodnDkHQqU4zNeCFIAiwmdJl0MDbvHgy4yd8iyGC13DiYnvzwb3CcYDkVSG+MZvn9A0tO6xtgzMzMF6+iycYDkVSG+MZvn9A0tO6xtgzMzMF60shgtdw4mJ788G9wnCBcVSt8YzfP6GbhtQxk4eL79b6WQwWu4cTE9+eDe4lLakohlakzSF4fMGlp3WNsGZmZgvWlkMFruHExPfng3uE4wHIqkN8YzfP6Bpad1jbBmZmYL1pZDBa7hxMT354N7hOMByKpDfGM3z+gaWndY2wZmZmC9aWQwWu4cTE9+eDe4TjAciqQ3xjN8/oGlp3WNsGZmZgvWmcyKvSCcG9bvg3uGwykylGVbJK4zg8s0NLTusbYMzMzBetLIYLXcOJie/PBvcJxgORVIb4xm+f0DS07rG2DMzMwXrSyGC13DiYnvzwb3CcoDYqk74xm+f0OppzWOMzMzMF60shgtdw4mJ788G9wnGA5FUhvjGb5/QNLTusbYMzMzBetLIYLXcOJie/PBvcKLmYpncBtN5tnwNLTusbYMzMzBetLIYLXcOJie/PBvcJxgORVIb4xm+f0KtpzWMYGZmZgvWlkMFruHExPfng3uE4wHIqkN8YzfP6Bpad1jbBmZmYL1pTmDbuHDie/PBvcJxgORVIb4xm+f0DS07rG2DMzMwXrSyGC13DiYnvzwb3CcYDkVSG+MZvn9BawV3ORQzM+843+nTjAciqQ3xjN8/oVTTusY4MzMzBetLIYLXcOJie/PBvcNwgXFUjvjGb5/QNLTusbYMzMzBetLIYLXcOJie/PBvcJxgORVIb4xm+f0DS07rG2DMzMwXrSyGC13DiYnvzwb3CcYDkVSG+MZvn9FSq945Cm88+qKelAOaqG4ud74x9RguwMD5j76DEKFJwSTwxjGpgziEcFeZrbQkgc4DXx/j6C3x/nr4/wAfoHGA4NUjtnGZ5/Z6ZYoUzTFzycX272+75/T7lgwQjVAeKUv5PVVwBACFQF5hWfl+v+f09HwJAaIC5IVn5f4nx/j9ij7HKqOw5yN/H2fH+evj/H6PpJ7ysTpWdXj1GDx080QvbCc2c/d8/p9yyC5Xx6ZYk9+PVVwSXC+PTDVvvz9f8/p6Pkm6X9gat9+f4e2hJE5yOtl0HFDVm736Hx/nr4/x+iBCKKTgta9TF39RgVaEjlly8b/1z93z+n3LIwgUlehUPy/Yr943jPFj7HPo4IwgFlejFPw/X/P6ej5HEQyvAYp+H+J8f4+h8f56+P8AH6BxgODVI7Zxmef2emWKFM0xc8nF9u9vu+f0+5YMEI1QHilL+T1cAQAhUBeYVn5fr/n9PR8CQGiAuSFZ+X+ARuIA4xUoUBbcwUtCZRcjspCJAsgXAdOYXVAw6qHZw5B0KlOMzXghSAIsJnSZdDA27x4MuMnfIshgtdw4mJ788G9wnGA5FUhvjGb5/QNLTusbYMzMzBetLIYLXcOJie/PBvcJxgORVIb4xm+f0DS07rG2DMzMwXrSyGC13DiYnvzwb3CcIFxVK3xjN8/oZuG1DGTh4vv1vpZDBa7hxMT354N7hE0cAI3tzF6Z2vsNLTusbYMzMzBetLIYLXcOJie/PBvcJxgORVIb4xm+f0DS07rG2DMzMwXrSyGC13DiYnvzwb3CcYDkVSG+MZvn9A0tO6xtgzMzMF60shgtdw4mJ788G9wnGA5FUhvjGb5/QNLTusbYMzMzBetLIYLXcOJie/PBvcMwBAkbiXaXCZv9zQ0tO6xtgzMzMF60shgtdw4mJ788G9wnGA5FUhvjGb5/QNLTusbYMzMzBetLIYLXcOJie/PBvcJygNiqTvjGb5/Q6mnNY4zMzMwXrSyGC13DiYnvzwb3CcYDkVSG+MZvn9A0tO6xtgzMzMF60shgtdw4mJ788G9wjHIcVE5Vx5bPFvgaWndY2wZmZmC9aWQwWu4cTE9+eDe4TjAciqQ3xjN8/oGlp3WNsGZmZgvWlkMFruHExPfng3uE4wHIqkN8YzfP6Bpad1jbBmZmYL1pTmDbuHDie/PBvcJxgORVIb4xm+f0DS07rG2DMzMwXrSyGC13DiYnvzwb3CcYDkVSG+MZvn9DMg56YxUZcKi79W/TpxgORVIb4xm+f0Kpp3WMcGZmZgvWlkMFruHExPfng3uJxCgexhScrjJ/wGlp3WNsGZmZgvWlkMFruHExPfng3uE4wHIqkN8YzfP6Bpad1jbBmZmYL1pZDBa7hxMT354N7hOMByKpDfGM3z+hCwFxQPhefc77/wAAMLoFA7iauDOI1wx4upgziEcFeZrbQkgc4DXx/j6Hx/nr4/x+iBCKKTgta9TF39RgVaEjlly8b/1z93z+mmIiMh6+1RhApK9Cofl9XBGEAsr0Yp+H6/5/T0UcRDK8Bin4f4nx/j6C0B82CoL+dLQnzYoBn4+gcYDg1SO2cZnn9nplihTNMXPJxfbvb7vn9PuDBCNUB4pS/k9XAEAIVAXmFZ+X6/5/T0QSA0QFyQrPy/w2DG4/0JQmqHVnEKdqsOjHpvpJ7ysTpWdXj1GDx080QvbCc2c/d8/p9yC5Xx6ZYk9+PVwSXC+PTDVvvz9f8/p6KTdL+wNW+/P8T4/x9NAhFFJwWtepi7+owKtCRyy5eN/65+75/T7kYQKSvQqH5fVwRhALK9GKfh+v+f09FHEQyvAYp+H+Ab1KbKCG1bBwLXAmtggyK6mRuEK5AZp+IMinaF3FwwC6FUdobhGIAgWGS00hLhxcUJmzNzHG2lFEIrjCTG9zfHD1UCkUFnAaR7mZtowMyKyJbmY5i7YulFEIrjCTG9zfHD1UCkUFnAaR7mZtowMyKyJbmY5i7YulFEIrjCTG9zfHD1UCkUFnAaR7mZtowMyKyJbmY5i7YulFEIrjCTG9zfHD1bCGJYs9DjKb+HGR0YGZFZEtzMcxdsXSiiEVxhJje5vjh6qBSKCzgNI9zM20YGZFZEtzMcxdsXSiiEVxhJje5vjh6qBSKCzgNI9zM20YGZFZEtzMcxdsXSiiEVxhJje5vjh6qBSKCzgNI9zM20YGZFZEtzMcxdsXSiiEVxhJje5vjh6qxGhAaDCyPuZ5LE3MDMisiW5mOYu2LpRRCK4wkxvc3xw9VApFBZwGke5mbaMDMisiW5mOYu2LpRRCK4wkxvc3xw9VBJERZwtI9zM20YGZFZEtzMcxdsXSiiEVxhJje5vjh6qBSKCzgNI9zM20YGZFZEtzMcxdsXSiiEVxhJje5vjh6qFY4PRm8GysmHD06MDMisiW5mOYu2LpRRCK4wkxvc3xw9VApFBZwGke5mbaMDMisiW5mOYu2LpRRCK4wkxvc3xw9VApFBZwGke5mbaMDMisiW5mOYu2Lo/doOBhhnauDh0gUigs4DSPczNtGBmRWRLczHMXbF0oohFcYSY3ub44eqgUigs4DSPczNtHVmRAiy4oxl3dsXnXQKRQWcBpHuZm2sCmRWQbczHMXbF0oohFcYSY3ub44eqgUigs4DSPczNtGBmRWRLczHMXbF0oohFcYSY3ub44eqgUigs4DSPczNtGBmRWRLczHMXbF0oohFcYSY3ub44eqgUigs4DSPczNtIIq5kjkwLPy+7/AAAxQNGzyBEwph2U51WMCRhsIw1kphyTVYwJGGwLBWWGXLdJihaNnlSrgDLsBxr4/wAfTfST3lYnSs6vHqMHjp5ohe2E5s5+75/T7kFyvj0yxJ78eqkuF8emGrffn6/5/T0Um6X9gat9+f4nx/j6aBCKKTgta9TF39RgVaEjlly8b/1z93IuaGCYbOPP3IwgUlehUPy+qjCAWV6MU/D9f8/p6KOIhleAxT8P8NgxuP8AQlCaodWcQp2qw6MemHGA4NUjtnGZ5/Z6ZYoUzTFzycX2729QMEI1QHilL+T1QQAhUBeYVn5fryZMQmpBMeiCQGiAuSFZ+X+J8f4+m+knvKxOlZ1ePUYPHTzRC9sJzZz6iC5Xx6ZYk9+PVSXC+PTDVvvz6nSbpf2Bq335/gUXxzKHIMmBFxiuB03wOIyjEiqWCxcdPxBkU7Qu4uGAXQqjtDcIxAECwyWmkJcOLihM2ZuY420oohFcYSY3ub44eqgUigs4DSPczNtGBmRWRLczHMXbF0oohFcYSY3ub44eqgUigs4DSPczNtGBmRWRLczHMXbF0oohFcYSY3ub44eqgUigs4DSPczNtGBmRWRLczHMXbF0oohFcYSY3ub44er4I5kTLlZcebxM6MDMisiW5mOYu2LpRRCK4wkxvc3xw9VApFBZwGke5mbaMDMisiW5mOYu2LpRRCK4wkxvc3xw9VApFBZwGke5mbaMDMisiW5mOYu2LpRRCK4wkxvc3xw9VApFBZwGke5mbaMDMisiW5mOYu2LpRRCK4wkxvc3xw9VDBIRHAyjOxXfOGDimBmRWRLczHMXbF0oohFcYSY3ub44eqgUigs4DSPczNtGBmRWRLczHMXbF0oohFcYSY3ub44eqgUigs4DSPczNtGBmRWRLczHMXbF0oohFcYSY3ub44eqgUigs4DSPczNtGBmRWRLczHMXbF0oohFcYSY3ub44eqBRG0awuM/1mZPGdGBmRWRLczHMXbF0oohFcYSY3ub44eqgUigs4DSPczNtGBmRWRLczHMXbF0oohFcYSY3ub44eqgUigs4DSPczNtGBmRWRLczHMXbF0oohFcYSY3ub44eqgUigs4DSPczNtGBmRWRLczHMXbF0oohFcYSY3ub44eqgUigs4DSPczNtGBmRWRLczHMXbF+nQKRQWcBpHuZm2jAzIrIluZjmLti6UUQiuMJMb3N8cPVQKRQWcBpHuZm2jAzIrIluZjmLti6UUQiuMJMb3N8cPVQKRQWcBpHuZm2jAzIrIluZjmLti6UUQiuMJMb3N8cPVQKRQWcBpHuZm2kcRDK8Bin4f4AYoGjZ5AiYUw7Kc6CWW3LKw5ZiQ0iru3VYwJGGwLBWWGXLdJihaNnlSrgDLsBxr4/wAfTDjAcGqR2zjM8/s9MsUKZpi55OL7d7eoGCEaoDxSl/J6oIAQqAvMKz8vqcEgNEBckKz8v8T4/wAfTfST3lYnSs6vHqMHjp5ohe2E5s59RBcr49MsSe/HqpLhfHphq3359TpN0v7A1b78/wANky2BD2hP81gOQnDOEDB3Xv00CEUUnBa16mLv6jAq0JHLLl43/rn1EYQKSvQqH5fVRhALK9GKfh1+Iubll3lzPTRxEMrwGKfh/ifH+PphxgODVI7Zxmef2emWKFM0xc8nF9u9vUDBCNUB4pS/k9UEAIVAXmFZ+X1ASA0QFyQrPy/wDUWycBSxhRICGwXCjY7OMAoLjPHsDR15XiDXtmOIuLZDV1iwlYxpSyGG7E1RiZiIBMenr169evXr169dJaOkLhMzLfZ9+PUr169evXr169euUAAjhbN46bc7epXr169evXr169cIACKpnwlHuerXr169evXr169eukAABUx5Wn3fUr169evXr169eubKPNVOSLhM9+v/AMjHGdtsayQ30XTKJsWRw+c6lygoFUNrlnCXmmrcIKBVBI5Zys4hrhQuKwKwAwDAbef/ABsVFzjALkkVcI1cRA1uYqNWJLpyUHOcnO2bkEOJpwQwqvpGzizkiSnMAHa50zCSiqKsHGZxOXKaYJhWrha5wbgioOmktCgtzpIAVCjEx6JA4DRRcEuLUl50IqsWlACwCyO1IUWwCHJGCQkMplBzooRK2aag5ILC5gejVQ81gFXGslJClTJuSK0kpzBs9Liwg2cEGWKOkd6H5OY7hUJZsHpOVLTxStxKcxuMqXoV0Cswt4hd2KbaOgqayABcmA5/rE/m7LRnMNkuz3o4DBFZNibYhpNY6JaiU8YU/v0lUMSIyDKXuH4NPCoBFYpe4XzDUwZxCOCvM1toSQOcB6IYXQKB3E0sV2hhfMPbS4NAIgwhtvn39PjbcLFtZ7uhgXCMTujm83W2hJA5wHpbqNAC5XP9p7r50olsETGZ84AzwaDC4BAGwH/1G//Z

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

--==TSBoundary-SPR
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Content-ID: <Trade Graphs>

