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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 href="cid:TSSPR.CSS" type=text/css rel=stylesheet>
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<BODY bgColor=#ffffff leftMargin=5 topMargin=0 onload=SummarySetDefaultValues(); margin marginwidth="0"><FORM name=sprForm><!-- header -->
<TABLE class=hiddentable id=hftable 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 class=Header id=HeaderInfo>!Lines, @NQ.D, 30 min, 3/7/2002 9:00:00 AM - 12/23/2008 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize cellSpacing=0 cellPadding=0 width=512 border=0>
<TBODY>
<TR>
<TD>
<TABLE id=tblHidden cellSpacing=0 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD id=tdDisplay colSpan=4 height=1>Display: <SELECT style="BORDER-RIGHT: blue thick double; BORDER-TOP: blue thick double; BACKGROUND-IMAGE: url(none); BORDER-LEFT: blue thick double; BORDER-BOTTOM: blue thick double; FONT-FAMILY: Verdana" onchange=SummaryCallRightTable(); name=lstSprSummary> <OPTION value=1 selected>Column View</OPTION> <OPTION value=2>Table View</OPTION></SELECT></TD></TR>
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<TD>&nbsp;</TD>
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<TABLE id=tlbColumnViewTitle cellSpacing=0 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD class=title height=19>TradeStation Performance Summary</TD>
<TD id=tdImage0 vAlign=center align=right bgColor=#0066cc height=19><A onclick="SummaryExpandTable(document.getElementById('tblSummaryStrategy'),'tblSummaryStrategy','imgSummaryStrategy'); return false;"><IMG height=19 alt=Collapse src="cid:GIFS/#3234" width=70 border=0 name=imgSummaryStrategy></A></TD></TR>
<TR>
<TD>&nbsp;</TD>
<TD height=15></TD></TR></TBODY></TABLE>
<TABLE class=Detail id=tblSummaryStrategy style="DISPLAY: block; BORDER-COLLAPSE: collapse" borderColor=#111111 cellSpacing=0 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD width="45%">&nbsp;</TD>
<TD noWrap align=right width="15%"><B><A class=helpLink onclick="return HelpTip('all_trades__strategy_performance_report_');" href="?">All Trades</A></B><BR><IMG height=1 src="spacer.gif" width=110></TD>
<TD noWrap align=right width="15%"><B><A class=helpLink onclick="return HelpTip('long_trades__strategy_performance_report_');" href="?">Long Trades</A></B><SPAN></SPAN><BR><IMG height=1 src="spacer.gif" width=110></TD>
<TD noWrap align=right width="15%"><B><A class=helpLink onclick="return HelpTip('short_trades__strategy_performance_report_');" href="?">Short Trades</A></B><SPAN></SPAN><BR><IMG height=1 src="spacer.gif" width=110></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 align=right width="15%" height=15>$46,990.00</TD>
<TD id=Long_TotalNetProfit align=right width="15%" height=15>$17,320.00</TD>
<TD id=Short_TotalNetProfit align=right width="15%" height=15>$29,670.00</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 align=right width="15%" height=15>$130,555.00</TD>
<TD id=Long_GrossProfit align=right width="15%" height=15>$39,255.00</TD>
<TD id=Short_GrossProfit align=right width="15%" height=15>$91,300.00</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 align=right width="15%" height=15><FONT color=red>($83,565.00)</FONT></TD>
<TD id=Long_GrossLoss align=right width="15%" height=15><FONT color=red>($21,935.00)</FONT></TD>
<TD id=Short_GrossLoss align=right width="15%"><FONT color=red>($61,630.00)</FONT></TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD id=ProfitFactor_All align=right width="15%" numberkind="real">1.56</TD>
<TD id=ProfitFactor_Long align=right width="15%" numberkind="real">1.79</TD>
<TD id=ProfitFactor_Short align=right width="15%" numberkind="real">1.48</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR class=Detail style="DISPLAY: block">
<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 align=right width="15%" height=15>$0.00</TD>
<TD id=Long_RollOverCredit align=right width="15%" height=15>$0.00</TD>
<TD id=Short_RollOverCredit align=right width="15%" height=15>$0.00</TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<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 align=right width="15%" height=15>$0.00</TD>
<TD id=Long_OpenPositionPL align=right width="15%" height=15>$0.00</TD>
<TD id=Short_OpenPositionPL align=right width="15%" height=15>$0.00</TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD width="45%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR class=Detail style="DISPLAY: block">
<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 align=right width="15%" height=15>$42,435.00</TD>
<TD id=Long_SelectNetProfit align=right width="15%" height=15>$16,755.00</TD>
<TD id=Short_SelectNetProfit align=right width="15%" height=15>$25,680.00</TD></TR>
<TR class=Detail style="DISPLAY: block">
<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 align=right width="15%" height=15>$121,675.00</TD>