<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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WBnEDE7FGNKk6c5Usp2jI2akMXQNaiu1jsZTSSFc5toCZcqJ5OuKEa0a2fZMQUCtYHyVQaDeUaZesNU7rM9Oo2WNdbtOXYXO6uwd644Z54iRAij++C66lF43e3iJkGcOIjRlmkxr6y5UhzlqhzzJlJTBtc2ff+BMQUBQaYVlypGNoNNqh2K9lu05dioZMr+UuwiEIEwPmyg02OpvJ2WLIV8GsdolJFYHaSsxmCHLLJUinbN7fn2s4hsZaEm2bDiUlTJUzikRE0XQNYrSBxbQaPP59j2dFNa53DPZxXOFl+1xCYipwyP3+TPv+vvHeJieV/6+KvtNvJDmy/nKllMRAxxARB1Gw1rryjamgliefEAMkcNAw5Wq3cZWR26/UXZZpMa9Q7FZFw3kuupRfPttUikqKjUmyFfISTmZfSx2DQeWU0khTOIbGcvm2ZLrovnB2rf7E9V5oTvooqAg/ZardxFWt2+XEk9QGXDzQzrJxn3/AF2iZyIa5XGO3+RpoEmfoSriBS2JGR08fOaePlldLTBC1585p4+R0ziAEVeh+zIEJY5rRd2daOWnj5GmgS08eN2cQUZOpjI1s08RpnqWEBhnCw/TkxGz5bOxVcOvYIhHAMCzSM4iwgxFXuhZVaB8OXIKmYCPUY0+WnCVquJZgmBzOmmnj5dTW41qha/ln+z8Gv8A1+RRBDZpbco693LVjMTBRybdWpgFvHlM6RDVlOMbClotg876WOyio1JXxDeziRmGcOIjR7H3ui5Zb185asZtrYywvh65W1K3YtQKFjQUIWVNnJjWIUsZvKNqaCWJz5IAPHsGoqrZ7jlbAmV0UDk+JAZ5WQR0mcOMRrlNHEvFy+Vm6xT1FvVjPv8AwJjWEMAExOsWzJdejYa11sCZXpV3KbbquZYqAS6/J9HrOWOwMO+oDt22SxDOi5Zb1uV1k1qfbs5SirXaJwwPa2kDWgOwOduq5lhAyKedxJPUpk1HXHEhVKyT5xhbFr4hvZ849IvCvWCvzs3GQ6sBy7lardxldHQVxFZm+lEjVOqlhjECOM+/8E6rmYmJFMxBQKwCcnTm2+0G8SMwzhxEaPG7GcP3sOgoznh6ZwB2BGnIzFYBaSw7lQ3tQvpV+TpkU1LTmWM8bss3WKeot6uUae1lFMlcVLa9Gu1TsMd4BQUB+N3EiHpUnEpvM+H9RgiIRzLTb7Wff9eSiTVGV93b/OedCMQkTgo86fM00kXnR7Oiurb7hh2Vrk7SglZwwfOnzGuedLKyamtSYp/nSdeU20jlhrOtfRnDwMUed3ETMMpiNhsDtjPOnnE3Hk7zp84N8Cz5zzo1wJlTRbHnLdVzLCaaxjzp8550ZaUtgzujzo90IF12SVWu5E7oM4WKrANz5Z/s/Br/ANflbtOXYtgx1dFliMQzrJybCYieIJiSEbCEVAQyzSY176TGZWXKkMsKURcSiCx9sEG6+UZWZLUZxFZm+lEjVfTLqiQnGPvdFwFvB6ReCKgIPGlsVWusa/ISqJ5hw7YfO7WOxlNJIU1oqhTlu9j3Nh6y3hZpMa9Q7FZZR3C0U4UN2IG1w9zDY9LZfTqGhuM+/wDAmdIrTrXlqxmJ1iVLKdI2tpJOVLhS7sSVUKrjKOGs1WOxfjdzvVWONFA5ONMs0+4YNJWwrDUndmRq0GEbnuFAWT7pvDwIEWbcImIXbyrbgz5lEEMhVqmly2+wmAEmcdFF7rO5tLYp9g3zw1civlZf261Au8xYwA87NkRRWttN0xBQKwCebPv/AAa/9e2PUsWVmB0nC1XJ0yKVXmQxDheGDcQRfP0OIJFR03E9WWUdwurW7fF8Q3suFutV6orSqmtTcvNNSaFg2lctmhttktRwsf0Z6i7Ldpy7BdW6SFSNJVJamY9zYeidUXbXSwC2HXtb69i/A4i+EgYLtpr1gr4dpKzGYIeS6Tuoak1QfeJocNMz5oc2Xs+/65M2sFhZXKO3alictW+uFF/SZL1QWWbpg06o2F1U9ANfC6LQd8uuLSSmw0M18fMZbuGllN5PWxK3ZYrlDk6wl1x4uFgmA0VAw+H9Rmvj/wDTb7Qbesg0KdU0OYhTidUFi6ye3B0/s1RE7D663ZMBQCva7iPl1xaTW2GLaexYl3tqKSIFlce3RKoN9HdNYJSlDmy+/H+TSLWrncKjJmIxkqsgistE/Oa+Pln+z68riZAduV/699YGKKldsBQUB20sBnDzI8Oqlhka661OW7n43WafcMQvopx1xQjUtOZYjTLUVt1bo9PldawbR0zeNZcqRz8bnJqhkVV2WZxJpCXDiI0RpkzAwLAOcekXgquuuOWafcMQvopKIIQqpWfjdnpnslazKIgYx1N5O4g5gMppPf7Wff8AgTMDC2aUjsHaygvpT10+y4knqpVjr8nXwHKlpzLHNtBpthSxmxdYp9hJ21QDKlGLTjXw5hm9jIUC7CmlesNU6la6kcvniBlNio0wdxEiBCktty+NuUf6lsCZXo12qdyn+GFsWy+0iotNqeXz73uFAV7IWMJYHOkAPNnENjMZ9/4KUGTH0l9GjXapzUsTi2g0fazh+9l2e3Ki02phypnlbtOXY6dcxDbsShnWFYBN5pqSkm20U6hoa5ItCtSYp+W7sbawkT5UspsCCE1rrGvxNN4u9t2ZGrRI3MCgkDERCOXzzu2oGOHMM3ssNaMRM5X2uVVrdvyn+OZ0FGeM+/8AABkHndghXqKc9RTjS7861kKojeUwkJbD81jcuwyGeopwJVZgREITTeLm32g31FOTcqlNpoNOnbAV+opw76gOzYRI14RCvUU4q6trJmI5M4fvYR16TGcQgc3i+mltSHchmJjkMwQ444WpV1bWWLIV8sX5LEcQ0CxZCvh3g6Y8SDk90KBrBc9d9ILfKWorsFcoNKXeopx98hOLfVp0I/y2cQ2MYyFL9RTleyFjGff9dg71wvXG8PE59Mz0zEURUZ8O3GHDtp9BOdBOduncfDtx+mYmotY9BOdBON4cJn6ZnpmemYHDtp+mYfDtxs4fB4FRYq9MxXD4Bk10znQTnQTj6ItP09e3tFQkOHbT6Cc6CciumM6Cc6CcGumB6CcbVWa1cPgGWKQNxXDxAj4duOxSBuDw4Nk8M89BOMqKMfTM9MweHxC/TM9Mz0zC4drI8PiFooioy4emSZVUa/TMr0gVnRXBfgGWwFlM+yf4hhlEOko5tIhiXaSsikuZs2H1T1WW4eUzAwLTPIdJRzaRxnWmcBkkXPrxu6p6rLcPOGHkuLbzaUjHWmcBkkXM3bWdacWUzzccgomTBdacWUzzI5hktmC6h6rLev6xDuER2j7OiOzpxv5yGrOiOAO32SqCzpeBiBHlMQUduEB0438yHdkKGCBcB7OiOdLwMQI8+lGzoj7CDdIpEZBcB7NmpQkYER2jyId0dON8JGBEdo8tv65XE5KRkf8Ai4cqZzXlrHOJ1j/pEwUjO7rfuzi9wK2GvI6kx+7s0OAAT3f+sf/EABQRAQAAAAAAAAAAAAAAAAAAAKD/2gAIAQMBAT8BFh//xAAcEQABBQADAAAAAAAAAAAAAAARAAJRoeEBQZD/2gAIAQIBAT8B8NeB2iyLxFkXiLIvEWReIsi8RZF4iyLxFkXiLIvEWReIsi8RZF4iyLxFkXiLIvEWReIsi8RZF4iyLxFkXiLIvEWReIsi8RZF4iyLxFkXiLIvEWReIsi8RZF4uR14uf/EAD4QAAICAAQEBAMGBQMDBQEBAAECABEDEiExEEFRYRMgIjIzcaFAUnKBkcEjMEKSogRi8BSx4VBggNHxk1P/2gAIAQEABj8C/wDcJZzQE0v8xUyX6quuBZzQE/q15ZTPTZ1q6MuX5CzmgILsWa1UiEFtQa2gObdsv5zJm9XSopzXn2oXM4Iy9YWVhQ3MD3odtN4VB1HADXXtwpmAMD5vSZTNrFBceraepq1qZA3qgVmFnYQoDqIFJ1MKg6jgRmFrvLVrF5YfWDXSBswytsYWzaA1MxYZesD5tDtpLMDZxlPOMAdV3/8AQ8MBSQGs0Z6UbRTVtz/WYmRA3oCof+8XDwjqyZW12EwlVDlVr9MzeFoqGs5uz0iADLlwzr/uMy+FlLlQ5zanvHxOetf7ugj5bVsgC+r8zMPw0CYmY0t9ec8PCbJWxqYS0Wo2xGkwmCMVUklS1mZz6Dq2beu0wD4ftJLre56wtlPiG2BVtV7TxChYjDy6EameGQHobdYEFHT2zBFhlU71tUBf+lcvz1hbJ6iCfdzJ/wDqYmRbrDGGncc43oJtq939PWf6n0BsTNVH6QKNvDCX+coKf4nvqtO0R0wqyJ+vaUNmSi3e7mbEQ0uibfrEfKAFGrdZ4bpmw9mGbvvC39OZWv5QF/6Vy/PWNmfMDsK2luobKmXL97W4iONFH1M+GcxxM4UEemZXUPlFAdef/PlMFRyDA9rnhhQ5C0IhwuSBbvvEYYeVvEzstwKSKyUW6a3MXG2DnT5f/AoZjVmplvWekwqX1HafE+hmVGs/Ljmc0J8T6GfE+hgxC3oPOp8T6GBUeye0Kl9R2hZzQE+J9DPifQz4n0MPhtdcAofU9uBV3ojtFZmoNtpMyGxxKu9EdoGGxg8RquZ8/putp8T6GBUeye0LHYQKj2T24FnNAT4n0MPhtdeYeI1XPifQz4n0M+J9DPifQzNn0+U+J9DPifQz4n0M+J9DAofU9p8T6GfE+hnxPoZlRrPyg8RquF1b0jefE+hnxPoZlRrPy+wJpz1P/PyhGx9RDd+UYkFboAA1QgfMvq11M9yQlyKr+ljN3/vM3f8AvMAVq1/qcz3JPckXDBGcH7xqe5IGdhXYmNTJvephVCb7uZ7knuSe5I3iHf7rETRn/wD6GKSy0DyM3f8AvMLIwruTMIKRajW2MrEbn/S5E3f+8zd/7zCyMK7kxQS1gcnMXwzt95iZ4eZc+a9+U9yQM7CuxMYAtZHNzKfXL0NRW9eov4hjBGN93NT3JG8Q7/dYibv/AHmbv/eZZZ//AOhm7/3mbv8A3mC+XcmX4mGv4jCuYN3EUhk9Qvee5IRmW7HOe5J68XCX5tLXEwz8jPfh/rFJZaB5Ge5J7knuSFsVhlr+liIvhnb7zEx0Y+o3VManuSe5IS5FV/SxmHRbVubE8j9iw/wjzlXeiO0w2wqYNe8LNW9aeRnWrHWBcRRroMvBwuIwHYzDJu8vPhma960jZAdOv8xsV2Ydai4WG96UNI2Jl25Qrky6Xv5OvG/D+scrh+m9NRP4wKrXIiAa5VXeUH+kpcRSex4J4a3Vwq4o5vMf4i2OWbylXeiO0wWGxb9j9h3I7iJqT6R5dODOpWj1mGP9VXp6XCv+n25+Qq4sGK3i7G/bx14Bc2XW4wGOj5uGnFm6C4E8Or78SpV9DXF1HMVFditDpCjnfpMyltq18mnmZRWqkQm1PpO3yiPiJ9YSMRxZ2zSmdR8zLUgjt5nYJoWPPiWPIXAihrPWM6laPWf6dTyNf4n7EiEMaUbQMOYvyayzKGIn6wKtb3rHzka9OBvEW/xcaGIn68dOKMU0DDnw1gCqT6uUxM6ldtxCp5iphuoZjruYWy5daneM3i7m/bEyAa9YWat6046eU3oI4XEYDsZhk/dHk78Fzk6dJlW971gZFsZesVXFEQ15TegiKVTU1wZeoqB/Euu3DC/F+x+wEpTMt/P5RvCIrQXvZ6xTl9J53FW/aK4bi+HWMorMViMU0DDnw3FwutadY2UWx1jr4mx6cEYpoGHObi+Gs3F8dxcUHDAB7xfBxV/LWEs1nN04DOTptUyqed6ztwAxmTMvep/CrIdeG4uZmIVe8IV1b5Gbi5h5FLb7CEMpHq5zqY6hU0NcNxcw2dSozDUiO2G6MRyhUhRpe3HcXx7xnQ1UKu1jL0m4vgecUhRmHPXjuL4Yf4/2P2LD/CPLp5SriwYWRa0lnDT9PJTOo+Zj5SGtTVRC2GwHcQowax0gdbo9eH8HMzXzMbx0zcqq9ZSqB8vMzIlg94incKJZlLiKT2MchGPcLGxnw9MvXvCuTLpe8QNiem9dBMNgjZcw1qaQsU1PfiFQWc0bxk9BXrM2GtaeemAI7y1RR8hx045nNCHw2uuGF+L9j9h9IBPeJYHtHFm6C5h194TXjlYNtekDrdHrw7wKoXa9YXehRlLiKT2PAMi2MvWKrbi/+/Av4lX2i4LZm0uwIHW6PWaxm8Xc37ZTYig9zLHBfRmzd5mYjDO1Fo4UEntELYbAdxwdRuVMVnSgO80hRro9JmUttWszYWGAgXWomBQy6w3oPN34uVw2I7CYYP3RwNeU3oOIVa3vWPnI16cML8X7H7Fh/hHAKoXa9Z4LqPXYsQOpax1nqYA/OWpBHbgGz5dK2gS7rjmdbPzmImEu4MGLiJ6VBJ17QIoaz14YeVGO+wmXM6dtphk/dEX8MT8/+/H1qV+YhU16AAOC5ydOkchfQOd8oFR7J7eW3IX5z0MG+RjOtWOsGE6rla7qfddfnM6eocGRQ1nrCWRh6eY8jN0Fw4S4RtuhuEsjD08x/I68bYgDvKV1PyPDC/F+x+wEGso/+r/4Jlahdfvp9Ix1rLKlupva4uIpf85UvDWwBUQMCDK4Xr+kqMx2UdIEAez2lR02sVFxfEJ7ZZXC9f0hJvQXFvxQT6eUVVuu8rgpxFJ6bylGp3A1jZAdOsD5bs/KPhBAvoPOByVpZev6SuDOL9umkCM2bXSYmda2lMCVMBVKb847qVrvFXn8pU+L/jGcche0VGC0enAHl8oUN+oTOpe16y9f0lcL69pXC9f0lRkIbMO0VtaMqOiCzM7oQCsqYf4/2P2DWyuvplMM9m/VMIlPev8ASJmW9614FnNATKjWflKdwv51HfCcacxrCMbEGWudDg4UEntCWRh6eYjguFta1O0VyLry6cGXqKit4uxv28NeLMiWD3hs6tWnSeHiYgWjfumZcNtq1b/xxZFC0OsV2qz0lGWqJv0mZr3rSfwk/uj5wNOkVfC3Ne6G9BxKnYywUDD/AHyxO/G00JNQq7WMvTga4MqPQHaIx3Kjg2IcXL+UVegry4X4v2P2G2IA7zCZDZRdhr0hLIw9PMcGRas9YWYrtWkr7oqBSSFYZquWMv5sB5HRRZ0nqAUdb8uIRhv7jymGD90fyWZEsHvFzZ7rXUcSzpZPeBUFAcQubLrc9eIT8tJiHDu8u5mGD1udYFULtesV2qz0gXJm0veHFRNGN7xFO4UcXYbhTEw8Y5k6flCcNavyW2GpPcShwC5M2l7wPVXMQDEf3HnMMn7o44X4v2P2LD/CJlYNtek8YXlq4MPDV813tHGKjjNXKN/qlcgVdEdJh4OTlV3MR8npsneKjBaPSBUahl6RWc2T5GZDREKu1jL04IpfQsOUo4ifr5NIU8O67wPVX5y9XUK5Mul78MMnDf3Dlxsrms1Utf8ATKD2gIWtKreKXwvUSfdfaZPCGnQz/qNQ2UaREzHLrpfBmFaKTFVlWia0lGWuGoPYfyMxJBqoEW6HXjiAfdMQthsB3EwvxfsfsATKdec0vr+Uw/wiI3UVHS9yRMN7z79oGy5dKiqxoGx9YDhZ2NzGTGpbrRtJ6MHIeua4/i4XSsyxVw0/q2URhlFnfMIqMFo9ICqMfTyEBxMO6/pPzgUYWGNf6FmJnUrtuJaom/SOwTQsefk1hdi1npPDw8pQHQnyYY+cxDRo1XAo10ekc4edmIqvzhq1buIAcOz1zccrXvek9zzNmfTXeDxFup/UOwMGGRagVrLVFHyHDK3MbXAwZ9DflNTEA+6Zhk4b+4cuJvQebC/F+x+wYln3DKO0Y4gBzct5h+kbAy4oL+5hegig2Mu1TUFvmZlw10lUKjMiWD3ijGxHVyLIgKUU5aS4WdLPW4GVNR3mGcM1d8o4xTu24/KBvUa6mAuyjpcOQjvUqhUBVGPp5CEMpHq5yqFRnAsqIEKoM29CF2K0OkIxGul6cKoVFbllm1Uf1lUKnrZQe5gfBYatuIy4qI2mnpEJ9Ys7acGyYbZdKodph2NQvCsu3KXwqhUuOiqn6RQxG33dBL4ZGZBXK4GFHvwrLoNpfDMy+leQhOGaXlYEV6titnvGVHUMKoA94c7FvTzMTw1N/LeeGcMb5vUJhsEbLmGtTD/H+x+xYf4RwsYafpx04hlK7VrFRqsdPIWdA2UXrBhrghL6HgnhrdXH8RauoWOwgVHsntxK9YGRKI7xmyhuxnow8JT1CxVd7B7cFzEjL0mVb3vXgGRbGXrFwsUVMyltq1mvFyuGxHYTJnrLpVTSFXeiO0DDY8SzpZPeey/z4syJYPeIp3CjyFS+o7TEHa5hir9UpaHSOwTQsefBW8XY37YjIhY86hDKR6ucwvxfsfsNa/kYm/tHPgWPIXAihrPXhrwxCPumIGxGI7mL6M2bvC2XLrU78HCgk9pmdGWhzEwycN/cOXDSOFBJ7QMyFQOo468CriwZ8P6mehAO/BwuIwHYzDr7w4BsubWo3oy5e8LOaAnxPoYGQ2Dxs4afpDegjOpWj1iKeQryd5iAfdMQthsB3HkNcHYMmpuFTsYGRKI7wKwQKTRMC5M2l7z4X1gequL6M2bvC2XLrUwvxfsfsGWxfSaEGph/hEXODr0j5bF+nWB/Euu3Ci630uWMN/0gUPqe3Bc5OnSZVve9eOZr3rSNkB068Ay1vWsfOBp0jqFTQ1wcKCT2hLIw9PMcSx5C4FCvqa4sqqT8vnFJRgB1Eyu1H5QanLd6RshOvWMi1Z6wZ616SlxGA7GYZP3RGZDREKu1jL0nXyZWDbXpA63R68cQDEf3HnMMn7ohdrodIEUNZ68MzXvWkbIDp145lw9RqNZmYttWk9OKQO4iYS4l/lFzk6dJlW971mF+L9j/ADb8MV+LWWOD5fdbHUfpDltBQVfy+cw2csbrap6CUydRHwsmamOt1Nz8+D4uX0aazwy3pVdNIjFk0N8Nz8+B10ngrYK/1XvHVsVtCN9Z/wD6Z/yqHQrlrW94A+o6RsnOYj0c9XdxA2IxHc8BnxAO55y0cH5ax33oXPAylcwrNcUt/qFFG6MsNmBm5+c306QLT+owMrDRa1iox26TEAxH9x5zD1N5RN+BQ+JamroQHdWGxlJhkFjXtEoNr1hUh/TpMTc2pmGThv7hylfdFRBd2LihcRh6esRmYnf/AL8Nz84UzVcGK2KKXqKlLihj2gXPlo9I3rzZu03Pz4HWZTimxvpAFdh6eRi1Xp9U3PzgVarLzmA7blz/ANj/ADQdgBozakA8/pv5HYbhTBhM3pUWNOgiizR3hYs+pvjT1XeWqKPkOGHkUtvsI+dWUsxA/SJmxWrMLtoz5wQN6NwkYjZu0CLdDrEboamL+XDThiEYb+48prakYf1gWy55WYRi+n1dYVPMVA6lrHWBkWxl6xMLFVs1Xp858V/7p3it4uxv2+XTgzeLub9sVegqK3i7G/bDegjN4u5v2yjiJ+vAuxaz0gUchU7+VlQWTGLrWlbwqVfQ15MruF/Oo2Ij4ZViSNYFzZdbhbPm0rbgDiW/zMwVQUA37H+ay4eQnvof/M9VX24swAPYzL4eGMq7ga/yV/FD4a3UxMEjKxN6mFmK7Vp5mZDREKu1jL0jItWesLMV2rSZmvetI2QHTrxDZ8ulbQJd1x9r/wAk4S2tH3AzEzsW23MdgmhY8/KArsPTyMQsST38rFv9Sqkm6MtSCO3EMi2MvWKriiPIWLPqbmF+L9j/ADWzlsqUa/eVd8SriwYjqvqK6+XEIw39x5cF9GbN3hbLl1qUyg/OehQvyHn1lMAR3lqij5DiFzZdbjevNm7eTKwba9IHX2nrw+L/AI+TXys5ZgxmHggLluv5GHkUtvsIQykernxZkSwe8VXFEcdOGHkUtvsIQykernwpsRQe5mCR979j/NsqaX2nKGH/AN8S2JYTWhp0jA+ugNuvSKDYIAG0930nu+k9x+VT3fSei2N/KHOuT6xc2I2nQQqrmr5ie4/Kp7vpD6z9Z7j8qh8J/Ry0gzt6q10nuPyqe1IBiBQnM6z3H5VPd9J/BotfMQ+NQ6UIQMOxe+ae76T3H5VHK4j5b01jf9Q/y0gfxSulVlgXCbO42003n8bKq1yE9x+VRyuI+W9NYfHf1X0nuPyqVnP1nu+k9x+VT3fSe76T3HWAjlres930nuPyqA4OI2WuRqAYrnMOsBzH5T3fSfwXYLXI1FXEzluZnu+k930l5jrynu+k930lHEf+6Kz6ARwrnNWkGZrW9dBwVHNEdoMyoFvWE4euaqn+nUiiDX+P83OFO1Fum3E6bzSIjBrCjb5QMOYuBkNHNH8RrquGVr35QsWNN1h8Nrrye14cv9a6XA2JkZekCDDvTrUD1Vx1GCmhrn/9zOqUR3lNiKD3MsTK4sTLgkoCvIwYjFyzb694jFNAw58GAWzylDCb89OGRhamZkWj8+HrUN8xKVQPlGwiBStCWRh6eY8vX+Qy9RUD+JddvMvry5e0b15s3aMjnXpUXw8qc7Cw+Ji+/wD2zMhsQME1Hfhhfi/Y/wA0lFNNXqH9PkLG6HSKodgxAHt6CKvQVAMatdrFwtggV2FcNIFWt71j5yNekZkNEQq7WMvTgufEOvRf/M5gYYAJImVGs/KZmLbVpAi3Q6wsU1PeaxmRLB7xFO4UcaOIgPcy1II7cMrtR+U8UarVwIoaz18g8RquZkNiFimp7xmblrpAihrPXyacQqNQy9IrObJmZzQi/wDT4nz0j+I11XAKFfU15MrtR+UDIbB459Kfaeo7GhEyEadYVat7044X4v2P81mFEVn9xU13ryMvUVMP/UsxN8gO0bIDp1jKxsKxqFWre9OGsw8jFd9jCWYn1c5TAEd5aoo+Q4D15SsxF8VfXWraQt4mG2lek3wdQqaGo5XDYjsIg7eVnVfSa5xVcURw8XMoUCtZ/wBOHBbKdhA/iXXad+IYV6ASZpqn3eDKDvYuB/Euu3DK7UflAyGwYb0HAu10Okrw7IH9QEpQAO0CrW96zEfEGG7f0g6wr4eGul+kVwVvF2N+2ZirL3qYmdi225hqBlK7VrBhYmImYd5Y4OCxNMalKoHy8uF+L9j/ADWCORa5a304hPzJ6Q5/RoDrMJfEAqpjDPmzJEDAEd5diongYh71pCWJY5pdipXC7FSoR0i+HR9XWOMQVe2sTI5G90Yz4os5tyYyjVjy/ONmUj08xLsVK4XYqd+Ac2QekfDw9G/3Q4mK617dOsbJiem9NJXC7FTKa15TVMT+7/xFfYHrOhmXDetNYWxG/qqAqyj0854Qf2mtppiKT0DSo2HmqEJiH8QmHZ1K8KbVG7y0WmI68LsVK4Xy5HrKjsi2Pn2mHde0Soa1rlLsVK4MMN/TpWk+J9BMP8f7H7Axs6it+u8JJtjMP8IjqOYqK7FaHTgjFk0NxypIPaEM7H08zwZUegO08QH15RrLOK35aRszliDzg8RquZkNjya+TDBxH9w5wKuJqT0PALmy63G9ebN2gVa3vWPiNkOmnPnCrtYy9OLHCxWycqMVhiVYB2ir0FTWWyKfmJSqB8uDZMNc57SvCb8hFLA+lNZphfXgzrVjrCrBdr0/kAKpPq5TEzqV23EKu9EdoGQ2DNPJbYak9xPhJ/bML8X7H7Eil9Qo5QMhsHh6TsKMS5rxtsNSe4mUqMvSAYSopvpGU4gJeqoGJkI06wq1b3p5CpfUHoZRxE/Xi6h/WL5c5h6gery0wBHeWqqrVy4oxZNDfHSBUahl6Txc3r6/nMuI96aRlR6A7RWc7rqdoy9RU1xfpAVYj1cpirikuNNzMyLR+c7+ZMjkb3R+UJZifVz4M6laPWKjVY6SsRqzR6xGyEnnyiFsNgO48mF+L9j9hpgCO8DBk1FxUarHTg7Bk1NxFPIV5WVHoDtFZzZM5WjcLZgPnPQwb5Hi7WotjvHYJoWPPgucHXpHxUIALHeJ6FzgbgQq70R2gYbHgzrVjrCrBdr087L4Wxr3R2w1Lr1XXlEwci0cMXYgdasdZhmhZu4fEfnpZmuIPy1mZDY/kl6uoVyZdL38uF+cdehuNfOMf9vHC/F+x+wZb1npMw/wjgilU1NccMHEf3Dn5LbDUnuJSgAdpSqNfUTCrtYy9IFQWc0fxFq64gAFjm5CYmdSu244L68uXtCubNrc9qRnUrR6xFPIVwXCxETKxAMzItH5+fNhWxYkmFXFHNA+OO3OP4C2oPBPDW6uagL8zCrVvekZfC2Ne7yMyGiJ/GJZa5ARWwcQZidoWouedCDCxLX/APYWUk8tfKvqy1G9ebN2gVa3vWFWUPmF6GB6q+GF+L9j9g9IKnX1XpGJBW6AANUJh77A7y4GCajvGI/pFweLlC9rma9Go7ytf1l8K1/WXLcW3znoQCXwrX9ZcNG9esVUBb1fOOcb+He2bS4SjBvkY6jEegx/qmqfU8K1/WXAwTUd5Wv6zvwXIjMMvziZgQRen58K1/WWD9Z8L/KetSvzEd/y4USQPnLmIw3omBXJ9W5mZmC/Mw5GDfI3ALP6xMvO7EOJnC61osIyMe4EJZSrXzhJNDuZXhH++XGxDdTLZWubGWrBq6GGzpz1la/rLmZi19jBhi6EuYf4/wBj9iw/wjiVOxjuhVcMcriUCZTYig9zLUgjtxKMGsdIGANEXxsylxFJ7HgXYGhMqhtr1ieGt1cKuKOaKvhbmvdMPIxXfYwlmJ9XPylPDuu8VuovyU2IoPcxmXDYqdiBFLFwSNYPEW6mVBQmZzQhGGcxAuq4UZa4ag9hAqCzmj+ItXXD1qG+YlrhjU7DSN6MuXvwZUFkz+MCq1yImHkUtvsI+G1pbcx8p6GznptG8dD69qhdAdOXFkULQ6xGPMXwwvxfsfsO5HcRA2KLyjcjSWIzIaIhV2sZekZUFkwllrSMyJYPeKriiOJfxKvtFW7oVwKlX0NR0X0r7T3gerqK3UXGwy1XzqFs+bStuK5sRww1gZDofMXLNrAo5CvIzIlg94ituB5Aq1vesfQE6rAy1vWsYPlFbVwZuguKvhbmvdxyte96RshOvXiRhtQGm0RgpIDDWuK+vLl7QoGuzd1AVRj6eQiBgQe8LOlk94FGw4YX4v2P2JWRLBVefaIp3CiUwBHeWqKPkOGvF1CpoamHkYrvsYSzE+rnO/Bm8Xc37YWLPqbm7CBRyFTTgWc0BAqPZPaBlK7VrFRyNOh78XYbhTFV3sHtw78GRQtDrEY8xfHTys7MwvU6wqotuULOtDL14FTzFQMGfQ3O8C5hmzbQKK9ZAPkdvF3PSUqgfLyG9B5sL8X7H7A7YdZ0B05n/wARvCIrQXvZ6zD1Gw5cdxcGZ1X5y1IcX/TNxfAsyXZ6mbi4cSrrlCuStL3mR8QBxv6TFzPVi9pmU2p2m4vhrNxcKKRr1iuxWh0m4vjlOIMw39JmIviNWY6XE8LC6+xYQQVObmJ2iZXIu9owxRmNXZMAHtA4bi+CKX0LDlNxfFVAbMe3/njuLg8RqvtCyNYvpAPrGZEsHvFZk9YrnNxfHvMrPVbipmBsHabi4Ga620hbBJWmG4jePidK9MDA+kiFnPpmVHBbnpww/wAf7H7Fh/hHFlR6A7TBcC6W2lD23qIHqr4X4qfrP6j3AlGwri4WUnatYzqVo9Zh0V9KBYqNVjpMrtR+UNYdjrc1mVg216RThqMrC/VFdqs9OAKox9PIRAwIPeMxxMNcxJFmWrA/LgU8O67xX2sXUyte96TMpbateDsOQuKjBaPSayxhp+nkDDF2N+3yJkI06wq1b3pAztS/KHw2uvJiAYj+484G+8LjOpWj1iKeQrgFzZdbjgkPfVY4UADtMjN6QukxCMN/ceULMV2rThhfi/Y/YdiewiaEekSmxFB7mWJbYak9xMtCukzH0cvTpAi3Q6xwoJPaV4ZHz0nqdQO0Vegqd/JnSjQqp/GBVa5ETSBs+XStoquM5XntGw8NqRWNCo5UkHtCMTEYiubd5ma960mbCRzQraHOCLbnAKDHnrtMbGZWUqLoNMPCGGRpV5vIVOxisRlPLeHw2uvJTOo+ZjOPUKOxgTw6vv5HYchc9X6CF9KfbiGy5tamI7BlOmxmVTtp5GOFirn5UZlxH9JBvlKYAjvLVFHyHkwvxfsfsWH+ERmRkIP+8T1KRoBf5QKL9AAPF2G4UweKxKcwAJmW9614BQ+p7fygwv1kkws1b1pwC5sutxvXmzdoq+Fua90xCOtRlN26+qB1z6cAyGjmjriNZ5aQKoXa9ZgO1Wc20xG6muHtSMqPQHaZlSyqgHWeG4N0dBA6lrHXhiAYj+485hk/dE8LIDmXnAw5G42Li0KNaRfAIbrYn8YhWvkDBqct3pGyE69YUdqI7QMNjxXPh+m9dYcZMPVe8pQU13DTEzsW23PHDBxH9w5zC/F+x+wURSZSbh8QbAHQTD32A2g8RauZAlUbu5ly3nIEynEW/nNIyBVK/wC4TCIrDOWzlWFM2bXpUvX9IhJXQ3DAGDai9oGW9eF6/pK4AIBRW9RLYC75T1reWHwsJ8nLQzDXY5RyjqH0DHlA66gxSC9jWO3i1Z+7L1/Tg6hU0NTw1DWG5iWxGq8pbrZGkwwhKKva95kzZrN7TEq7CmKriwZTCjvYELIGazWsf05a/OVMrBr7CDEF0YxG4UmIMTTSvTB6SfndxsHCGXNrP4yllrlAcGlWudxcNtx0mGDiP7hzhb7wBmHfThriL+s1jYQxBZ6GZ1L6itZXC9f0lTD/AB/sfsDX/UKMOpJO5Mw/wiIz4mQDtcNYrNXQVAwZ9Dcd2X0ltJieI5O25hZ0snvBmOVdhD4bXXHvA2fLpW0CXdcHUP6xfLnFV3sHtNIG/wBRvy3h8D23xcLiMB2Mw3TKLQXfMxUarHTyd5nxV3PeO2Hj879vBFRyp51CWYn1c5pLYgDvKV1PyPDK173pHpjR3s8A2fLpW0CXdQqdjAyJRHed+Hxf8fISVVj31lKAB24OwTQsecyK3pK6xcUisPX1X5sL8X7H7DbEAd4GUg5U/aDDbw11u9o48TDa/umfFT+7yBVre9Y+cjXpwdAGzixfeKrvYPbyOwZNTctcNQewjIFWh1mCwyjSzMTUZrvSYl4h0XlpzEIZ2Pp5mZ22Eyo1n5QKjUMvSZcR7xCdNPIVJ0XaKqmgzC4CrEerlCc95fvGYa5lal3U9zE/P/vGVBZMLOtDL149YzdBc9HoHTeFnNnN/LzNe9aRsgOnWWyKfmJSrtyHkZfC2Ne7hhfi/Y/YkvDbISOXKHwsP18tYWdaGXrB4i1czIbE08rN4u5v2xDghFu9lELObOaUMRP14sqPQHaK/wDqCviMoJ9VQZKy8qiZsJqzC7WWqKPkIGQ0c0xkZgTpVwsxXatI3pXNVAkRXYrQ6cHwkBv2m4hCk0wuW2GpPcQ4iYWHmXb0xUYLR6cEYpoGHOa+VypIPaOjuxBQ84G1bsZSqB8vO+EuYP1EIZ2Pp5mZXax8poCag/09kMXzXXaN682btw08hYs+pvhhfi/Y/YdL6/lMJWDewHSe157XirhaZQT6o+E4JIblFWn1MwycN/cOXDLzilsRyAddZ7XmbLemzCUqgfKIxTQMOcdQqaGp7XltgknuogOGCABWsw8Ehs11Pa8KlX0NRFxUYgjMJ4mGpUMf3nteBFDWesF8+DN4u5v2ygjWRyi5cMkML1Mz4i+mrIi+HhOGuhx068Qw2PBma67QIoaz1i5wdekXwCV62J/GzM18hFzg69IMRVJ1qjpPXhkfLXgzVZWtIzta301irT6CtozYOHlysL0j5r9SFdIHzOa/2/8Ame14BhqKoH1TFLD1AUa7xPzjL4Wxr3Qu2wnteNkB06zC/F+x+wMvUVGOIAc3LeLlbLQrafF/xnxf8ZbEPpsVhIxKs7ZYCcS6O2WfCT+2fCT+2X4a/pCRiVZ2yz4v+MpgHPcT4Sf2z4Sf2zMjZB0qfF/xnxf8Z8X/ABgJxLo7ZZ8X/GEjEqztli04Wlr27wIwDEf1VPi/4wMzhx0Kwfw107T4Sf2z4Sf2y1ITTYLAGY2OmkyBRt7iNYCcS6O2WfCT+2fCT+2fDU/lPhJ/bPhJ/bAPDU11E+En9sKqqoeoWBmcOOhWLkrDrostmz/lCRiVZ2yxclYddFlMxOu40mmL9J8JP7Y1KFschtPi/wCM+L/jHXOCW2OXafF/xnxf8Z8X/GaYlafdjrnBLbHLtLYh9NisJthfSFQirfMCfF/xjZ6xL6rAyoFI6D7CTv0jBqtTWnk6wDQOSfyqBgBl9N/n5Blr5dZZrw7IhVwLoHyeqsv/AD/lTKQM5qvz/wDyWepHGzNAASTXYCBgBl9N/n5FGGLJ7QFaK6WetwbZWBI8h1GUX9P+bTKQM5qvz/8AyWepHkI9J1yrp+sJFegEt+XkFcz0uAgCtL/ODbKwJHkrTcCuZl0KYWv/AD84warU1pxZlFkCaVlBAP5y6FMLX/n5xg1WprTigrQnePa7AZe88PTPe9f86xW6i/59SvKq66DL8xM2vWu/kz5iO0N2Qb0+e8OpJO5Pk9RJHSe45rvNAo2HGmAI7wKNNK05zNr1rv5PcR8pY/T6TS+n5eQ3ZB5T3HNd5oFGw8iqCRl2MFWAK0+W3kBsqRzEFXQ5fSaX0/LyWSflyla8q7VtK40etzNr1rvK15V2raVxDdBUbf1G5WvO+97/APplDET9fJuONj/2TiHW2OUdh/yzAnroH3WfnM3qDAa2Ofb6wlrbmBWsAy5qGc9zX/5Ktx7Vs/rcas+q6fntP4eYJpuNf0/SKGZvSP1/+WX/xAAsEAACAgEDAgYDAQEBAAMAAAABEQAhMUFRYRBxIIGhwdHwkbHx4UAwUGCA/9oACAEBAAE/If8A7DrhEVHKCt39pWQ3kOmuERUISAUOBOPYKBWQcBX594TCdbBwkA73C8GuERUVYoGwJ7iFzIEARs4gNiEaL4cQ/Il0kThwrRWXGWcQdLGHshpA5GgFCEs6xY+wZgopuI6ERmMES/zoKHAO9BztMW6JR3UreRpElX8GOAFUFt4hEoRnGPkXzCIQgwuRkOCkDgahccTc6qk78xAexSIKKbiOgLTBttCIQFw3+maZwAcrOFv5QFH8gMP2MBgxJxEAm/eFTGTGoRa75GVmoclQEIS9B+sS1sIEiP8A4Mm7ZiBC8xFtRA8sUQ+Fws6EgVBJuVr/ACFeEg9jQWe4r8QGSCGwBCwBYgm4kAZ0SZNawbaAHvEWpyMBADOzP5gqdHUBAgwvgaSjhIar8i6gmh5+gCcaY7RwsAASPpKfHNgq8xn0mY6BwqNlesCzNqIiNDyiF6RoAToWowQV6BwQ4N5ESGgShmJ4viLy0hbBZVwm5Rcxkk7vRxqCI4iIUM6xGQYuchcHkJjApUIz9fiBbwAjuOYZMI98ACH+I7ZMwQCAkX4JhbAXG1AWoaBpiTJg2OsU+IEUBjkM0gfzG8B4GtFc3FqmIKAbrdwg0gECZmlA80qwLYp5LaVSBeRCFEZBi5yFwivGl/3CVsAJEE3wgRRNJB1Yx5Akcua6gBuPBx6w7YUvDW9UL/aEQgE3nIfaEoGMQtJ3DcFjRREBZGy7xbMG7J3vE7fF7O+/qGSEEp1AIHz/APwUHQQDkmfEvo9+I8sXHr25iAZEQ/xPu+KHScGmHUSbimnPu+Kfd8UtGqDPuk+74ppBEGiAZEQ/xNcIip93xT7vin3fFO6CojowGRAP8dNYIg0SrLNrhknFNLrrBEGhQWBgzsgqJn5FWzPu+KaQRBoUFAZM0giDdNcIip93xTugqI8XZBUTPu+Kfd8U+74p93xQELCIBL6+XE+74p93xT7vin3fFGAyIB/ifd8U+74p93xQ6Tg0wnZBUTHjHsjSn3fFPu+KHScGmH/BjgodwAX+xA8dRaZJj8AfQSuaDUA7ck+SjQ6Zjvyn9k/EfnEqH2n1f3n1f3j8iXMG2rn9k/E/sn4lskC9xgf5P7J+IrRtrHEON4gBSUTTqXU6TozP7J+J/ZPxP7J+JxVLmO0ADI0r5YgNBLH+p9X947RpPHErjg8GmI9KZqg0HE+r+8+r+8do0njiJjwDR/c5qnxHeULTVqixP7J+IrRtrHEbHgCj+4yx8n5DfzjYipML84ZMKg5Q3rP7J+JxVLmO0+r+8+r+8IAAFkmn1n1f3n1f3lM/U1JjyvKSzMYLVYMHl0QSa/HM/sn4gBbRBZa8cz+yfiKLDFD9IqLwyn2gMSARUbV6RAaCWP8AU/sn4n9k/E/sn4gxptoP1Oap8R3m1hyYaif2T8T+yfiPziVD7QRN8BSHuH/i+m28JKFAnt01giDQ2s7AdIFMCPSDo7BHv0DkSFozFhGI1ffoGJkgUDAlpID1Gs9AoZAwUA1ab9CUKBPbxOgR7+CudNgQQ7RxBiwVodo6CO8U7U0hrL+3gJEQCmg16hABW5GBhMdAU4RDGByIO+GaARQ7s2Qg6ZsAJPTnJLA2jlcRTeggLJohevhQDwg+3h1giDQ4rYB/4YxQDeB+sMy4S1VY8JasB3HQGWhMXjtCxRiASSy9IUUoWF69+3S2sLt01wiDmUSk1Lz6hqwPYdNISxOGQigAED356FqwHcdaRbk3U3zV307dLSwu0aMGJAfPUiEzg+0JlsbF47QZ8WqmrhMeJyB4GZgDox4iyBmNzCRpKIsshtNwKgl1/sCMSEAVcR8TlAEHTFgkxA2WRxXhYLIArv36gZkYlBdeBAv3AZaExeO0BJzcX/EEQAhIAjA5gGZCB+CqyDGq1gCEAAsk6QIJE0ABuFTAj0hlgNU2z6FceBBCvLqEEiaAA31qswzq9eqBZAld+/SqyDGq1