<TD id=Long_SelectGrossProfit align=right width="15%" height=15>$37,730.00</TD>
<TD id=Short_SelectGrossProfit align=right width="15%" height=15>$83,945.00</TD></TR>
<TR class=Detail style="DISPLAY: block">
<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 align=right width="15%" height=15><FONT color=red>($79,240.00)</FONT></TD>
<TD id=Long_SelectGrossLoss align=right width="15%" height=15><FONT color=red>($20,975.00)</FONT></TD>
<TD id=Short_SelectGrossLoss align=right width="15%" height=15><FONT color=red>($58,265.00)</FONT></TD></TR>
<TR class=Detail style="DISPLAY: block">
<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 align=right width="15%" numberkind="real">1.54</TD>
<TD id=Long_SelectProfitFactor align=right width="15%" numberkind="real">1.80</TD>
<TD id=Short_SelectProfitFactor align=right width="15%" numberkind="real">1.44</TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD width="45%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR class=Detail style="DISPLAY: block">
<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 align=right width="15%">$36,069.22</TD>
<TD id=Long_AdjustedNetProfit align=right width="15%">$12,245.43</TD>
<TD id=Short_AdjustedNetProfit align=right width="15%">$19,770.16</TD></TR>
<TR class=Detail style="DISPLAY: block">
<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 align=right width="15%">$124,146.31</TD>
<TD id=Long_AdjustedGrossProfit align=right width="15%">$36,253.10</TD>
<TD id=Short_AdjustedGrossProfit align=right width="15%">$85,455.12</TD></TR>
<TR class=Detail style="DISPLAY: block">
<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 align=right width="15%"><FONT color=red>($88,077.09)</FONT></TD>
<TD id=Long_AdjustedGrossLoss align=right width="15%"><FONT color=red>($24,007.66)</FONT></TD>
<TD id=Short_AdjustedGrossLoss align=right width="15%"><FONT color=red>($65,684.96)</FONT></TD></TR>
<TR class=Detail style="DISPLAY: block">
<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 align=right width="15%" numberkind="real">1.41</TD>
<TD id=Long_AdjustedProfitFactor align=right width="15%" numberkind="real">1.51</TD>
<TD id=Short_AdjustedProfitFactor align=right width="15%" numberkind="real">1.30</TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD width="45%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&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 align=right width="15%" numberkind="int">763</TD>
<TD id=Long_TotalNumberTrades align=right width="15%" numberkind="int">285</TD>
<TD id=Short_TotalNumberTrades align=right width="15%" numberkind="int">478</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 align=right width="15%" numberkind="percent">54.39%</TD>
<TD id=Long_PercentProfitable align=right width="15%" numberkind="percent">60.00%</TD>
<TD id=Short_PercentProfitable align=right width="15%" numberkind="percent">51.05%</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 align=right width="15%" numberkind="int">415</TD>
<TD id=Long_NumberWinningTrades align=right width="15%" numberkind="int">171</TD>
<TD id=Short_NumberWinningTrades align=right width="15%" numberkind="int">244</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 align=right width="15%" numberkind="int">343</TD>
<TD id=Long_NumberLosingTrades align=right width="15%" numberkind="int">112</TD>
<TD id=Short_NumberLosingTrades align=right width="15%" numberkind="int">231</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 align=right width="15%" numberkind="int">5</TD>
<TD id=Long_NumberEvenTrades align=right width="15%" numberkind="int">2</TD>
<TD id=Short_NumberEvenTrades align=right width="15%" numberkind="int">3</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&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 align=right width="15%" height=15>$61.59</TD>
<TD id=Long_AvgTrade align=right width="15%" height=15>$60.77</TD>
<TD id=Short_AvgTrade align=right width="15%" height=15>$62.07</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 align=right width="15%" height=15>$314.59</TD>
<TD id=Long_AverageWinningTrade align=right width="15%" height=15>$229.56</TD>
<TD id=Short_AverageWinningTrade align=right width="15%" height=15>$374.18</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 align=right width="15%" height=15><FONT color=red>($243.63)</FONT></TD>
<TD id=Long_AverageLosingTrade align=right width="15%" height=15><FONT color=red>($195.85)</FONT></TD>
<TD id=Short_AverageLosingTrade align=right width="15%" height=15><FONT color=red>($266.80)</FONT></TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=All_RatioAvgWinAvgLoss align=right width="15%" numberkind="real">1.29</TD>
<TD id=Long_RatioAvgWinAvgLoss align=right width="15%" numberkind="real">1.17</TD>
<TD id=Short_RatioAvgWinAvgLoss align=right width="15%" numberkind="real">1.40</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 align=right width="15%" height=15>$1,960.00</TD>
<TD id=Long_LargestWinningTrade align=right width="15%" height=15>$1,525.00</TD>
<TD id=Short_LargestWinningTrade align=right width="15%" height=15>$1,960.00</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 align=right width="15%" height=15><FONT color=red>($1,190.00)</FONT></TD>
<TD id=Long_LargestLosingTrade align=right width="15%" height=15><FONT color=red>($960.00)</FONT></TD>
<TD id=Short_LargestLosingTrade align=right width="15%" height=15><FONT color=red>($1,190.00)</FONT></TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD noWrap width="45%"><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 align=right width="15%" numberkind="percent">1.50%</TD>
<TD id=Long_LargetWinTradePercentGrossProfit align=right width="15%" numberkind="percent">3.88%</TD>
<TD id=Short_LargetWinTradePercentGrossProfit align=right width="15%" numberkind="percent">2.15%</TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD noWrap width="45%"><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 align=right width="15%" numberkind="percent">1.42%</TD>
<TD id=Long_LargetLosingTradePercentGrossLoss align=right width="15%" numberkind="percent">4.38%</TD>
<TD id=Short_LargetLosingTradePercentGrossLoss align=right width="15%" numberkind="percent">1.93%</TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD width="45%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR class=Detail style="DISPLAY: block">
<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 align=right width="15%" numberkind="percent">3948.74%</TD>
<TD id=Long_NetProfitLargestLoss align=right width="15%" numberkind="percent">1804.17%</TD>
<TD id=Short_NetProfitLargestLoss align=right width="15%" numberkind="percent">2493.28%</TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD noWrap width="45%"><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 align=right width="15%" numberkind="percent">3565.97%</TD>
<TD id=Long_SelectNetProfitLargestLoss align=right width="15%" numberkind="percent">1745.31%</TD>
<TD id=Short_SelectNetProfitLargestLoss align=right width="15%" numberkind="percent">2157.98%</TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD noWrap width="45%"><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 align=right width="15%" numberkind="percent">3031.03%</TD>
<TD id=Long_AdjustedNetProfitLargestLoss align=right width="15%" numberkind="percent">1275.57%</TD>
<TD id=Short_AdjustedNetProfitLargestLoss align=right width="15%" numberkind="percent">1661.36%</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR>
<TD noWrap width="45%"><A class=helpLink onclick="return HelpTip('maximum_consecutive_wins__strategy_performance_report_');" href="?">Max. Consecutive Winning Trades</A></TD>
<TD id=All_MaxConsecutiveWinners align=right width="15%" numberkind="int">11</TD>
<TD id=Long_MaxConsecutiveWinners align=right width="15%" numberkind="int">14</TD>
<TD id=Short_MaxConsecutiveWinners align=right width="15%" numberkind="int">9</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 align=right width="15%" numberkind="int">5</TD>
<TD id=Long_MaxConsecutiveLosers align=right width="15%" numberkind="int">5</TD>
<TD id=Short_MaxConsecutiveLosers align=right width="15%" numberkind="int">11</TD></TR>
<TR class=Detail id=NoTMPRRow style="DISPLAY: block">
<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 align=right width="15%" numberkind="real">14.89</TD>
<TD id=Long_AvgBarsInTotalTrades align=right width="15%" numberkind="real">8.00</TD>
<TD id=Short_AvgBarsInTotalTrades align=right width="15%" numberkind="real">19.00</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 align=right width="15%" numberkind="real">14.47</TD>
<TD id=Long_AvgNumBarsInWinners align=right width="15%" numberkind="real">8.00</TD>
<TD id=Short_AvgNumBarsInWinners align=right width="15%" numberkind="real">19.00</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 align=right width="15%" numberkind="real">15.41</TD>
<TD id=Long_AvgNumBarsInLosers align=right width="15%" numberkind="real">8.00</TD>
<TD id=Short_AvgNumBarsInLosers align=right width="15%" numberkind="real">19.00</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 align=right width="15%" numberkind="real">14.40</TD>
<TD id=Long_AvgNumBarsInEvens align=right width="15%" numberkind="real">8.00</TD>
<TD id=Short_AvgNumBarsInEvens align=right width="15%" numberkind="real">18.67</TD></TR>
<TR>
<TD width="45%" height=15></TD>
<TD align=right width="15%" height=15></TD>
<TD align=right width="15%" height=15></TD>
<TD align=right width="15%" height=15></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 align=right width="15%" numberkind="int">1</TD>
<TD id=Long_MaxNumContractsHeld align=right width="15%" numberkind="int">1</TD>
<TD id=Short_MaxNumContractsHeld align=right width="15%" numberkind="int">1</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_shares_contracts_held_report_field_');" href="?">Total Shares/Contracts Held</A></TD>
<TD id=All_TotalSharesHeld align=right width="15%" numberkind="int">763</TD>