hRShQPQzOWpQ8wDMjEoXpqJA/XM0hKG4aLwKD9phE5ND85YDdpsoFMCPSDrVZhnV6+HIaLLS84GJkgUDAhCAkkhJ1rwGi8Cg/bpQDdNvCo5AwLVwBoNTLTiYfJljmXdtV6eHIaLLS84kIGSB379LRTm2c3zVV079PX/APgjGyKaNEUQ0DVa5mXSgMILNM5F7iYQLNVA6pw6MQHDMDZZHFTHsGVXMtLC7Sj5UBpCWkYMUaiBZAld+8DZZHFTHsGVXMcs2ByIZBsGAVrz3gUBeKHeWlhdogWQJXfvMewZVcy0sLtHPC6Ex7BlVzLSwu0DZZHFTHsGVXMeIyJOPMMPG3VMZ9YIsFGdFbS0sLtCCa+jlZ/EE/lsIdnDQNhcDZZHFTuu7idOCAANAW8W4GyyOKmPYMquYAUA356uFI2QHECY9gyq5mMtaxYhRSxQLQQrpDlDPrEhBwYO/eBssjipj2DKrmDB/EhmJyeQBdMC7gO0LAW45lpYXaBssjipj2DKrmWlhdoGyyOKgxFAEyqO6uAokmj1H+xauIpBqJj2DKrmWlhdoUBeQDMIhxwbJ+HLSwu0DZZHFTHsGVXMtLC7RrSMlX/FfTbeEtWA7jw64RBwOJkyT79oUEibJI34HxOUAQtaJXeYGJmyUDBhuvIgX7g+gwaugBHWABiCxAA1EaLCcoF4LSwu3Sg4kU2ECKgBHlAEIABZJ0g6ZsAJMCFSkQsQCcxAEBkJpDWX9oGEw2BThbhhCWYzMAdGIwGRkv8APVSuAprQwQY1+YOh4i8HQ2T7+INlkcVD0xZAMR8ThgHVmYA6MdRJuKac7oKiOnr/APwyz2ACQmNmBF0utItybqEDAmyu8qsgxqteoMeJwBB9Bg1dBZeAYftCZwOIdzLZ8FUEhB0zYASei1cAaDUxIgQKL1dNs1V9O8t6Cgak8wfQYNUqsgxqtZhE5ND84eibICDAAICDYI16d/GxJfMQNCdRxcLESQBnIgYmbJQMHoEVgAPKWHEymxlVmGdXrD9Bk1QmPE5AmUgqBvpO8TK9TMhostLz8RovAoP26liZIlIwIQAIIAQdK6WOZd21Xp4chostLz6lTAj0hlgNU2z6ev8A/FfTbdCZwOIdzF/kZpBbQ3XgYL9QmAWaEQe9wdMWCTHTSGov7zfPWlr0dgj3g0nBNhEhKgeSRzCcAsAOrmC68CBfvoIpl7NtoDSOoLGCEBJJCTrU9J/Zn3uUJQoE9uiy2xQ4EcAofeOlAN028LBtIII0giDeFTC1cCPKbNigciQtGYmNwQQcHmf7lTH+y7BGlT/PQGWhIFnvAylgyDUdXQI95SLcm6mnxFirwoGUsGQajqCyaIXr4SREApoNep6IskkI+JygHp6//wAERJZq8x/1rGwiEZA0B/Qco4VwGA8kR0tfEISAjMQvrh0kjA5Vhcx0tfECTQJFgXnXvNmcFdmOlr4gLJzXEVcBWpx0tfEt5cIy384LWwuHS18S9Cw63EEmI3Qbr3jpa+IZLByDsoq4CtTgAkJUbRK0QKmf9jkI4S7P+wiwFHOGICyc1xAUEcBDhwka7bzZrMoBq03ijJQInZL6GwtePeHNmNPbtzFXAVqcdLXxAWTmuIRNEEdQVtM5gEQFwi89Oc/Mr+GkQfmHzAaLL7mDIiWoaDiGmQuCxyarOsdLXxA5N6+9YtRwgS/UBlsaF47wFk5riY2tozvEpQEFQNJeQx25irgK1OOlr4gLJzXEGY0isx3jpa+ICyc1xFXAVqcdLXxN7oABGO8AUIgiruOlr4h7FNY1BhukwamyNI6WviE8tFp/wRQgyG2AlvnU/mA5hWBAFnH6hgAICSC0Bn8wqGAHQa4RFQ6Tg0whQG2UXRwwoGBLEAjYdQx0LESQBnIgZSwZBqIN3gGhmAYMmBkB2Xhqswzq9elopzbOZRKTUvPpVZBjVa9aDiRTYQyPCyfWs0KwID694THicD1Ey0JC8d4HIGPRmAIAEGiDrNIYrAUXAoZAwYh3D8RKAapN3MIlNoflMhostLz6hBYERL93F4esAAgINgjWGi8Cg/bqGnAFk19UWriKQajpY5l3bVenSg4kE2EKKyBPl0GHANl4obuWi1NuvD6//wAMeiLJJCV50FsSYDKWDINR0LkCFozCZwOYdxBLOkv37wAWEGAjf0jsB9Cz4CcyUsXcVNREB/XhKBAkBB3cIAEEAIOleAlCgT28NBxIpsIeyJsiAduusERaaYRB9AWLBHeaQlicGfBJ/qI5OLGaBUA8Vg4v2hIiAU0GsJnA4h3MDkDHozNYayvtM1uCu8CKgBHlHQI9+hRUQB8owvEmi1bQIE6EsnoCyaIXr0PTNkhJgAAAAoAadNYayvtN89TesCBAAAB1cIQEkkJOtdfX/wDivptoDHicAQ7AgkOa/kI7YXYdoIhDAPNvC+AQXaLfiYtryMbLichpTEBlsaF47x6uApDqZacTK5MtrC7daTiRXIi1cRSDUdGCwBC79oUAiKII14C1YDuJtmrrp2m+epvXwWlhduu2eprWaQ1l/boECAISTq+ohCi6RWhg6LsEgD+oYmkggbX/ALExnRqgOQ3MQUsGj9uCJ4C1Wf8AZ6bdYOnTQmQRrE/aKwNwBAAg0QdYOibBCD1DZZHFeFCdQsQ/RYNXUgASSAAa1AxM2SgYM9f/AOCKmbai/bj9AoA9SwZ9NtEt5E7f2HJGEOqYHzNUfBbPPeaQlDcJWsgKyUFEehGa8hFiUwJGOYMC61Y+2K94UmxTaCjtAdEhCMfXAZbGheO8DKUDIdTOZCGpOZXCgniZy1KHmaQxWAouMFkAV37+CqyDGq1guvIwX6h8EqVLIfgFaDDL8QtQWBFHPQ/QZNUUKDU0HQcQlVaOT1hyiLJZH8dQo4AQf2R8QIMWsRGPKdkFZEPSCPsPWACAhBbUfE4YB0eWMG4NY0YEDI+PDY5l3bVekIAEkgAGtQIEAQknV9chostLz8Xr/wDwR6Icqi+f0JdOQHAAMDm2fODCAGZWShcREDFOC+LcLTaH1DUFH3EVuU+CV4tgfu5XqEgqCxKDiRTYQcIIF+08uwAr+REQMU4dCRNl+sERFgZGAgmglDtHUnMAA1A4tsNA+UPAbBGB90jKSXkB4ddpXqEgqCxAylAyHUwopYoFoJXqEgqCxE+lVB2hiRHjvxDdeRi/1AwHFQaiAASQAHZ5leoSCoLEGSsgPY/7BpAsgn8n6yvUJBUFiD1PpAK+iADMyi6PxMrAkaFSx9UJ0tKFB6QACSAA7PMLJVDawmMgosWKEAAkgAOzzChARgIGmIiIGKcAAkgAOzzK9QkFQWIiIGKcXyBFkmaHMLHhQkAmBV92iIgYpwACSAA7PM0064BbVBtgoNoABJAAdnmDAghEFWFERAxTgAEkAB2eYcMKo5qHb4rIYcMUQlIElE7BAmEErBjVisQTDsW7EVt2iWDoO/tQtwwhLMACgAMief8AivptugQCIsEDXUtWA7jqDOAzDuYXImPRnpbWF26XG8ABwZ5c+RsuOnOSWBtOMksHeFBQGTNIIg3V2JUL21mkERaYWSpYNiPiVBUjLDiYTY9EBjfkviFRyB6BauANBqY1YgzSYuEx4nIEDVgew6liZIlIwIBAWoDS8ozMAdGJrBEGhQWBg9dYIi0AIAE1A31oOJFNhAioAR5dA2WRxXRAMiIf4l8JehftMKpBhOnc2ABUoRgsgCu/fplEpNS84lRCCAnt7wopYoFoJ6//AMMMpUO4D6QauRLI6dAMyMSguvAgX76VWQY1WvQhAQQQEaVCxM2CkYM7+NiS+ZpCUNwWXgGH7dCxEkAZyIkiMQUB494ECAISTq+lVmGdXrCxEkAZyIGxJJJhovfrVZBjVa9NcIg593zQsynmP56BiZIFAwIQMCbK79NYShqdvG5t/E1wiKgGovOGmERXUoJE2SRuZDRZaXnAZaExeO0IhMZLt4DReBQftCABJIABrUDEzZKBg+CxzLu2q9OiQg4MnftAgsCImkERaBFCAYQ7uaw1lfaEEEXP2Jvnqb1nfxsSXzNIShuev/8ABcYXa1H9wRRwZ9NtLAbpNpQlajj/AGb5qq6d+iggJkIIgQSBsEHcYDIgH+OlAN028KjkDA7BHv0ChkDBQDVpv0CmRPpDKAapN3EhBwYO/foWIkgDORAylgyDUQlCgT26AZkYlGjAgYHz1JISsHojt6Mo0g03BpjNpaGm41lgNW20LkCFozAO8ptoOibAKBCEBJJCTrUpOJFciLVxFINRCREApoNfADHicAQfQYNUdAj36BAgAAA6uEICSSEnWoPosmqC68CBfuAsmiF6wKGQMFANWm/UIN0w8/mAw4jIENPYAaYZueAzsk9pQDdNvCo5Awev/wDrLtxB+hL1gyVg9FGwgAlDLAnJxwqjH00LWr8le0ApgVGFNdqgp3ba358T+dUPaMouC0MxULPafnNBsBHV4ABoREhAyRO/aAImyX6RlFwWhmKhZ7QADFiwFiHpDgJFTTjvLkaDzJ9ul+d4cdjSCfRxA4kN2VytE9+0wZC1xOe0LEzYKRgwBE2S/SDYjugFIJWBRoH35mbGE7DENmBqRONlDbwSgDvvFDYBBBEZRcFoZhCDoFpn77wTGgAYCGm8SogInZzsIDQS70FlwIEAAAHVwiRcITqagDM7qAqAImyX6R9BgFijPFooI63AxDcBAE+0NkcgjAEiQACPrDhhiA8sQIEAQknVxoiR3a+8sb+AdqASStI7N1DaDJluAETZL9Iyi4LQzLmdp6g+01+IoXWXKWRG4JVZ+6y0FjU528bEn8xlFwWhmKhZ7QhEscMUIfIw6J3XlAylCiDUxsQYE9gRGUXBaGYEUyZBz/kRVhBgU+3/AK6wcg6Ey9RjUa+AoqIA+UFyMAmpBzAxAaNGNGDEiPjquZGRWBuvWPicMA6Yy1rFiY+KFEE0PpOSmBJyiMGobUIT/TDIoKrUQ/RYNUAbL9UP8n0efSqzDOr16FAgSAg7uHeQAOQi/c1L1PlgkmLj8FjmAZkYlDdeBgv1Fq4A0Gpl/tYDq5n9FDReBQftMolJqXn4arMM6vXphE5ND85aLU26mUSk1LzmQ0WWl5zCJyaH5woBEUQRroLryMF+oBmQgcNF4FB+3hpOJB8iBqBtDdGNGDEgPnwXhiMF0L4CAW/aaQlic1hqK+/QmMhMEsbOEx4qD/8AWIEGWQXnko6s/uV+40dSrwQSwWVABO4DihnwkoUCe3g9J/RndBWBFJgwIFpt2hM4HMO48ILFgjvKTiRXIi1cRSDUQuQIWjMJnA5h3EChkDBQDVpv10hqL+83z1pax0CPfp/JHz4AWLBHfwuLBGi6x6zGWpYsxgsgCu/fwOgR7wMpQog1MLETZJnJ8ALJohesJYgQgw73g6YsEmOq1cAaDUy04mHyfA0YMSI+J6//AOsJnaZC4U/XQw7Bq0Ttp11wiDiQg7M214SgQJAQd307+NiS+ZpCUNxYTlA48ts0OW1hdvEGrA9hD0xZAMR8ThgHXSEsTnbxsSfz4AY8TgCAfgygvPT6/wBeANWB7Dw7dAUsQ2xBYguz/vhtLC7dcZa1ixCiligWg6BssjipQcSKbCWnEw+T1ZmAOjHTGWtYsQopYoFoOh6JsgIMEUAgsCNf/WuOGCMWtT2462pRElgjtw88RkJEGtE2GOM3cNeRI/aVA/doDE3C5XKZsKyMSoH7tKACCmebgxpEkbQICXR7XEzX4zXQ4lM2FZGJUD92gfI0sIZTNhWRicR+HbkQ5+ADJZV4lM2FZGJ/DPzDiJNAI/uUzYVkYlQP3aXVSIySzEtttXvBOIKAr9IDE3C5XKZsKyMRoMOhinPKX13gdo68S2SL/wBispLEgT2QuGkCTMpmwrIxGgw6GKc7Q7j5CUzYVkYgORBZagGJuFyuUzYVkYlQP3aAxNwuVw2O4ABBEMakGjRIgMTcLlcpmwrIxAY2VlmZdsTIEu5RacDT9JUD92g6QwBYBM3nw3r3cqB+7QGJuFyuAGQRoalQP3aAxNwuVwgIA0QSuFOtM+Rg3RgNEMqBlOAEFgnFDEX9R1cKCYAwBofmaOSDQ6AhAQIvy/8AVQIFQW+xWRWFvv1ASqbgg2LzXMWn3JJZPnDZbNAsOYBmQgccrgDT0M4ySgN+gHRAG4e2veBUyAO2+wndBUR4P5I+ZsD1QRQlbyddoIGApCo4xxN89TesQEHBnfA2W8mR43h6JsgIMAAgINgjWCScWmokCwSC3Zhr8GgcHcQLIErv36HJVZABnMXg7Pd0JC8i4dNwTY9FlNixRYTlAoAFNRAumIGUsGQajwkiIBTQa+J0CPfpaKc2zm+aqunfqCyaIXr17+Nza+J28bEn8w+zAW4usbREGIcwKZQaLafneGScU0ogGRgv89PX/wD1maAkTPAJAWReENd/AI8gsozLNCQCO4+JaLU26lUqwfVrBgrIn6tehasB3EKmBHpDLAaptnKTiRXIi1cRSDUdLA7rhhhflYDRw6Tg0wgMOIyBD9Fg1RgMjJf5gasD2EoOJFNhAioAR5dVStMAg6YsEmOg03BpjAcKRlQZUF14EC/ctLC7deyComGScU0owGRkv8zIoCSTSC68CBfvwMzAHRjq9XAUh1MtOJlcmCTcU05+eemsjvOMkoDfo0YEDA+eobLI4qDTcGmM0wiK6tk7BmgJnBpWAAJQDdtuoVMifSDr6/8A+tboARwjOoaPrv4LRTm2cAbfypcygGrTeIRkFYuFTIn0g6VWQY1WszlrUPEKKWDJ6CHpiyAYj4nDAOmFYsJ54fEAXxQohFw6M8Wv/OiQg4MHfvCxMkSkYEHJUILODqPCCyUASI0AlpxMPk9K4vK2/A5hbbISIM8reb5qq6d4aLwKD9upRwDh94hkDIZwdb9KFo2Gpvmqrp36DTcGmM0wiKmQ0WWl59B9Fk1Q+zo8b6YOiLABCFTAj0hgJQUYDN15iHRnm1/70yiUmpecXJ5oiFzGWpYsyxzLu2q9IDOAzDuYITexzLgAEBBsEa9BigQCWriwnKBeH1//ANYaL3FBbz1OvXLyi0gI/o/MCQQhLLQ4exqBRk5zaS9YFFIxSWAfmFiJsAxgyvcJF0XiUpp5NilHjbLOBvK9wkXReIiMGbUAEkAgqjxK9wkXReIiMGbUAkTuPt93gqwRwAwfmC0mpBC03+xDo4lS2z+ZjJdkbe5hAcoEBZNIcw4IGi2JXuEi6LxERgzagAkgEFUeJXuEi6LxAggZLTXvABJAIKo8RobIZxy9R0a8S7vGqSKHbaboLHjTSEQGsgn7+YAJIBBVHiV7hIui8TVBDbUREgNUMMoiCO7EAtHUQOe8DQgVEDf1QXImglDb5mAdEV5/0QMhAGoB17RlaWAZ4iIwZtQQYGQJysGEnEBamCAZnIKbNmhABJAIKo8RTwpeBsKLC3ga+qACSAQVR4le4SLovERGDNqACSAQVR4gJYASsCbCiIwZtQUuoY7IgRggZrERGDNqEVkZBntK9wkXReIiMGbUAEkAgqjxAVcyAdBPu+KAIQQUQPH/AASZIMgOrer2hTBZpAXkPupn020IhM4PtCZbGxeO3RIQMkTv2gYiSJI5EDKWKIdR0oOJBNhABVmm6i8Hd7IJd4Akec7IKiYZJxTS8AasD2HgKBAgIJ3cDyUAfS0hLE528bEn8wqYEekMP6sBShTcd4tXEUg1HVgCVgDECfaYX07y0Wpt1A1YHsI+JwwGLCcoF0ZMUQQAObuGpNHIPSIUIIa0IBmEaP8Az0DkSFozAZwGIdxLSwu3iDZZHFQopQoHoZnLUoeZrBEGmmERUZmAOjHgPTNkhJn8FPX/APikCwBD7dpphEV0zg0rBBMICBGTfcyqyDGq16npmyQkwuYwYVBRexNK8oTDgByNxzKAbtt1CpkT6QeAlEEAslwoBEUQRrqgWIAH9kVcAb8J6YsgGIGMhgmK/wA6pCBkid+3WqzDOr1j1cBSHUz2tDjC0IHRAX9coOJBNhNEBLtl9paKc2zgEYRqv9wopQMloY+k9l5h03BNjDReBQft4ijeTa7QUUsGT0HQGWhMXjtC5Ex6MwEKuSftGT0AZeSBiZslAwfB6/8A8MemLIBiJGBAyfiFyJj0Z6JCDgyd+0IhMZLtCUKBPbwUHEgmwlpxMrkzmPKMHosJwyUeU2bF1B0IwAi89owWQBXfv0sBuk2lCqo7395ZkECA3glzWCINCgsDB6ByJC0ZgM4DEO4joEe/iyic2peUrXAITDaAWzAsBg+iwaIGoLACziEAFGBGKAFBxa2/pUMk4ppeB0CPfw7Z6mtZpDWX9vD9HlAGy/VD/IECswB+X7Q1AoI/MdfX/wDgviX0e/EeWLj17cz6bbokIGSB379SgQICCd34D0zZISYOiLABCKhEbBZJJi1cRSDURSuAprQzjJLB362OxWkjM5alDz07+Nza+JrCWJT+SfmAy0Ji8doRCYyXboRAXDGveHTcE2MtLC7eJNmgkAC6jlcRTegnl2l+yaImWq0z05ySwNo8ovM/EKmRPpBMonNqXl1tLC7Sk4kVyIRHGAyIABQB0JAWomhet8MUxzYwRlDPYhBsrwhuSfR5nbxsSfzCpgR6Qwg4FgrPE3z1N69PX/8Agi9JAAtopbGxa3lc0GoB25J8lBLrZnYfVFS1cxAMjBf5h2jCZOkQ62yHygOB1BYbL+RVwBanFS1cwBE5vmKuALU4qWrmENGGuh+YKXIjOXnMVLVzAETm+Yq4AtTipauYAAjMTyuFAwCgywYN0ot3nnMBhAmywQIuAAbeERhGl/NAETm+Yq4AtTipauYgGRgv8xVwBanDReBQftAETm+YmCCGAdR1gxyMMfhAETm+Yq4AtTglYKY1a3ApN7+9IstsUOEDVEgb+7wBE5vmPwiLLg/mKlq5hikgBNUVA5cCA3hxWEYaBCPJMKX3gFB2Uvzp9MFiQVwAQcaGHLEYALA2UHkXRhjyjRY4EMIQEfUNAgBwGvTy4ipauYGEgTAviEqsHSxy5vJi/wC4ggcgKyoviKuALU4qWrmKfotCG9LCSby4qWrmAstlr/xX023UILAiIcwkMETx8wWEja0pOHomyAgwdMWCTHU3XkQL9wIABATz1AQgAFknSDpmwAk9No8AnlQmHEYAnOSWBtHK4im9BMIlNoflM5a1DxCilgyeg8O2auunaUilJs/AeibICDEHssAaFsQOShBij+J2QVkQybi03BJuKacMBpAh++gCABBog6wdE2CEGKVwFNaGcZJYO8dAj3iymxYoELE9hn0nbxubfx0pOJB8iEQxgciYy1rFiDHK74HlBA3Wj5SgGmA4zrzEIZJkz1JloSF47wiExku3T1//AIYxQDeB+sv/AMIY0FQACAg2CNZScSK5EWriKQaiUnEg+RBthKskHUbGUHEimwlpxMPk9ds1V9O8KpAPDbo0YMSA+YVJLBR1Xib56mtJSKUmzhgBsuTmsNRX36mxYCDevA4gm5wEjm/EPs1ALiAZkIH4KDiRTYRHqoK8BUwI9IZXFjJTefSBTIn0hgVCIQ1fa6Ui3JuphEptD8paWF26BRwAgsBq226n/wB8CORHq6goL69/G5tfEOKTIBYVs4GUoGQ6mBiJsAjkzWCItAgoCA6ev/8AFEKRRTbAioAR5Q9MWQDEfE4YB0qsgxqteqQg4MHfvM5a1DxCilgyeggsvAMP26YROTQ/ONGDEiPiHXhAURt2gGZCByqzDOr16a4RFTSCINAZwGYdzDO8WUDZ1KKiAPlLDiYTY9DReBQft0JloSF47wiExku3WqzDOr18LUsNRD0iEMQRa+049XEGh1HQDMjEo0YEDI+IaLwKD9ocKQAJaxRgQyDx3/3wCCCGki6drPMWE5QLwZDRZaXn4vX/APgjdFkDKAkuWm/rl0oDCCzTORe4g2tC4Icy0sLtA2WRxUx7BlVzFhBeacIKYWFesx7BlVzLSwu0FYJ2D3mPYMquYdMHtOxrClwVBttK+A0ERCC97BwYg3IJTHsGVXMtLC7RzwuhMewZVcwah8ghMtjYvHaY9gyq5iCCLGo1gbLI4qHSGOsDmaNMtScK0N3k5XnLHYrSQhoGwuH+YkjbMKIWaaGVHCAH6gbLI4qY9gyq5gYvAujmMFgCF37THsGVXMtLC7QNlkcVCxOYDFGLSwu0DZZHFTHsGVXMXKLKxcFwrZBTGh6pX7lBxIpsILxYyo/neY9gyq5lpYXaBssjioMRQBMqjurhIOWon1i0C3RVMewZVcweZGaBb+gwpAApwQe+0OlRu/liLqLArO0A/AarEJpsO0DmWlhdo1pGSr/ivptutBxIJsJeEpmBoIcBQbijPnN89TevQgKjYTD0AD7D1gmgFM7wye6PrtAZaExeO0onYMnI8oXImPRmDTcGmMCC41S/SBqwPYQGPE4Ah3ShLyRoeIHIGPRnoGUoGQ6mBiJsAjkxQ9WPXtFhOGT6bZq66doaqAfmcwKOAEBMeJyB0IhM4PtAZbGheO8DVgewgQCIsEDXgIDWIH/rwUA3bbqFTIn0ggMRqyN/XO6CojwBAgAAA6uGLoIAbMQGWhMXjtCITGS7dNISxOU4usQIfPMDESQBDAl4lchSUKBAkBB3cJnA5h3HT1//AIYxSDeB+sMyoC1dZh6JsgIMAAgINgjWHpmyQkzjCqUoKswRA/UP0WDVCxEkAZyIqeUKCGjuQsTLRam3UFl4Bh+3gAaRsRN/7CIYwORKrMM6vWaQ1F/eCKQVjqJ35iV8ECr5gYiSJI5Ew2BZlFAoZAwGEODLLU7QfFSEDLAg/mmgUwiCRAI124gSgEk2BsuPAEFgREfk2zLv+4Ce1m9e/gfE5QBG9ATby5E3zV307eAiEzg+0DiYAG4u8Pc0KZp9dYShqB6aySP1xAQw1sWqHgQAlQJzBIY4gEptiHpiyAYj4nDAPB6//wAV9NtKXKR4RzBghBWU11gQwLx2/wA6EoUCe0KKiAPlD1uoUKhgB0DAZEA/xHYI9/ECxYI79SjkXD7zApgR6QQlCgT2mkJYnO3jYk/mYRKbQ/KAeKycV7QoAhAGKrT8wrhFskLb36OVwBp6GJRwBCnf2hM4HEO5g8gsaMiGFFA/D+9P5J+ZQcSCbCKGiaXm4icgSB2T5Q3XgYL9dAgQAAAdXCEB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sdOw13zE4MA5IxU883JFgsFw52P+HMsDZMKD8BzCpMXRlWYOdHdSEFIm8c/n+PPYByLhbR8HEQUFuabKwfY+/EjP4DV+X/hxuJFRAAP3b9tcQNUfS7rDBXfXMySx0AiRWVO+PTGCojppwCEQNp7mC/g4pI8yMJAGAzOu/rEYdJkNKd4OnZxVDMisCys94fg5iyaaQJlkyteeGdLGAgChX7+OIg6S5D3wP++PPACqie6/0ce35BUij0njntO4PScfHE1Ap4QPguR8X6rFcpaTxT45GErVB7S4Tp936MxbMLLYRP8A4HgEQ4iyVVPJxUCUigMeEw/Jwg56BmKka6fHCTBgKuZQPM5FQ90qsDPAJnAlRpT4cbBBJgDEwDw26KFpioh3eMYJbAje25NRxnJy4M6jXLDq8aHQRb4UZ+OKodu2jKBsV9uEPiKJDYIH2Ovd4xkLaBKZE609nxwhIioNLKPSuk5BQcAckMVPPIuizUVCDDHIw9LayvVlcThWjDUhAJXx54NCPNFEl/HB1qhqC6Ve3gRFkgSoqHcxvj4hoCMwW98jmCyZOh2/9OPXq2JUqfd+3H24bMK3wDx44lElMQ6xXGXt4tMsIsBX5hqHFsDhoKwv557H/JkSz7cWwOGgrC/nllBxLkmKHn/D3oSQO8jzI4qgzZF5/P8APj2htLMBIMcOeCk6y8T30P8AfFsI0CTUudtX6LRiR1Er/wA/74POCBte7Z264a6RtpCqGmU2d8WC5S0HmHzxVUMTZvSi7bJ9AFEqJnSXG5m+Oj3p4nU4BANmu+f+7TCy5k5TQ8zRImOPEL3xQiP35suKpYK87v0Aqw+MKQdHhx2ylRGaAnTPCzaACTQBZiacZ8x5szDyM5MPL+eU5I0yhcr4Of6q6ZPw8nd4XoM5VGRb4c7v2Sa+cp9+bQ1hlhR37ifI8kqOUguInj/Z4bxLCxYPh7sYPbk1D5rEWHlY+2N8/MXNEs1Zi8UIQY0PY4utbPjvnQ3fGGdkvV+/HTnySqAkbtOBQ0aKt4qfJnhRJjnEtB98k+578fFJ7u0hw9n3fvmcJAEVjFpYdXbwLD7RalFj4cTxngUDrCpYT9f9wAqOIw4iTr3uvollCQuBl+wLyidHMo5FM5Y4wa4BJGihYP8AvmcbZSs2wXLrzwl2CyIgNmrvn/y5hfko8uWFsuFR+F54GvDhTj44fHDCWJ2S9u+ae12yAyF08Di8EAFVnG9hgbVI+MI/fgoGYUYFsL7x/DwUDMKMC2F94/h42o0mLyEDeeXmaV7TLboVeAncuGFUIx/5zCwdpVZcf4azyi2QkHvlvs8FYMUWDBcZyvtOZ2VVXk+fbl8HNirKqZPMnRxMB7gFGxOYQYmMAdvP6c3IHa4TJPe8DBcKCswtL3/vgktg4YzSJrx1wItkKSeYntzcu+jqNsfHFgKpWSHcMX8nHmAFNYYD8jHl4gSJIw/CH35Yy4BgtjV39+bOyiAIzvSPM45EFM0RDKa8cGAdaCasJn7jX0NJBtoYHxT3cksW95Ynyr9+VE6tmoUEmMXeTie4LuuBw9e/KWM3I0omzrgUL5gFQXPvwYpsCF8VPblD8KuIWyAbr7+/N6EkHeA4/v8A+3CtvQRonV88HD6AANqznUw5WLVny8zGvlzSq4uNcuHdASRooWD/AL4NE0GEImoa/wDrmeYccYumrv7fQmVap1psxAj/ALz2g/i9p+X+nvwlARZYzFIln25qVfYwSSPPJprl5Yw1MXqdb49p4EgWvs0n34uD0CUbE4i6rIoINKM8bIqxT9r5e3mJ3gLoIRVaOGSXVAIW6iji64mA8yCnQHMTgxGSMUPPFweACjSPCtuAQgr3fPHl2UOi7US+PgOLg9QFO1eMYOQ4LYcXX34SQwRIMBX7h+OXTv8AYOH8uvHLWNqmBxx9syOMLHbfkk5ncmIYBzF8cUVKNiKZYWkSe/KuGusAwz/gCJbCJjc+MI56eDAukYnQu71OfiLmyWblxeMYkdBC4Hw83YHhEG4MbN8ioKvi60PPnhDSWsMRLPkOS0KBANjY6eDQDzYFJfz9Otb7OCSU88/mXHlvC0aoO6i/8/74wJUJ4BbR074oL2xwIVTuuOOhM8Mjy2588SwcIlGM+zgRfIWJ5i+3NaEkTrCcalTBIJozrggDLnnCmcZTFcc8VbXt3WEx+eShswlQxt0WHvhhaQEYgIxInXRxyKKo7IXWF7N8wB6L2KMfjgQWREotTFNdeOZ8iwdgrlJofpm8NhrCYMbN86K2LNc/tl9uRuEUEarPeuZ0KydTMKcw+/AoHyoEDPu5KLn5XI5B21vZwICVoCnVKn5eXqCsFqmH5F/scYMLRg+IzPuPtOPwIRSmAmmt+z45kcVQZsi8CgPKgUl+7hWvAY1F7DxyeLgpYkKSSfHMnQ24CJB/25BQcBMAMVfHCLZzEhkU4XNueXLAy3Ch/CcGo8AhcKxforJSvDUV08Xjn8y48E4ycGZgBXH0HAEXKSDpkqd3Gu6Vrh6BEiXtzq/bZr4yn24SJbgWbkjrG/fjWvhI0DtfPMzgxJgHMHxxYS+EpfhP+uC7AuK5TL17cqpuFZCZg88wOKoM2AeK6PKUBd1t/wAAX/2Mdfi3+3tx3peVboXIky7UqswkMpAIxg7ppyXl0XqGALpqGlmLl4d6Sequp6B9uEciDys4rdcruOJCRsF0ftx6qdZhTQmejnz9gQfpegqohu13wboWEIFoiS37cRKRUGdAhD2ubvhkZkRgS3Ez3A3icbGq9gSXcpqfdw44jgGhDDcAF+T39uYfjkL0cQunBvE4qnDHIgmnsxjr24gnFMkwhcm7ldvjiwXcxTAuTz4Pg4nF4ICojObk0IydKnd+/Mh1ZWQc1zqb4zOspDQA1Hjr+KdjGQuw49iRFBwpSGU65jk/SWXa7Ga3rUZzakxzAabMTgwhiiImCsPZmWmQeRjf4zApvA4m83pP9tlKjcfPNw4MiW3ALtDvE4tCqHuoP/P++FaHYE1lPI0+eHs2gnKGohmkDGiQgSCzLFTaA/LviVZSKqPQAD+TgdSwkqRSkvwcUwQCOMbM6uJ57faNiOJY7ACRy9XOGscPmRnKqtG00cECgz0ZOK4+TbvpA72TOQMGUXOc/YCHLZAJVoM2MO8ToZTBUDNmo94j23rkMImCsxAw7ea8MUkx1S7p3bvdwHDUwCHeh6cGOtu8cgtJcFRNIXZfNfjiyABBsFTynAilFKt0pRIxE39z2Q8y5SReHixl8BK/K/8AHBdA0gqD00j7Z/Db3qUMtGPdO3f2DIzIjAluJnuBvE4UPzAwKZPf7k88g4GoWqpoLnXvx08EpKoSGhyZzjzz8/8Aw5Pub9uMHfQsVUjDZ44hcMEijSTKGg5eBZbySofOXLyuaNqZ8SD758+JxKibnahshkyh2yYmkwKkRC2tK9zOuIlIqDOgQh7XN3xGEUZXtsA/B/hra6FpNVPjmQUdlKGY3/05mZUDQJMnAcGnEFPLz/o4sV2hhfMPji1kDBcsxQflPniUD5Uggv2fRbA4bAkZ+eVU3CshMwefoJggBMY243cTx2e8xubBYAzF44tCfNFAM/H0/wBF1oDceOex/wAmALPtwUe5zSbiO07N8sZkYVBNWb0m3gUEpAFO41Pw8io/eBEuBrjFAdX2HsDS75gpP2jSrjUDvKY59/ZTe0bMzm1HITxpJh8uvtw4aN2cHDO+/XMCu80EQzW+G32m7iHYfZz+ZceCcdlbFuuf3y+/P5/j9KckYYUmR8HEV1d5Jaxi5+g0Kk90Af8Af+uLHVSWbSNQnTs1xrXwMap2Hjn8y48k4JJaEjOKpW2zM4zJFkMqrlztfonF4IoUR4ptbECBEWaeO4EsVARUM3t5kB8z1SxXbn/QGXElzdTlVl6UC5s3Jvvn+2ylTqvniW+wYuyD7cHJMwoIVsynU+F4BlYM1iATH0ZBeUKEkbt8cfAMLM1W6w4hyBtWFURkMnv3nirSoSzmW/8A25KFvVRVMTUfzy2JXTKBcr4P8cWLJnKuETLh34OuXkJTgBzXuU+/O5T7GISR54K6VFAaUAUvVPk5f81V6MF8f753rfZwG2HnkMT2EQAZrtyaGlXC1Li28DC4hQOkeBY4JDYc3N+OundxxLfYMXZB9uZXJUTFleU5IwwpMj4OXzLCINM0+WPfgwDaKUSnzLw8Sg3Rw8uBhjQYgiJn8Do9+dAW6ILw7W4ef7bKVG4+eNgfOYKcLEZZvjkOSOwpML4ef6bKQOqeOaurpCiprhMLiEp0BeCLTptAH/b88GjFR1AT/v8A1wLAwiFaz7uLYnDZAhfx9BguwMD5j88vHOoED3J1Z4vevp5+PWWXSeDlsSumUC5XwfQGmhaMQJb4fG+Q5IwwpMB5fQmFwCUaRnAwQjVAeqUv5PrLEpplFmB8PP4U/iTnUeYa/CBoG7z4FJdzbvX0Ti8EBFEv0+X3jIsvy4lFbFMIE+4pwwgmTZXAYZXz88oSmF8EOUUq57AOTMpIHl/xheEGAI3bFUJiec3r6fzLjyTia0oS8C3/AO3GteQwij0Hjg2ykFqketGTPHK7txq48Z4+jpeAfHAoDyoFJfu54ICEBDPHs64VCjQLzNnTrihL7zhWPhc57ntyWJToKlwPh5mSLILFHDnY8+X3jIFny4MF2BgfMfni2mlRJSBvG/HOhM8Mjy2588/0XWgNx45/tspU6r551KfYxW2PPDsFVxXYbNGeD2Sqk980HfCeOzg0A80FCz88SwcIlGM+ziLZRMLrHMN+eZODMwArjgRom5WOtLj/AFzGqVWKLlp+PaTr0W06TqwAC3XG47QtcHw24nevT8vvGRZflwInajDwhrFT79/X3U2s2Nnw8W1yLSbI/HEFyvr0yxJ89fU7f0tCAdD553PYUWq0UevHG9zQ41wwjq/bmlE7WuMBb11fHfEt8gxdFT29H+2ylBuPnihA2w0B2cjOeXvvQQ+Sl05icGBcgZieeNa+EjQO18/4wsWHF4KpUA4EvFECNKafJzK5KiYsr9FW2txDrS9ffnW24WLVny8SwMIlGl+z6BYGEQrWfdwwIYMLSKlmReuCYIATGNuN3E8dnvCtfQRonQ+eZnBiXJOKHniWBhEo0v2fQYLsDA+Y/PD8sSYZmFJiuDQDzQULPz6EfALQ99EyAY7S9pCFpbjAeWAzefoRw7Bfxz2P+TAFn253/FOVnKXa8/qWjFJ01z/r5vCWXXo/n+PGBVoSO2XL1v7d891NrNjZ8PFtci0myPx6O/4pys5S7Xn4GbAbZJM3iYXEJToC8CgfKgQM+76FBiqbihES+83zWhJE6wnAi+QsTzF9ua0JInWE+rFiyEQJh/SYb1Tt+ARai9p457AORcpIvh+sFB0gwRxR8coT2sN49mmKca18DGqdh45/9KjDI+HDyHJJ2TYi8+HX+MLF1UPNYBVxzPkWDsFcpND9Dt/QVIp0njlEnQRmMNOXAnefUFjgkNhzc3466d3H1Ti8EBURn0YBGB0AYGGuRUPdYBAzwbEYbIFZ+OYODM0QJj6MbmwWAMxeOHBE0GZ0l79s+3KKDpDkrmB54nF4IoUR5/8AHrkLdyH45rQkgd4DhgK9plY9zGfOca+n8y48N4/mXHgnCWBhEo0v2cLFCmaYuezq/Hvr1PqcjkAGVt17Yh1zehJA7yPP+vm8bLdchoe5iNHP0THDWTII/I8uOCluED+E5bhBzDqlvTrvj+pi1twaNv55kcVQYsIcDi8EAFVnEsMFpsuJm/PXZqZ61vs4JJTzz+ZceW/R7qbWLGz5eDa5FoNFfngIAQqAvcKz8v0xubBYAzF44lHSVKaSzNf8EWr1veyFLD4OHE9Mt4Ci9KtBlhB0jCjep0+4F2JzGNouwLdhRDhQOuYQYAjdsVQmJ5zeuMlWVoVCBcbZl+/FxBSdiafccXn0MgIduW/B46qO1SyEW9vbFd8WK5S0ninxzAQuAqkUy1dG+VolhGBjC3Ied59uJYYLTZcTN+euzUyDWC4EQhvOc3x+2JAPGYRii/lfnl6KNyqUiynxzjPANYLgRCG85zfH7QhYdrWsC4uZlnvw+C20UFPZp6dnjI1lQ3BeSZyPjftkIWHa1rAuLmZZ78lTeir1rPOL5tG+cjiqDFhDjJpai2SqM7+/BgqcBWINrTH7cBrBcCIQ3nOb4/aAETjlMYNmwFZvM4lhgtNlxM3567NTINYLgRCG85zfH7QhYdrWsC4uZlnvxLDBabLiZvz12amQawXAiEN5zm+P2lEZ76OkFJmAr06nEsMFpsuJm/PXZqZlJOMQCshuek39+COIlFZWCS12sxuZSwwWmy4mb89dmpmRFNIs5ILc34WyPYQsO1rWBcXMyz34Vr6WNQ6TxycNoUALst1fvwIWHa1rAuLmZZ78SwwWmy4mb89dmpmcTYoV8Rqzzib12kTPA6CYqMjy3bPayGxmI+bjOMg1guBEIbznN8ftCFh2tawLi5mWe/MrBQFFc6GOYHYawhHLvIthhMcCFh2tawLi5mWe/EsMFpsuJm/PXZqZCwazosto5F/1PLDG2iCegevP51yNc4abllLMfDpkzQawXAiEN5zm+P2hCw7WtYFxczLPfiWGC02XEzfnrs1Mg1guBEIbznN8ftCFh2tawLi5mWe/JU3oq9azzi+bRvkGsFwIhDec5vj9oQsO1rWBcXMyz34lhgtNlxM3567NTINYLgRCG85zfH7QQAuoC54Vn5f8QXiSLILETJnYctiV6CjMr4Of6LrQG48cYr+FEpt8ceBJaB3AwFfjfJYlOgqzCeXkDg0YDbm9u+Z3NgsE4q8fQKA8qBSX7uSYFSCMkBqQ6mSdz6LYHDYEjPzyqm4VkJmDz9FlRo86puMvS8wN7J5hGPxzO5sFgnFXj6oEIopOi1r7TF36MjiqDFhDgcXgigUTjIq1JHTLh739+vWBLEp0FWYTy8zJFkMqrlztfqgUigs6DSPvMzXpRhApK+wqH5fpqQUg7yLwMLiFA6R4GF0Cgdic/wDn1ykmrX88swH1z2VqtX7N6vpRhALK+xin4frLEpplFmB8PPHx6y2bDw/5IsWGCEaoD1Sl/J9MSRZBYiZM7DmfIsnKI4WaX6U5I7CFyPg4fpqZVC6xo6Gndx6cpeOzWTeH5edL72xW17PM+RZOURws0v0Y2UkAWbD/AOw4jo6oLNAkDLbnx8eklUK5hi47ep8+2vpTkjsIXI+DkOSMMKTAeX6DRvmUEDM+/qBrBcCIQ3nOb4/b9crkqJmwHIvNLaDcvxevp1/FOwnC3Y8ysGaxAJj6pYYLTZcTN+euzUz6QQAhUBe4Vn5fqdv6WhAOh8894npmy0PJ/iC8IMKRmmCKTN84nf1ycGZgIDP0ILlfXpliT569IQfIWB4qe/HUS5ICoQYK7TM9vQdvwCLUXtPHPYByLlJF8PElwvr0w1b89+jqU+xitseeNBEB2xZB06N7dY9LT76e6qX2aTqTr6ZHFUGLCHFgJsY3FN6D7Tg0I80USX8cHItAUIsVNAkz6thrRGaNHhH4Tg0I80USX8czubBYJxV4+mFgzWIkc8vw6aASwGJaJzBwZmiBMekoWes6Ur5TGer7/XqU+hqkleObRnM1TVT249vyCDQHpfPE4vBARRL/AJYsWmF1CU7Vn0RhApK+wqH5fUJggBMY243cTx2e85g4MzRAmPo61vs4JJTzz+ZceW8IwgFlfYxT8PpQIRRSdFrX2mLv1MirUkdMuHvf364HF4IAoBfrVQ90okTHDBmiVLkyGBf1n1IFIoLOg0j7zM1yqh7pRImOZ8iycojhZpfoGF0Cgdicxuc1UTBkop9+ZWQnMJpdPv6VFEIrjCTG7m+On2pWvpY1DpPHMTgwJgjFXxw2EBcapt9+XMgAwKI5ianO9b6OgSV8cHgDIUkl2Mfk51/FOxjIXYf4AsQCAqIseAy/BwMQa0F2hdtU52GPEHCqvcHV3MzVd/8AiFhghGqA9UpfyenqeKGUnDjS8hyR2ELgPL9EwuASjSM9AIAQqAvcKz8v0O39BUinSeOe8T0XZavg+gcYDg1SOs4zPP7OBxeCAKAX0EqhXMMXHb1Pn219P9l1qHVeee5/y4Bl+/0LFCmaYuezq/Hvr6d/xTlZyl2vMLBmlUK4+oNYLgRCG85zfH7frqQUg7yLzczPClMOEp9/TgcVQZsA8ztLYVGS35vm/mWJToKswnl4d0XJSooWrV48z0ICrM7kPdPoHF4IAKrOaHhTxc4bh8Z5qQUg6wh/gi1DQSEUc0YFgphHXhQEARQ+IxjUwYNC75RDKAgFVjp78TBoM7osQUHgFiuuN/Vcdt1thQofa5dKHbJvGly2dGQeYQYUjNMEUmb5xO+HnoCF2C7xnYWdczXHqbqTpEub43cJxgORVIbxjN8/oGlp2sawZmZmC+3GGWRQ/vNYuaSH2TjAciqQ3jGb5/Q73eUKjEi5N/641r4SNA7XzxOMByKpDeMZvn9Ejf59pdmZswWGuiemiEAkuGGue43MORPgVEqGtzbrg0tO1jWDMzMwX24shgtdhxMT576N3CcYDkVSG8YzfP6BpadrGsGZmZgvtxjSFUJ1tnIub43cJxgORVIbxjN8/onoW0DSgBYLMF9uhQiysU8G+ex1vpOMByKpDeMZvn9FBRMsJjAzSgJmXGxZDBa7DiYnz30buE4wHIqkN4xm+f0DS07WNYMzMzBfbiyGC12HExPnvo3cJxgORVIbxjN8/oY1vHTNIisYCGpjrWnYKVEA7uf9buF59BIgDThry+e4PEMCkAB8mL0X26WQwWuw4mJ899G7hmAIEjYl1LhM37zg0tO1jWDMzMwX25XYG9JA2Zxe8Q+2mBo4gOoTshcB8A0tO1jWDMzMwX24shgtdhxMT576N3DEhEAgo8g/6Hz3waWnaxrBmZmYL7cWQwWuw4mJ899G7hOMByKpDeMZvn9BEiyhoTKjsejhWZM8gDk/0JIfZOMByKpDeMZvn9A0tO1jWDMzMwX24shgtdhxMT576N3CcYDkVSG8YzfP6BpadrGsGZmZgvtwk34AhourjtydbeZAhMcwN/7q4j3AaWnaxrBmZmYL7cWQwWuw4mJ899G7hOMByKpDeMZvn9A0tO1jWDMzMwX24xpCqE62zkXN8buE4wHIqkN4xm+f0JuyvBFgzw0wX26Lc1VHMcJ2L4mMZwnGA5FUhvGM3z+hNELigOeML+D/AMtSzcGcBisIIVKCD9U1zCTYykjo/HLgziNcMeryYM4hHBXufQXg4MzRSOeMrBmsQCY+n+y61DqvPErgVhc1Cw9sz6SxKaZRLhPLy2JXoKMyvg+rSiUSOLGiT2dnvzvW+joElfHpRhALK+xin4fSgQiik6LWvtMXfqZFWpI6ZcPe/v1zJwZmAFcegwKtCR2y5et/bv1IFIoLOg0j7zM1z/bZSg3HzzuU+xiEkefqjCBSV9hUPy+pWUktsI4ZMjmc91NrFnL8npRhALK+xin4fpjc2CwBmLxwQISRYeJadd/+cWgogKQCFtw7EEIB9YtMLoEo2JfrFTcCwAxV45g/iB0IKEv+vt6gscEhsObm/HXTu49IIAQqAvcKz8vpDjAcGqR1nGZ5/Z6SVQrmGLjt6nz7a9JYoUzTFz2dX499eoGsFwIhDec5vj9sFB0gwRxR8ca15DCKPQePqGCEaoD1Sl/Jz3U2sWNny8G1yLQaK/PoYtSENBTN1hp3dkznc2CwTirxzqeKGUnDjS8hyR2ELgPL9QQAhUBe4Vn5fqmF1CU7Vn/nFw0t8bMmsAkgxNmekMPQkYM6pnvxO7jmDgzNFI59BBcr69MsSfPXqUJfecKx8LnPc9vUkuF9emGrfnv0v2Se5WJ7Kz2vXqaffT3VS+zSdSdelg9dPdEL7sJ3Z36n7JPcjE9kZ73v0rtcQFGGA/2PqZ2ggJA2PAz1mbef3Awlmsa5rQkid5HiRfKWJ4oe31SXC+vTDVvz3/hC8Na4ZoJHbkVE6Uz/AMQtGECkr7Cofl9QmCAExjbjdxPHZ7z0owgFlfYxT8PpQIRRSdFrX2mLv1MirUkdMuHvf369LAq0JHbLl639u/UgUigs6DSPvMzXpgxm0hVDMX7z39VhMmLBxlntfGH760JIHeA9KMIBZX2MU/D/AIQtCphISFAgIERmVH/xgWGCEaoD1Sl/J6Ph94yJZ8PoFjgkNhzc3466d3HpBACFQF7hWfl9IcYDg1SOs4zPP7PSSqFcwxcdvU+fbXAsHCIVhfu9BYoUzTFz2dX499eoGsFwIhDec5vj9voDBCNUB6pS/k9SWGC02XEzfnrs1M+kEAIVAXuFZ+X/AAhYTjmESEjQyOAqhs4jm89IUYzrOuPXswxUiigDCBMleS9F4VoZiIWuCtBeWVC5YIJ3cFsmCvAw9CRgzqme/E7uOGBmRWRLczHcXWLxRRCK4wkxu5vjp9qgUigs6DSPvMzXDAzIrIluZjuLrF4eokx5PeiYVpqOTHECkUFnQaR95ma4LvzDBalfuY4eLCXPiy3PsdZ64gd7LnImTKpnOPumBmRWRLczHcXWLwz0YekV7MXsGarg4gUigs6DSPvMzXDAzIrIluZjuLrF4oohFcYSY3c3x0+1QKRQWdBpH3mZrhgZkVkS3Mx3F1i8zxFYdMTK1o25011UCkUFnQaR95ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On2qBSKCzoNI+8zNciKnCojR0gpK9iocUUQiuMJMbub46faoFIoLOg0j7zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPtUCkUFnQaR95ma47qapLgWjK0HEh0ceNEcAwPlz8On2qBSKCzoNI+8zNcMDMisiW5mO4usXiiiEVxhJjdzfHT7V4QwmbSRHtZHeojkwMyKyJbmY7i6xeKKIRXGEmN3N8dPtUCkUFnQaR95ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On2p1mArdTBXRMY8zNTAzIrIluZjuLrF4oohFcYSY3c3x0+1QKRQWdBpH3mZrhgZkVkS3Mx3F1i8PUSY8nvRMK01HJjiBSKCzoNI+8zNcMDMisiW5mO4usXiiiEVxhJjdzfHT7VApFBZ0GkfeZmuGBmRWRLczHcXWLwb8qmpBrbOzMZnJcoFIoLOg0j7zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPtUCkUFnQaR95ma4YGZFZEtzMdxdYvM8RWHTEytaNudNdVApFBZ0GkfeZmuGBmRWRLczHcXWLxRRCK4wkxu5vjp9qgUigs6DSPvMzXEYRVlemxT8P/AJVONonEdnVZ0x0T63SSVwlUDSuh0prHKxgSMNCMNZKYck5BZWtIVrGqcslctfULRhApK+wqH5fUJggBMY243cTx2e89KMIBZX2MU/D6UCEUUnRa19pi79TIq1JHTLh739+vSwKtCR2y5et/bv1IFIoLOg0j7zM16UYQKSvsKh+X1KKIRXGEmN3N8dPtfSjCAWV9jFPw/wCaLFhghGqA9UpfyeoLHBIbDm5vx107uPSCAEKgL3Cs/L6Q4wHBqkdZxmef2eklUK5hi47ep8+2vSWKFM0xc9nV+PfXqBrBcCIQ3nOb4/b6AwQjVAeqUv5PR3tuFi3L8nFgu0MD4p88SwwWmy4mb89dmpn6YHFUGbAPE4vBVIqv0BACFQF7hWfl/wAgWEOgY8nlBH23M69KC5X16ZYk+evUoS+84Vj4XOe57epJcL69MNW/Pfpfsk9ysT2VntevU0++nuql9mk6k69LB66e6IX3YTuzv1P2Se5GJ7Iz3vfpQXK+vTLEnz16Px8WXDaeHkOSMMIXC+HihZ6zpSvlMZ6vv6klwvr0w1b89/5osWjCBSV9hUPy+oTBACYxtxu4njs956UYQCyvsYp+H0oEIopOi1r7TF36mRVqSOmXD3v79elgVaEjtly9b+3fqQKRQWdBpH3mZr0owgUlfYVD8vqUUQiuMJMbub46fa+lGEAsr7GKfh/zRYsMEI1QHqlL+T1BY4JDYc3N+Oundx6QQAhUBe4Vn5fSHGA4NUjrOMzz+z0kqhXMMXHb1Pn216SxQpmmLns6vx769QNYLgRCG85zfH7fQGCEaoD1Sl/J6ksMFpsuJm/PXZqZ9IIAQqAvcKz8v+IL20GKwLA7eLhKw6FHNqA8d0QU4Njs4wCguM8fcDR4DIxq1SN0YV1bMcCHQMeTygj7bmdcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnGnmhQG2fd5HaaeCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9nx1wSPRHYkpKbzddycBIyCpQCxmiq+7HeghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnN0pGkJne2m2uXOeCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9nx1zDMeBBHDtpVExKyUSQUFGpid6N67z4eCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9nx1x/iiwLCI5IsR6TAYSQUFGpid6N67z4eCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eFAlhW6EDi1Qxh15OCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+OuCR6I7ElJTebruTiSCgo1MTvRvXefDwuZgVchC6wrGM+bwSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9nx1wSPRHYkpKbzddycaeaFAbZ93kdpp4IQpxqOhxd72fHXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fHXBI9EdiSkpvN13JwJlRDENJrC7ZyzvghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnN0pGkJne2m2uXOeCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9nx1wQAFQRZ3jk+H/wA4QIIkyEwcMYo8REwSsCCMaIEwydt5LtBQKobXLOEvdOISLnjBRxcA5WdQx6haMIFJX2FQ/L6hMEAJjG3G7ieOz3npRhALK+xin4fSgQiik6LWvtMXfqZFWpI6ZcPe/v16WBVoSO2XL1v7d+pApFBZ0GkfeZmvSjCBSV9hUPy+pRRCK4wkxu5vjp9r6UYQCyvsYp+H/NFiwwQjVAeqUv5PUFjgkNhzc3466d3HpBACFQF7hWfl9IcYDg1SOs4zPP7PSSqFcwxcdvU+fbXpLFCmaYuezq/Hvr1A1guBEIbznN8ft9AYIRqgPVKX8nqSwwWmy4mb89dmpn0ggBCoC9wrPy/5AsUMCBMdJ1cXz6UFyvr0yxJ89epQl95wrHwuc9z29SS4X16Yat+e/S/ZJ7lYnsrPa9epp99PdVL7NJ1J16WD1090Qvuwndnfqfsk9yMT2Rnve/SguV9emWJPnr1KFnrOlK+Uxnq+/qSXC+vTDVvz3/mixaMIFJX2FQ/L6hMEAJjG3G7ieOz3npRhALK+xin4fSgQiik6LWvtMXfqZFWpI6ZcPe/v16WBVoSO2XL1v7d+pApFBZ0GkfeZmvSjCBSV9hUPy+pRRCK4wkxu5vjp9r6UYQCyvsYp+H/NFiwwQjVAeqUv5PUFjgkNhzc3466d3HpBACFQF7hWfl9IcYDg1SOs4zPP7PSSqFcwxcdvU+fbXpLFCmaYuezq/Hvr1A1guBEIbznN8ft9AYIRqgPVKX8nqSwwWmy4mb89dmpn0ggBCoC9wrPy/wCILqoeawCrjlwRNCvwe4AMMjDyvLNYoQZlWBwLJJwslPBsG4SQItsJMXgoYECY6Tq4vngwurbQIe7SebxFBEisoSs9qfk4mscBtQY+MI/fgwurbQIe7SebwpQoZQ9lElM9U4mscBtQY+MI/fgwurbQIe7SebxFBEisoSs9qfk4mscBtQY+MI/fgwurbQIe7SebwHFAt0r2YyyzOPBxNY4Dagx8YR+/BhdW2gQ92k83iKCJFZQlZ7U/JxNY4Dagx8YR+/BhdW2gQ92k83komhlObLdjPueeJrHAbUGPjCP34MLq20CHu0nm8RQRIrKErPan5OJrHAbUGPjCP35AMuigYGZQ4M+euIoIkVlCVntT8nE1jgNqDHxhH78GF1baBD3aTzeIoIkVlCVntT8nE1jgNqDHxhH78Z3E5FiFeUD7HEUESKyhKz2p+TiaxwG1Bj4wj9+DC6ttAh7tJ5vEUESKyhKz2p+ThQQkMFike7h3Z3wYXVtoEPdpPN4igiRWUJWe1PycTWOA2oMfGEfvwYXVtoEPdpPN4igiRWUJWe1Pycfsk9yMT2Rnve+DC6ttAh7tJ5vEUESKyhKz2p+TiaxwG1Bj4wj9+DC6ttAh7tJ5vClChlD2USUz1TiaxwG1Bj4wj9+DC6ttAh7tJ5vEUESKyhKz2p+TiaxwG1Bj4wj9+DC6ttAh7tJ5vFiHaCJRUes9Xq8qpuhYC5i8cGF1baBD3aTzeIoIkVlCVntT8nE1jgNqDHxhH78GF1baBD3aTzeSiaGU5st2M+554mscBtQY+MI/fgwurbQIe7SebxFBEisoSs9qfk4mscBtQY+MI/fiYXoUDNH/AM4klIQhpL6PjeeAmZwAhAqB5FdwOKsaEQzDgyyRhdb5v46RQRblyggQRm31C0YQKSvsKh+X1CYIATGNuN3E8dnvPSjCAWV9jFPw+lAhFFJ0WtfaYu/UyKtSR0y4e9/fr0sCrQkdsuXrf279SBSKCzoNI+8zNelGECkr7Cofl9TY1XkSyatd37OTHP8AZdao3Xn0owgFlfYxT8P+aLFhghGqA9UpfyeoLHBIbDm5vx107uPSCAEKgL3Cs/L6Q4wHBqkdZxmef2eklUK5hi47ep8+2vSWKFM0xc9nV+PfXqBrBcCIQ3nOb4/b6AwQjVAeqUv5PUlhgtNlxM3567NTPpBACFQF7hWfl/zRYtBcr69MsSfPXqUJfecKx8LnPc9vUkuF9emGrfnv0v2Se5WJ7Kz2vXqaffT3VS+zSdSdelg9dPdEL7sJ3Z36n7JPcjE9kZ73v0oLlfXpliT569ShZ6zpSvlMZ6vv6klwvr0w1b89/wCQLFDBgRXCdXM8+lGECkr7Cofl9QmCAExjbjdxPHZ7z0owgFlfYxT8PpQIRRSdFrX2mLv1MirUkdMuHvf369LAq0JHbLl639u/UgUigs6DSPvMzXpRhApK+wqH5fUoohFcYSY3c3x0+19KMIBZX2MU/D/mixYYIRqgPVKX8nqCxwSGw5ub8ddO7j0ggBCoC9wrPy+kOMBwapHWcZnn9npJVCuYYuO3qfPtr0lihTNMXPZ1fj316gawXAiEN5zm+P2+gMEI1QHqlL+T1JYYLTZcTN+euzUz6QQAhUBe4Vn5f8UXmFLV1wFC1wUkLhvF04gAVlMo1hyXq88mdQ+57e6Tq3HqFoLlfXpliT569ShL7zhWPhc57nt6klwvr0w1b89+l+yT3KxPZWe169TT76e6qX2aTqTr0sHrp7ohfdhO7O/U/ZJ7kYnsjPe9+lBcr69MsSfPXqULPWdKV8pjPV9/UkuF9emGrfnv/EF/8Xeub+5v/WOF9XNEUMFAJoWB7koW+0D5l1NmVLoYkVk0ipMRvNyxDn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uf1P65/U/rn9T+uakFIOsIf4ZNgEkBArcwdDo30motk4CljCiQENBcKNjs4wCguM8fcDR9A4sYVelLVzVQFRKnleINfGY4i4tkOeNU0bF5al4Qbo9ECK0BXoIsahHhtHjMNbtJfvbi8roTnuf8uAZfv8AUcCG18A/D7AKwF4FJvBQKouMB7ArGTgMjGrVI3RhXVsx6EF7uMa/gCIQFqCYMl2buTShEwhMcjQaiCu0OrlMy7d/XDsWgEAr0VK9Fw8roiYzCpAb2gGmObVII9IcSLo5TEfQq6EXYZkEJAyyDvEqW+0B7l3NGUbsYZTkptEs67dXuH12zwEQVk3jCUikPBsdnGAUFxnj7gaPozlrHkkwCNWA1i5kdqkEekOJF0cpiPCbAJICBW5g6HRv160NhF93o7ds0Lji0ZyjI0ZsYS5mw055XiDXxmOIuLZDnjVNGxeWpeEG6PrbsTntgf7r5Jaw7oTpvy6oB4GsyDMNbtJfvbi8roTnuf8ALgGX7/4O5RYm5GBgrlrnK+nJDfRdMomiyOHznku0FAqhtcs4S909CjMZGi1MiXFiWHg5bpBQKoJHLOVnUOdKFxWBWAGAYDXn0LKuIkcBGdnvvLWrowAErIYQrLgnU9AUnQUK0TIMS4eJbjQldcmIlxLc0xxCRc8YKOLgHKzqGPQenwLYE8mRSqwUgZz+erWfxHeeRUPdYBAz9XyhdgQIdYQc4xm8GRywYGcO+iIAQY55M7h9j29VncufQXimAOhVZ4uL59jg6cRBKyGEayZL3eHlC7AhR6yq4xnE+tVD3SiRMcYGyl1wAB0b1+BJdoKBVDa5Zwl7p6PFqjvGx/GyDpK8r0pICyBL7Vk6ueblFibkYGCuWucr9VsDhsCRn54BImeMlXFyLhL3THLdIKBVBI5Zys6hzpQuKwKwAwDAa8/VbMSOok/8/wC+ACCoEpijHVs3O8Y4ujAASshhCsuCdT/8YMV2BhfFfjnW24WbVnw/RNY4Dagx8YR+/CgVSlMrA+6hwUDEKsg2M94/h+iaxwWVFh5wL9v/ANJnmC5kUI8C19h4GAyGHkcujyuLinCaZD8QifMOBCiGeDMx2ILFgUuxkCAV4YAaGDswS+b1yq/UoB3ytQMxXjKzK1bMM0VC72KCAbAgBObGQqIksYVeoClRgUh0BSEQMvDBXLVwSAfYu2eAD/8ArD//2Q==

--==TSBoundary-SPR
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

--==TSBoundary-SPR
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KiiEVxhJje5vbh8VApFBZwGkfMzNtGBmRWRLczHMXbF0oohFcYSY3ub24fFQKRQWcBpHzMzbTIrFhAtEwciuZxvlRRCK4wkxvc3tw+KgUigs4DSPmZm2jAzIrIluZjmLti6UUQiuMJMb3N7cPiggI4iNwNP+Zm3to6YsAq0wSwgih7lXKiiEVxhJje5vbh8VApFBZwGkfMzNtGBmRWRLczHMXbF0oohFcYSY3ub24fFQKRQWcBpHzMzbTuJqkuBaMrQcSHBpRRCK4wkxvc3tw+KgUigs4DSPmZm2jAzIrIluZjmLti6UUQiuMJMb3N7cPi//AGn3SSVwlUDSuw7KbY1WMCRhsIw1kphyTUFla0hWsbU5ZK5a6JIAIrxrFmAMgP8AZpgVvwU+Oirhu4z8LqiDLAdUQZYBoAQRKJz6IwgUlfAqHy9P/HVfjSBCKKTgta+Ji79FLF7wZ6CYIATGNuN7iduTzP8Ajqvz6IkfzVifif31QUKaQO8uyZ9vjWPQWsB/zHQ4EG6oawg0LBV2YpfZ6QUMMQ5fVGeer/DpPyky6D8JMmjFFFZUSHLmvHHt1IFIoLOA0j5mZtqKLZVNACCJROehkVakjhlw87/nj/NPJWbDukqHOz8aYiVBm7Nre2s4kEFA/wCY1D18wDt39tPJAKQf+40KJKgC477d9OeAqkFnas9q+ntIhj3noalpqnDQFMKhRIr+sU0IHG0FcO5PSatcFfsXM40ZATEeP/fot2FyAiR2zTM4f6FJV3GZMycmqBRGD18aqkLtH8XXYPuP/rW1xKtMB2ffU6gOEiKcqcP33gLGNjKv5DTCGSGIb5I76EoRuP2mH/dZfh0oBkUe4+Nb7lcrJzfGh6Yt2OWbrx/dttB9tSCGjAg2BDQtlvZp8hNBIUpkB+RTQAGCwRe2LP3pST2SCws5zXF50aczxADxfGmphGQZi7gP3/5oKosXf+C3QVLVwsYgqZh7acBhLId+x30ixEVKbGNXYSoDBu73H60vacMbD230yDaA5rjln0IZzqoTw27Yfk7Zk6AcN276PlFjsElI7aDcBINnw0jhGZJxsF1JIFBFXznQZ/CmCG+W5ucduK44+O8RtM7aRcSqpyTiahjADE/7vpWSzuw+UmmRG/BX50sQ1IEHF9nbfxtrHG3n2TkxpUM5HYOsnfRn7MJKLs99TRugzIMwm3+KeYL5AVSJ3q2xk86nA5AR+PT7XtpIVBThC99BgNWZG+9+DQx3LOrRTZzqtlBsCOX30SZGLzF45376B9Bkd4l0IdCDzNFc8xOK2Rw/nSVERTF4w0dQ1iDhpwVMpyx+NIAygHs49tORhGwgL/5q++RBU22zhWeLxdeJF2zZr3k4Zt7TtrCJ+SlLwedRdBaRA/Nzo9CPtCv+ugWAA1eNTDMhiAfKfnTDBiKAhL2MankmfK7G0zo7MgXkCy6TMAa7w5v521VKMFG0pc7NJxtiasurBMzvqFArdyB2w57ak/CxRBi776GSUirLf/NYfcZDzf8AzQ36pTeGW1w7ulCElCjeMbmgHeYMDJIj4+NXNCBWIN0oOfGk2PhTl/8A90M2eIjGDneGv1+gkgAJXjSqwismeB221Tc0Npe+9jSQwjid2TvUx51k+TOwgd5b/wA0PKAsItUH445NMyDJQoXcz408VyQwiP5ol9iM4A3GmKIpUQp2TnU82RQZTaeGwm93bpMIabBVZ+9JR3SKBy7mhWSHFQUKR7HbRl3AFK0uMOzq6grxjTjntozlUE48n9ONGZFz48C6JlCO91Mf1+9EJlBbgpFfBpsasSQ2/wAU9090lkK/9DUjIIFa0xO7N9L2bXHTytw576JkASDLmfn/AP3WNXEabLzfw9P1P/ddtY6NqDlLt6O8KwYfGfDRnQ70ASUy5DSKD7ApCVZeMuoNcWTCG541JhBzl2I77a94llmVpn2DCgBnZpqBJWAxcXkxpS1quUjlZ28LuedMvVI/jTHGNeIkf+NdrxySAb/jTOMLgdmJM7PPOmJjXhXGf0asjuqQYLoWK0UIrnanE0ba/Eagw/espdDt4MsK8frUABUMMAfzWVMKpKriNuT96YKlg5yjecO+9zqBjGG4YXznSWgmd3s1+pwSh3uucvb0Taa4lKY7KVKUNZNSy3lo+CEGzIj/AN0GMITGlIYqAKI3u3jRigKmt3bvjRFHK2YZXPYrqX0JYmfJpIoKFwXLojYjC+Lpshiifl60N3BbsD+aECAIB3LY/kPjXewYs40ZVyAlMQudtFLl0wRhTjVUXAtsdzBjTjUzDgAPgNCTDYHKNmd9YjBQxwf80KDB03b87/NIcIoocZD8vz6fAZiCPnB/XX0Xb0RWd8lkx/hn4xui5AtyFEOFA40A8Z6DsqpgDf40dnCqNMss999BhcRE3Sh/19CfM/MrPP5b+jBxL2vvY447/gs0NVAYlKX5PQDeKXxlBq1849tWqpk3K/8Ab9aAsg76mh+bw8aAWIlUHCNAycj+NSmgk3Bmbtjadtpk8ogI1iGRMZCcjxoOyN5Iizfxt5146JWVl0awOETAEZubs8h26niRdhwiP6X1uV9YZAZDCMJvXn0ESAKk3LKfkfjRa+AgTht747BNNSw2OQe559B28ykRJgdwdztjfW5JlAilgpMY3c58eiRxi42QiZLxe+ZMa+bTMk341+AJd0vxohwrZAlMbsY33z40I5wJQO6s/Wo1XUijFIPrF0sbYbzDWuzJODPowAwoLByDjMhv41fqAB3XFu2f0aSLVKEYUlP2fPS8IXCkFzNA+IyO1G6aAKoKpTYXY1KDSSyOymK7U50C0AVgc4UIG3I/jRJAY7krL8rQVE2RwcCksxLjfOgtopfWFCJHzn20siURjllz+DWQjEGw7zzjRFtgA3AutyZMTGe+NCBEbABGz37aJADZAXLCs+X/AAsEAIINgfy/Ovvuzp/U/wDdfvuz09kmtoG/XGiLP5BlXj30w3hb1KxJ78aVwcBq5cenww4HpoXzjyejqNghz7ZP0a++7teOiVlZfSvENPKgvmQ/GjaK4tONseGnABVQbsa/gPjQ7VAtiYdDtECyrg0O1QLYmHX1fP0FBCkCZVV+dfv9ChgICq1jR8g1kq+519Xz19936RtFqbxQ00nhT1xq3350YYomMoMn7fnSWZsQYx599S4QkhCuP7r9foWEzJuyof8AH131/Lo+ffdmvvu7X3fHX33drveOSQXb8a8dEpYy6++7Nfd8/WPr+2v2bjYx+9OWRAFV7aZYnFKbmfT9/wD4ifXB5MA8wLTZzztoUBkMD2a9kFt4V+udfo3G5j9ev6n/ALr992ayECLjhP8ANM+o1d4A1+v0M8iSVwYKh8vrHwEiYELGc6EsAgIBw19Xz13nURqUcaNCFUS5Ej8+nz6/vr9T/wB1/c6xgqbrgVf0OvvuzUhBa4YV/mshAi6ZT/dffdmj+iCyqBo/ogtiA6RtAwe6R+z0j6vnr77v1992aZpFsrkwxT4dfqf+6/v/AEP1+j7vn676/lryJZSCRx6/DsoLdyJP2Gvvu70d++7tfV89ffd2vvuzX1fH1j6/tr6/tr77s9Y/f/4yeL+27ej59f31+VhGzDd8voCQEtAXJCs+XRyxyTdl/wADX1fP0jiIou7L40WaGqgMSlL8nrHz77s19Xx19Xz1i02JACPbKfgnnX1fP0+fX99fv9A/RBZRY6UEQJBsRr+U+dffdmvtu3o++7NfX8tHMVgEi3PLxe7nGvtu3oj6vnpEwGrtVmrCC10yj/dEiBugLVhWfLr9T/3VyQFJNyCn5H49BaBKwbE5Hvpl1GrvANHTDdNyz/o+n1/LVXj5jbbhZv6/Pq+evvu7XezYDfco9tffd2vq+evvu7X33Zr6vj6wjaK03ijSPqLXeCGmflSkEHHrH7//AOhPh+sY4bM+2RyGdBhcQoHZH0HoQQWY4TdwIVrN8alEtMqDCEoWEwWGa+AJUsvYwzlZmT0F/bdtDzaBGJQmHdoQAUtWGQesJP4W9gat9+dfV89fV8/SP1+hhvC3qViT349I4mJGu5Nffdmvq+Ovq+en2CXebE8KzxeNfV89crthdt2h319f31+/0fX8tRtyJjwO/DH3jpxtMylKWBNppRBU0mzJT8L8+nCJll8H61hWPMJGmBm+mnz081UvhpOJONfbdvRBoyiiTCkfjX/a5/Sm/nX23bTJqfNlEtW45zp0gVYthwHbX1fP1+r4621GCwNr49FWBVoTHge+kXFTTak+vz6vnr77u1992a++7tfV89ffd2vvuzX1fH1j9/oHqILKJHQ/RBbAIekCWAQEA4a/f/8AzJ6MIEJXyKJ8mn1iXeWZsgJNoKgwNTillKFmGFyuYXX/AGMcfa3/AI86L7CqgQgUwI1wikQNJnyKK5uyQSBzwLrtCYFkJzEKhkChpIdAx5fImvneY20aRARRYNy5fd0looIFTM42dt+M93QqGm2p5mLttse/OjSIBFFjkuX3dcrbkXab0O+jlZoMqE3Q24xa83QjQBWQ2Tx7bc7a+r56NI001PBxdttj350KBABRY3Fy+7pnkSSuDBUPl9IFAgAosbi5fd0LdQwqZ4NnbfjPd0UdQ8AnDg2MHOd9LlihDa97XO93zbdCHZnQBTUudg2UvZdfV89CgQAUWNxcvu68dHrKpdBq9QynxWYh+NCsQAKLD3XL7upaS29xXJLuRlOcOXQpGnWp4DF222PfnRLdjeBCtrtm7826S0UECpmcbO2/Ge7rIJ+RZb599AV7E8CStrtm7826MoUFgl3gxsEuQeKmvtu2hpEAiixyXL7uhbqGFTPBs7b8Z7uhSNOtTwGLttse/OjSICKLBuXL7uj+wnEUQYpN88xzo1jTbU8GLttse/OhGgCshsnj22520looIFTM42dt+M93QpGnWp4DF222PfnQqEAiixuLl93Tp0qCMjc/BmUz3dC0CVqSpyHbQFexPAkra7Zu/NujbKEFTPZs7b8Z7vp8TSZgbukX/pr6vnqF5EUZk499AmAAhCIW3j886xuNBKaL519Xz0axARRYW65fd1992aNY021PBi7bbHvzo8oksooOlpNobsIr/wANfv8AQS3Y3gQra7Zu/Nuvr+GjSNNNTwcXbbY9+dGkQCKLHJcvu6FsoAVM8Oztvxnu/wD0ntiLwEUwAbCIhMoo99Iqq5VXKrVXKt6hf23b0CR45NRLMefWIZEG4ERxmmTvrIJ+RZW8++jhrkGzQ/4vpHFQe0JNzvpGKE45cgnOXP59I/X6Pvuz1S4QIGqXtnGZ3/p9Xz0LQJWDYnI99Mmo1d4M9Pr+WgscEhuHNzfbjh3uNfX8PT+SXhtbv6EqhXMMXHLxPfxtr7bt6I++7PQ4FDccgT9hoEAIVAXmFZ8uvq+Ovq+fr9Xx19Xz1+v9D77u9fnz6vnr4fbwHe+PQxwCoolY0ZgMMOyY7YZr77u1992a+r46++7Nfr9H7/R9fw19fw9Yj9//APQnnOAbOjOwRARg5jmbaEkDnAdOEGFIzZgikze+Jzr7bt0oSXC+PTDVvvz6fv8A1IQTwt66xJ78ekfr9H33Z6f9rj9C7edIoQvCqW1NlZ4vF0pxXAIJMme7z6fX8vT6/lpQl85wrHsuc8zx6fX8Ohp89PNVL4aTiTjX23b0R46JSwl9P+g3s77b40kuF8emGrffnXMR4CwPPtrmI8DKnj39QyqhWMQ3N2H513vHBart+dfr/Q++7te5wZu5vjbp+P1/LX1/DX33drt1+fYd7519Xx1992aBYiqlNzGlHAlER2NfX8NfX8PWISXNCnO3Pt/9J8hLteQcG8gA7HbrF/bdvV5ESY8p6IwgFlfBinw+n7/1IRxAiVy4Kh8vpH6/R992eqBCKKTgta+Ji7+v1/L1EwQAmMbcb3E7cnma+v4dDIq1JHDLh53/ADxr7bt0oRhALK+DFPh6WBVoSOWXLxv+OfREwHrtUvT77u19fw6fj9fy19fw0iwF9ycH5Gv3+j6vjpzAUkG7Cv4D49Pr+GmRVqSOGXDzv+eNUQfFKZa//eInhRJgZEAnLMUWCEvrJ8VSBshcQSQnIaXTiABWUyjWHJeLruZxD8nt5pOLcegtEwTN7Cv0dIIAQqAvMKz5fT9/6kQpK0EQ3NC/j0gJMwKM7ce+h2iBbAweocYDg1SO2cZnf+npBB8Vhkj6hY4JDcObm+3HDvcayMPKUKR6CVQrmGLjl4nv4219t20/90qzydugEAIVAXmFZ8vSWKFM0xc8nF9vO3p9fy9Pvu7X1/DS1i5BV2V22bjOO2fV+v5ayrHmNrXCzfTyLw0Glec1447V/f6Pq+PqTwtGjaUwN20SqFcwxccvE9/G3+CInmHbnteJDGN9sem5+4uMKmG53/8ANGm1IWGtscfBAAIbShb7QPmXE3MqXYYkVk0ipMRvm5YhoUMGBFcJxczvoIXFtgWDiQnaaVQxIjIMpfMPg0msdAlQK98AfjQQuLbYMHEhO00qhiRGQZS+YfBpaQiHAAW7AMq7aCFxbbBg4kJ2mlPEBIyDkfo+NNrGgJUNe+APxoIXFtsGDiQnaavcQZV/ybBt4O2vO2hdrvQ76CFxbbBg4kJ2mlUMSIyDKXzD4NJrHQJUCvfAH40ELi22DBxITtNPUCq4LRXywWeDwRNY6BKgV74A/GghcW2wYOJCdppVDEiMgyl8w+DSax0CVAr3wB+NBC4ttgwcSE7TQ9iAJkqvHFTfmN4RNY6BKgV74A/GghcW2wYOJCdppVDEiMgyl8w+DSax0CVAr3wB+NBC4ttgwcSE7TS1ERZpdw7ZJOIHGvtu2gQuLbYMHEhO00qhiRGQZS+YfBpNY6BKgV74A/GghcW2wYOJCdpp4wIyq5yq2DbmGk1joEqBXvgD8aCFxbbBg4kJ2mlUMSIyDKXzD4NJrHQJUCvfAH40LMjqCCSeEH40qhiRGQZS+YfBpOY2BKsr3wB+NBC4ttgwcSE7TSTA/kQM/wDDHg1/LARm7209PJASuwx3TF4voprHQJUCvfAH40ELi22DBxITtNfX8tJrHQJUCvfAH40+gGlhDIPCMJvedJYxCMg1L5h8GnhCAlGQF77HwaNgcRgZcaVQxIjIMpfMPg0msdAlQK98AfjXOg8o2DtDBxISaVQxIjIMpfMPg1WSSmSkCuG4B+NFpchAGAGlUMSIyDKXzD4P8c8X/wABvCb77Y6UYQCyvgxT4emIRhApK+BUPl6kCEUUnBa18TF36hMEAJjG3G9xO3J5nSyKtSRwy4ed/wA8aO2uSbOP/F6UYQCyvgxT4elgVaEjlly8b/jn0yMPKwa19fvu7SFkKOMJh3ub24fF9XIw8rBrX0YaREWcikfMzNtOSApJuQU/I/Hp9fy9WRVqSOGXDzv+ePXztoTebQe3+OfhBgCN3YqhMTvm8dQIAQqAvMKz5fWPO2hN5tB7egYIRqgPFKX5OoOMBwapHbOMzv8A06QscEhuHNzfbjh3uOklUK5hi45eJ7+NtfX8OkEAIVAXmFZ8vSWKFM0xc8nF9vO3T993aFxuQ3Lhzffjk2mf7ZdptZt0k3gsiIcmc5vb+v1fP0+v5epKoVzDFxy8T38bf7J4tJcL49MNW+/PTCC5Xx6ZYk9+Op+EnvKxPCs8XjqUJfOcKx7LnPM8dTT56eaqXw0nEnGvr+HSkuF8emGrffnpYPHTzRC+WE5s56fHRKykuqNeNcjB3ZkM8XznpfYJ95cZ4Rnm86+r5+gkeOTUSzHn1afPTzVS+Gk4k4/xz62yWQeBCNiUoRNDY7OMAoLjPHyBo6BkY1apG7GFcWzGgh0DHk8oI+N5nbQkexHIkpKb5u3MmkkFBRqYnOxvtzns6EIU41HA4u++57caEj2I5ElJTfN25k0kgoKNTE52N9uc9nWWQJDEUGXZ33FLc40JHsRyJKSm+btzJpNURQQZWqAbIc57aEIU41HA4u++57caEj2I5ElJTfN25k1nBBgcJiuBaSp+nQhCnGo4HF333PbjQkexHIkpKb5u3MmkkFBRqYnOxvtzns6EIU41HA4u++57caEj2I5ElJTfN25k1OEXgwHK/BN87QUEIU41HA4u++57caEj2I5ElJTfN25k0kgoKNTE52N9uc9nQhCnGo4HF333PbjQkexHIkpKb5u3MmuYFlOWYl4dt5bixghCnGo4HF333PbjQkexHIkpKb5u3MmkkFBRqYnOxvtzns6EIU41HA4u++57caEj2I5ElJTfN25k1MYsBKQZaULRBbOMM+v4aEj2I5ElJTfN25k0kgoKNTE52N9uc9nQhCnGo4HF333PbjQkexHIkpKb5u3MmsZgeLwopS575zLNCEKcajgcXffc9uNCR7EciSkpvm7cyaSQUFGpic7G+3OezoQhTjUcDi777ntxogjZAwUFRiS1uwOkkFBRqYnOxvtzns6EIU41HA4u++57caEj2I5ElJTfN25k0kgoKNTE52N9uc9nQhCnGo4HF333PbjUQqQ5dyAOxv2xGzSSCgo1MTnY325z2dCEKcajgcXffc9uNCR7EciSkpvm7cyaSQUFGpic7G+3OezoQhTjUcDi777ntxqZ7kGgpZubyINHGjJKCGph87G+3OezoQhTjUcDi777ntxoSPYjkSUlN83bmTSSCgo1MTnY325z2dCEKcajgcXffc9uNAwNgJ3MFDJw52N5GJIKCjUxOdjfbnPZ0IQpxqOBxd99z240JHsRyJKSm+btzJpJBQUamJzsb7c57P8A9p4QIIkyEwcMYo6YGyl24AA4N9fAkuUFAqhtcs4S800hIueMFHFwDlZxDHWLBACFQF5hWfL0hghGqA8Upfk6g4wHBqkds4zO/wDTpCxwSG4c3N9uOHe46SVQrmGLjl4nv426gQAhUBeYVny9JYoUzTFzycX287dSWGC03LiZvvxybTPSTeCyIhyZzm9v6/V8+klUK5hi45eJ7+Nv9k8WkuF8emGrffnpQXK+PTLEnvx1Pwk95WJ4Vni8dShL5zhWPZc55njqafPTzVS+Gk4k46klwvj0w1b789LB46eaIXywnNnPUoWeM6Ur3TGeL56n2CfeXGeEZ5vOvq+fS0+enmql8NJxJx/mnpDoGPL5E187zG3UjCAWV8GKfD0owgUlfAqHy9SBCKKTgta+Ji79QmCAExjbje4nbk8zpZFWpI4ZcPO/546kYQCyvgxT4elgVaEjlly8b/jnqUUQiuMJMb3N7cPi9LDSIizkUj5mZtr6vn0sirUkcMuHnf8APH+yeLBACFQF5hWfL0hghGqA8Upfk6g4wHBqkds4zO/9OkLHBIbhzc3244d7jpJVCuYYuOXie/jbqBACFQF5hWfL0lihTNMXPJxfbzt1JYYLTcuJm+/HJtM9JN4LIiHJnOb2/r9Xz6SVQrmGLjl4nv42/wAU+nkaMjARTxvvjfQ1jmCi5CpTgmGEDTf1XHbdbsKFD4tXSh2ybxsuWzgyDrCDCkZswRSZvfE50NLTusbYMzMzBfGlkMFruHExPfng3uE4wHIqkN8Yze/8Bpad1jbBmZmYL40shgtdw4mJ788G9whxCJrDIq/nlu9zoaWndY2wZmZmC+NLIYLXcOJie/PBvcJxgORVIb4xm9/4DS07rG2DMzMwXxphlkUP8zbFzSQ/CcYDkVSG+MZvf+A0tO6xtgzMzMF8aWQwWu4cTE9+eDe4TjAciqQ3xjN7/wABpad1jbBmZmYL40wEhXcUWHsVnaDOROMByKpDfGM3v/AaWndY2wZmZmC+NLIYLXcOJie/PBvcJxgORVIb4xm9/wCA0tO6xtgzMzMF8aEkhhNXJ8OeWNhnhOMByKpDfGM3v/AaWndY2wZmZmC+NLIYLXcOJie/PBvcJxgORVIb4xm9/wCA0tO6xtgzMzMF8aRZQ5pG8c8xviBOycYDkVSG+MZvf+A0tO6xtgzMzMF8aWQwWu4cTE9+eDe4TjAciqQ3xjN7/wABpad1jbBmZmYL40xpCqE7bs5Fze29wnGA5FUhvjGb3/gNLTusbYMzMzBfGlkMFruHExPfng3uE4wHIqkN8Yze/wDADUZKBjBAucBDg76WQwWu4cTE9+eDe4TjAciqQ3xjN7/wGlp3WNsGZmZgvjSyGC13DiYnvzwb3CcYDkVSG+MZvf8Ag0ILO2FqY2YinMxXSyGC13DiYnvzwb3CcYDkVSG+MZvf+A0tO6xtgzMzMF8aWQwWu4cTE9+eDe4TjAciqQ3xjN7/AMGKuTWG+JdsR2N7M6cxg07huYnvzwb3CcYDkVSG+MZvf+A0tO6xtgzMzMF8aWQwWu4cTE9+eDe4TjAciqQ3xjN7/wAGNbx0zZEVjAQ2mOFkMFruHExPfng3uE4wHIqkN8Yze/8AAaWndY2wZmZmC+NLIYLXcOJie/PBvcf/AGnrg1AqLSm2+ffVwZxGuGPF1MGcQjgrzOsWjCAWV8GKfD0owgUlfAqHy9SBCKKTgta+Ji79QmCAExjbje4nbk8zpZFWpI4ZcPO/546kYQCyvgxT4elgVaEjlly8b/jnqUUQiuMJMb3N7cPi9LDSIizkUj5mZtr6vn0sirUkcMuHnf8APH+aeKGBAmOk4uL36gQAhUBeYVny9IYIRqgPFKX5OoOMBwapHbOMzv8A06QscEhuHNzfbjh3uOklUK5hi45eJ7+NuoEAIVAXmFZ8vSWKFM0xc8nF9vO3UlhgtNy4mb78cm0z0k3gsiIcmc5vb+v1fPpJVCuYYuOXie/jb/ZPFpLhfHphq3356UFyvj0yxJ78dT8JPeVieFZ4vHUoS+c4Vj2XOeZ46mnz081UvhpOJOOpJcL49MNW+/PSweOnmiF8sJzZz1KFnjOlK90xni+ep9gn3lxnhGebzr6vn0tPnp5qpfDScScf454S+gw5yo42fjQwLpGJ2FzeJr4i5uSzeXF6xaMIBZXwYp8PSjCBSV8CofL1IEIopOC1r4mLv1CYIATGNuN7iduTzOlkVakjhlw87/njqRhALK+DFPh6WBVoSOWXLxv+OepRRCK4wkxvc3tw+L0sNIiLORSPmZm2vq+fSyKtSRwy4ed/zx/inxEgBmXgYN2Xy8aTDeoouJwMABUGSzCQykAjGDvTZyXV0XqGALhqGlmLl0mHgQEW9Qzx2nFzoyMyIwJbiZ5gb4mlMEAjjGzO1xO/L4iJSKgzgEIeLm76MjMiMCW4meYG+JpTBAI4xsztcTvy+JurYsgYDDeUXKud9GRmRGBLcTPMDfE0pggEcY2Z2uJ35fERKRUGcAhDxc3fRkZkRgS3EzzA3xNXMOgyDIphZNhN3xESkVBnAIQ8XN30ZGZEYEtxM8wN8TSmCARxjZna4nfl8REpFQZwCEPFzd9GRmRGBLcTPMDfE07J0PQHbO4j+IuNkRKRUGcAhDxc3fRkZkRgS3EzzA3xNKYIBHGNmdrid+XxESkVBnAIQ8XN30ZGZEYEtxM8wN8TW845BublX4gTm3ERKRUGcAhDxc3fRkZkRgS3EzzA3xNKYIBHGNmdrid+XxESkVBnAIQ8XN30ZGZEYEtxM8wN8TUyuRgIXF3aBN41xtESkVBnAIQ8XN30ZGZEYEtxM8wN8TSmCARxjZna4nfl8REpFQZwCEPFzd9GRmRGBLcTPMDfE1vhhMExmNTZhec3GkSkVBnAIQ8XN30ZGZEYEtxM8wN8TSmCARxjZna4nfl8REpFQZwCEPFzd9TqNIKBGjBgJja40pggEcY2Z2uJ35fERKRUGcAhDxc3fRkZkRgS3EzzA3xNKYIBHGNmdrid+XxESkVBnAIQ8XN31jEAUFxOdigjDnEmlMEAjjGzO1xO/L4iJSKgzgEIeLm76MjMiMCW4meYG+JpTBAI4xsztcTvy+IiUioM4BCHi5u+hdLz7BThhVFwBkJo+aJyaUOS4/rvjSJSKgzgEIeLm76MjMiMCW4meYG+JpTBAI4xsztcTvy+IiUioM4BCHi5u+hoCKAIG5NsmGTmTEUwQCOMbM7XE78viIlIqDOAQh4ubvoyMyIwJbiZ5gb4mlMEAjjGzO1xO/L4n+eeLSXC+PTDVvvz0oLlfHpliT346n4Se8rE8KzxeOpQl85wrHsuc8zx1NPnp5qpfDScScdSS4Xx6Yat9+elg8dPNEL5YTmznqULPGdKV7pjPF89T8JPeRieEZ5vPU0+enmql8NJxJx/mnhh6EjBnVM89pzcdSMIBZXwYp8PSjCBSV8CofL1IEIopOC1r4mLv1CYIATGNuN7iduTzOlkVakjhlw87/njqRhALK+DFPh6WBVoSOWXLxv+OepRRCK4wkxvc3tw+L0oFIoLOA0j5mZt1MirUkcMuHnf88f7J4sEAIVAXmFZ8vSGCEaoDxSl+TqDjAcGqR2zjM7/ANOkLHBIbhzc3244d7jpJVCuYYuOXie/jbqBACFQF5hWfL0lihTNMXPJxfbzt1JYYLTcuJm+/HJtM9INYLgRCG+c5vb+vSSqFcwxccvE9/G3+KeGF1CAN1dTBkJbTDmFcSE4Gl04gAVlMo1hyXi67mcQ/J7eaTi3HWLSXC+PTDVvvz0oLlfHpliT346n4Se8rE8KzxeOpQl85wrHsuc8zx1NPnp5qpfDScScdSS4Xx6Yat9+elg8dPNEL5YTmznqULPGdKV7pjPF89T8JPeRieEZ5vPU0+enmql8NJxJx/in7nm72K/Jf/GlBewsXq0u1VMONJQt9oHzLibmVLsMSKyaRUmI3zcsQ19p/mvtP819p/mvtP8ANfaf5r7T/Nfaf5r7T/Nfaf5r7T/Nfaf5r7T/ADX2n+a+0/zX2n+a+0/zX2n+a+0/zX2n+a+0/wA19p/mvtP819p/mvtP819p/mvtP819p/mvtP8ANfaf5r7T/Nfaf5r7T/Nfaf5r7T/Nfaf5r7T/ADX2n+a+0/zX2n+a+0/zX2n+a+0/zX2n+a+0/wA19p/mvtP819p/mvtP819p/mvtP819p/mvtP8ANfaf5r7T/Nfaf5r7T/Nfaf5r7T/Nfaf5r7T/ADX2n+a+0/zX2n+a20JIHOA/zHdCdm/LtQDsNZkGYa3aS/fbxd12E15P+XAMv56AXHRsuuZ3BXgcgmhsdnGAUFxnj5A0eg4oqYDu7kGYb7Ut1WveByABar81xIugZGNWqRuxhXFsx0V4NhJTPBXYyxmyndeINe2Y4i4tkNdtU0bF5al4QbsdCC97jGvwBEIC1BMGS7N7k2UImEJjUaDaIK7Q4uUzLu79DStACElG0ARhsbvpmGt2kv328XddhNeT/lwDL+fUMEI1QHilL8mmywmAiK3KgJkcRNbqkEeEOJF0cpiPQvwyLYFoxsyG1uw6DZTfF8AzCyJgJHRNgEkBArcwdhwb0C2BViDGLhMhFHBiypb7QHuXM2Mo3cYZTkptEs47u15h6IwgUlfAqHy6ZpOwuq3LKdzlIJrdUgjwhxIujlMR0TYBJAQK3MHYcG/6gBBUCUxRji2bnfGNLowAErIYQrLgnE6N2g1ShKPDoTb7PAQAxFMjv7SXKCgVQ2uWcJeadCgnqkp+ERwuEe+4Oj5jQKYGHDE2gZm0NISLnjBRxcA5WcQx0JO6jIQVTJuncHVuEFAqgkcs5WcQ1woXFYFYAYBgNu/QenwLYE7mRSqwUgZr69Ws+kd86ioe6wCBnoxxigFYBjMKZqwyhpdGAAlZDCFZcE4nRu0GqUJR4dccHCDLBMDG0SYTXczmH4PbxWcy56DJ4oTgUgTLwXHvrC8LmASyzfNOZc63lFibyMDBXLXOV6CgemcjtG+IYsuZc6HTiIJWQwjWTJebo8oXcCFHjKrjGcTon7zwlUDC5ipHGE13M5h+D28VnMudbyixN5GBgrlrnK//AJAIvkLE7xfGttCSJxhPQMLiFA7I6RQRIrKErPFPk00Ci0rkYn4RPQUDEKsg2M8x+H/9JKTZubMxeGyOT2GqoYCYiOMmhjamUtVKJqBZB7qIFrW8YhOHAOSkpEikIaWpmSrDUu9LZyBwWUNi1XLYXNoNRRGkKFpwhTGDJPaDAAJaaCFy8NFFSAU6CRjMyslUCtADNIpngG7VHKv/AIQNgDH/APWH/9k=

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<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>
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.titlesection
{
    FONT-WEIGHT: bold;
    FONT-SIZE: 10pt;
    FONT-FAMILY: Verdana,tahoma,Arial,Sans-Serif;
    TEXT-DECORATION: none
}
A
{
    COLOR: #3f82c1;
    FONT-FAMILY: tahoma,Arial,Verdana,Sans-Serif;
    TEXT-DECORATION: underline
}
A.helpLink
{
    CURSOR: hand;
    COLOR: black;
    TEXT-DECORATION: none
}
A.helpLinkTitleSection
{
    CURSOR: hand;
    COLOR: white;
    TEXT-DECORATION: none
}
A.helpLink:hover
{
    COLOR: #3f82c1;
    TEXT-DECORATION: underline
}
A.helpLinkTitleSection:hover
{
    FONT-WEIGHT: bold;
    EXT-DECORATION: underline
}
.help-tooltip
{
    BORDER-RIGHT: #f5f5f5 solid;
    BORDER-TOP: #f5f5f5 solid;
    BORDER-LEFT: #f5f5f5 solid;
    BORDER-BOTTOM: #f5f5f5 solid;
    Z-INDEX: 10000;
    BACKGROUND: white;
    FILTER: progid:DXImageTransform.Microsoft.Shadow(color="#000000", Direction=135, Strength=5);
    FONT: Status-Bar;
    WIDTH: 250px;
    COLOR: infotext;
    POSITION: absolute
}
.help-tooltip A
{
    BACKGROUND: none transparent scroll repeat 0% 0%;
    COLOR: blue! important
}
.help-tooltip A:hover
{
    BACKGROUND: none transparent scroll repeat 0% 0%;
    COLOR: blue! important
}
.Detail
{
    DISPLAY: none
}
.Main
{
    DISPLAY: block
}
TR.Main
{
    DISPLAY: block
}
TR.Detail
{
    DISPLAY: none;
    BACKGROUND-COLOR: #f5f5f5
}
TABLE.hiddentable
{
    DISPLAY: none
}


--==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
///////////////////////////////////////////////////////////////////////////////

function ConfigureAsTMA()
{
  g_bIsTMA = true;

  InitTMA();
}

//-------------------------------------------------------------------
// Override the function to init the document for use with the TMA
//-------------------------------------------------------------------
function InitTMA()
{
  alert("Override Function for local implementation");
}

function UpdateTMAInformation()
{
  //---------------------------------------------
  // Look for the META data to see if we are
  // supposed to display TMA information
  //---------------------------------------------
  var objTMA = document.all.item("TMA");

  if(objTMA != null)
  {
    if(objTMA.content == 'true')
    {
      g_bIsTMA = true;
    }
    else
    {
      g_bIsTMA = false;
    }
  }
}

///////////////////////////////////////////////////////////////////////////////
// External shared functions - Called from outside the HTML file
///////////////////////////////////////////////////////////////////////////////

//------------------------------------------
// Called to change the font which will
// make it necessary to resize the table
// to be proportional to the font
//------------------------------------------
function SetTextSize(fontSize)
{
  //---------------------------------------------
  // If the meta data AbsoluteFontEnabled is
  //---------------------------------------------
  var metaData = document.all('AbsoluteFontEnabled');
  var table    = document.all('tblResize');

  if(table && metaData && metaData.content == 'TRUE')
  {
    ModifyTableSize(fontSize, tblResize);
    SetFontSize(fontSize);
  }
}

///////////////////////////////////////////////////////////////////////////////
// Implementation
///////////////////////////////////////////////////////////////////////////////

function SetFontSize(fSize)
{
  var styleSheetCollection   = document.styleSheets;
  var styleSheet             = 0;

  if(styleSheetCollection)
  {
    //----------------------------------------------------
    // Loop through all style sheets
    //----------------------------------------------------
    for( i = 0; i < styleSheetCollection.length; i++)
    {
      styleSheet = styleSheetCollection.item(i);

      if(styleSheet)
      {
        //----------------------------------------------------
        // Loop through all style sheet rules
        //----------------------------------------------------
        var styleSheetRulesCollection = styleSheet.rules;
        var styleSheetRule            = 0;
        var style                     = 0;

        if(styleSheetRulesCollection)
        {
          for( x = 0; x < styleSheetRulesCollection.length; x++)
          {
            styleSheetRule = styleSheetRulesCollection.item(x);

            if(styleSheetRule)
            { 
              style = styleSheetRule.style;

              if(style && style.fontSize)
              {
                style.fontSize = fSize;
              }
            }
          }
        }
      }
    }
  }
}

function ModifyTableSize(fontSize, table)
{
	ModifyTableSizeEx(fontSize, table, g_cSmallestTableWidth);
}

function ModifyTableSizeEx(fontSize, table, cSmallestTableWidth)
{
	switch(fontSize)
	{
		case "xx-small":
			table.width = cSmallestTableWidth;
		break;
		case "x-small":
			table.width = cSmallestTableWidth * 1.25;
		break;
		case "small":
			table.width = cSmallestTableWidth * 1.5;
		break;
		case "medium":
			table.width = cSmallestTableWidth * 1.66;
		break;
		case "large":
			table.width = cSmallestTableWidth * 2.33;
		break;
		case "x-large":
			table.width = cSmallestTableWidth * 3.0;
		break;
		case "xx-large":
			table.width = cSmallestTableWidth * 4.5;
		break;			
	} 
}

function SetHeaderFooterInfo( sHeaderInfo, sFooterInfo )
{
	HeaderInfo.innerText = sHeaderInfo;
	FooterInfo.innerText = sFooterInfo;
}

//------------------------------------------
// Called to show or hide header and footer
//------------------------------------------ 
function SwitchHeaderFooter( value )
{
  var Tables = document.all.tags("table");
  for ( i = 0; i < Tables.length; i++ )
  {
  	if ( Tables[ i ].id == "hftable" )
  	{
  		Tables[ i ].style.display = value;
  	}
  }
}

function FrameScroll(frame)
{
  if ( window.parent.frames(frame).document.body.scrollLeft != document.body.scrollLeft )
  {
    window.parent.frames(frame).document.body.scrollLeft = document.body.scrollLeft;
  }
}

function ExpandTable( Table, TName, Picture, bIsTMPR ) 
{
	if (document.images[Picture].alt == "Collapse")
  {
		document.images[Picture].src = "cid:GIFS/#3233";
		document.images[Picture].alt = "Expand";
		with(Table)
		for(var i = 0; i < rows.length; i++)
		{
			if(rows[i].className == 'Detail')
			{
				rows[i].style.display = 'none';
			}
		}
	}
	else if (document.images[Picture].alt == "Expand")
  {
		document.images[Picture].src = "cid:GIFS/#3234";
		document.images[Picture].alt = "Collapse";
		with(Table)
		for(var i = 0; i < rows.length; i++)
		{
			if(rows[i].className == 'Detail')
			{
			  if ( bIsTMPR == true ) 
			  {
			    if ( rows[i].id != "NoTMPRRow" )
			    {
            rows[i].style.display = 'block';
			    }
			  }
			  else
			  {
				  rows[i].style.display = 'block';
			  }
			}
		}
	}	
}


function ExpandSpan(Span,SName,Picture) 
{
	if (document.images[Picture].alt == "Collapse")
  {
		document.images[Picture].src = "cid:GIFS/#3233";
		document.images[Picture].alt = "Expand";
		Span.className = 'Detail';
	}
	else if (document.images[Picture].alt == "Expand")
  {
		document.images[Picture].src = "cid:GIFS/#3234";
		document.images[Picture].alt = "Collapse";
		Span.className = 'Main';
	}	
}

///////////////////////////////////////////////////////////////////////////////
// Help support section
///////////////////////////////////////////////////////////////////////////////

//---------------------------------------
// Popups for Help
//---------------------------------------
var prePopUp      = "<LAYER WIDTH=350 LEFT=0><IFRAME SCROLLING=auto WIDTH=350 HEIGHT=120 MARGINHEIGHT=0 MARGINWIDTH=0 HSPACE=0 VSPACE=0 FRAMEBORDER=0 ID=popup NAME=popup SRC=";
var httpPopUp     = "http://";
var domainPopUp   = "www.tradestationsupport.com";
var preSrcPopUp   = "/resources/"
var versionPopUp  = "07_01";
var postSrcPopUp  = "/userguide/contexthelp.asp?topicid=";
var topicPopUp    = "k_ratio__strategy_performance_report_";
var postPopUp     = "></IFRAME></LAYER>";

var htmlHelpPre       ="\"mk:@MSITStore:";
var htmlHelpPath      ="";
var htmlHelpFileName  ="EMPTY";
var htmlHelpFolder    ="::/report/";
var htmlHelpExt       =".htm\"";

//---------------------------------------
// Help functions
//---------------------------------------
function HelpTip(HelpID) 
{ 
  HelpTipEx(HelpID, window.event) 
	
	return false;
}

function HelpTipEx(HelpID, event)   
{
  // Set the topic id as the help id
  topicPopUp = HelpID;
 
  // compose the popup
  // old http version
  //var PopUp = prePopUp + httpPopUp + domainPopUp + preSrcPopUp + versionPopUp + postSrcPopUp + topicPopUp + postPopUp;

  // compose the popup
  // version using HTML help
  var PopUp = prePopUp + htmlHelpPre + htmlHelpPath + htmlHelpFileName + htmlHelpFolder + topicPopUp + htmlHelpExt + postPopUp;

  if(htmlHelpFileName != "EMPTY")
  {
    // show the popup
	  showHelpTip(event, PopUp, true);
  }
  else
  {
    alert("Help is not available");
  }

	return false;
}

//---------------------------------------
// External Functions for help
//---------------------------------------
function SetHelpVersion(version)
{
  versionPopUp = version;
}

function SetHelpDomain(domain)
{
  domainPopUp = domain;
}

function SetHelpPath(path)
{
  htmlHelpPath = path;
}

function SetHelpFileName(fileName)
{
  htmlHelpFileName = fileName;
}

//---------------------------------------
// Help, helper functions
//---------------------------------------
function showHelpTip(e, sHtml, bHideSelects) 
{
	// find anchor element
	var el = e.target || e.srcElement;
	while (el.tagName != "A")
		el = el.parentNode;
	
	// is there already a tooltip? If so, remove it
	if (el._helpTip) {
		helpTipHandler.hideHelpTip(el);
	}

	helpTipHandler.hideSelects = Boolean(bHideSelects);

	// create element and insert last into the body
	helpTipHandler.createHelpTip(el, sHtml);
	
	// position tooltip
	helpTipHandler.positionToolTip(e);

	// add a listener to the blur event.
	// When blurred remove tooltip and restore anchor
	el.onblur = helpTipHandler.anchorBlur;
	el.onkeydown = helpTipHandler.anchorKeyDown;
}

var helpTipHandler = {
	hideSelects:	false,
	
	helpTip:		null,
	
	showSelects:	function (bVisible) {
		if (!this.hideSelects) return;
		// only IE actually do something in here
		var selects = [];
		if (document.all)
			selects = document.all.tags("SELECT");
		var l = selects.length;
		for	(var i = 0; i < l; i++)
			selects[i].runtimeStyle.visibility = bVisible ? "" : "hidden";	
	},
	
	create:	function () {
		var d = document.createElement("DIV");
		d.className = "help-tooltip";
		d.onmousedown = this.helpTipMouseDown;
		d.onmouseup = this.helpTipMouseUp;
		document.body.appendChild(d);		
		this.helpTip = d;
	},
	
	createHelpTip:	function (el, sHtml) {
		if (this.helpTip == null) {
			this.create();
		}

		var d = this.helpTip;
		d.innerHTML = sHtml;
		d._boundAnchor = el;
		el._helpTip = d;
		return d;
	},
	
	// Allow clicks on A elements inside tooltip
	helpTipMouseDown:	function (e) {
		var d = this;
		var el = d._boundAnchor;
		if (!e) e = event;
		var t = e.target || e.srcElement;
		while (t.tagName != "A" && t != d)
			t = t.parentNode;
		if (t == d) return;
		
		el._onblur = el.onblur;
		el.onblur = null;
	},
	
	helpTipMouseUp:	function () {
		var d = this;
		var el = d._boundAnchor;
		el.onblur = el._onblur;
		el._onblur = null;
		el.focus();
	},	
	
	anchorBlur:	function (e) {
		var el = this;
		helpTipHandler.hideHelpTip(el);
	},
	
	anchorKeyDown:	function (e) {
		if (!e) e = window.event
		if (e.keyCode == 27) {	// ESC
			helpTipHandler.hideHelpTip(this);
		}
	},
	
	removeHelpTip:	function (d) {
		d._boundAnchor = null;
		d.style.filter = "none";
		d.innerHTML = "";
		d.onmousedown = null;
		d.onmouseup = null;
		d.parentNode.removeChild(d);
		//d.style.display = "none";
	},
	
	hideHelpTip:	function (el) {
		var d = el._helpTip;
		/*	Mozilla (1.2+) starts a selection session when moved
			and this destroys the mouse events until reloaded
		d.style.top = -el.offsetHeight - 100 + "px";
		*/		
		
		d.style.visibility = "hidden";
		//d._boundAnchor = null;

		el.onblur = null;
		el._onblur = null;
		el._helpTip = null;
		el.onkeydown = null;
		
		this.showSelects(true);
	},
	
	positionToolTip:	function (e) {
		this.showSelects(false);		
		var scroll = this.getScroll();
		var d = this.helpTip;
		
		// width
		if (d.offsetWidth >= scroll.width)
			d.style.width = scroll.width - 10 + "px";
		else
			d.style.width = "";
		
		// left
		if (e.clientX > scroll.width - d.offsetWidth)
			d.style.left = scroll.width - d.offsetWidth + scroll.left + "px";
		else
			d.style.left = e.clientX - 2 + scroll.left + "px";
		
		// top
		if (e.clientY + d.offsetHeight + 18 < scroll.height)
			d.style.top = e.clientY + 18 + scroll.top + "px";
		else if (e.clientY - d.offsetHeight > 0)
			d.style.top = e.clientY + scroll.top - d.offsetHeight + "px";
		else
			d.style.top = scroll.top + 5 + "px";
			
		d.style.visibility = "visible";
	},
	
	// returns the scroll left and top for the browser viewport.
	getScroll:	function () {
		if (document.all && typeof document.body.scrollTop != "undefined") {	// IE model
			var ieBox = document.compatMode != "CSS1Compat";
			var cont = ieBox ? document.body : document.documentElement;
			return {
				left:	cont.scrollLeft,
				top:	cont.scrollTop,
				width:	cont.clientWidth,
				height:	cont.clientHeight
			};
		}
		else {
			return {
				left:	window.pageXOffset,
				top:	window.pageYOffset,
				width:	window.innerWidth,
				height:	window.innerHeight
			};
		} 
		 
	}

};


--==TSBoundary-SPR
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-ID: <GIFS/#3233>

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--==TSBoundary-SPR
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-ID: <GIFS/#3234>

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--==TSBoundary-SPR--