<TD id=Long_TotalSharesHeld align=right width="15%" numberkind="int">285</TD>
<TD id=Short_TotalSharesHeld align=right width="15%" numberkind="int">478</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 align=right width="15%">$4,030.00</TD>
<TD id=Long_AccountSizeRequired align=right width="15%">$2,275.00</TD>
<TD id=Short_AccountSizeRequired align=right width="15%">$3,990.00</TD></TR>
<TR class=Detail id=NoTMPRRow style="DISPLAY: block">
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=All_Slippage align=right width="15%" height=15>$3,815.00</TD>
<TD id=Long_Slippage align=right width="15%" height=15>$1,425.00</TD>
<TD id=Short_Slippage align=right width="15%" height=15>$2,390.00</TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=All_CommissionPerTransaction align=right width="15%" height=15>$3,815.00</TD>
<TD id=Long_CommissionPerTransaction align=right width="15%" height=15>$1,425.00</TD>
<TD id=Short_CommissionPerTransaction align=right width="15%">$2,390.00</TD></TR>
<TR id=TMA81>
<TD width="45%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&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 align=right width="15%" numberkind="percent">46.99%</TD>
<TD align=right width="15%" height=15></TD>
<TD align=right width="15%" height=15></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 align=right width="15%" numberkind="percent">5.68%</TD>
<TD align=right width="15%" height=15></TD>
<TD align=right width="15%" height=15></TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<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 align=right width="15%" numberkind="percent"><FONT color=red>(33.13%)</FONT></TD>
<TD align=right width="15%" height=15></TD>
<TD align=right width="15%" height=15></TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<TD width="45%"><A class=helpLink onclick="return HelpTip('return_on_account__strategy_performance_report_');" href="?">Return on Account</A></TD>
<TD id=ReturnOnAccount align=right width="15%" numberkind="percent">1166.00%</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_monthly_return__strategy_performance_report_');" href="?">Avg. Monthly Return</A></TD>
<TD id=AverageMonthlyReturn align=right width="15%">$715.25</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<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 align=right width="15%">$1,122.90</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&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 align=right width="15%" numberkind="real">0.26</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&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 align=right width="15%" numberkind="real">334.89</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<TD width="45%"><A class=helpLink onclick="return HelpTip('sharpe_ratio__strategy_performance_report_');" href="?">Sharpe Ratio</A></TD>
<TD id=SharpeRatio align=right width="15%" numberkind="real">0.34</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<TD width="45%"><A class=helpLink onclick="return HelpTip('k_ratio__strategy_performance_report_');" href="?">K-Ratio</A></TD>
<TD id=KRatio align=right width="15%" numberkind="real">n/a</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&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 noWrap align=right width="45%" height=15>6 Yrs, 9 Mths, 12 Dys, 2 Hrs, 15 Mins</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('percent_in_the_market__strategy_performance_report_');" href="?">Percent of Time in the Market</A></TD>
<TD id=Analysis_PercentInTheMarket align=right width="15%" height=15 numberkind="percent">44.76%</TD>
<TD align=right width="15%" height=15></TD>
<TD align=right width="15%" height=15></TD></TR>
<TR class=Detail style="DISPLAY: block">
<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 noWrap align=right width="15%" height=15>3 Yrs, 13 Dys, 5 Hrs</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD width="45%"><A class=helpLink onclick="return HelpTip('longest_flat_period__strategy_performance_report_');" href="?">Longest Flat Period</A></TD>
<TD id=LongestFlatPeriod noWrap align=right width="15%" height=15>13 Dys, 2 Hrs</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&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 align=right width="15%">$47,575.00</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<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 noWrap align=right width="15%">12/16/08 09:00</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<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 align=right width="15%">47.58%</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%">&nbsp;</TD>
<TD align=right width="15%"></TD>
<TD align=right width="15%"></TD>
<TD align=right width="15%"></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 align=right width="15%"><FONT color=red>($4,160.00)</FONT></TD>
<TD id=Long_MaxIntradayDrawDown align=right width="15%"><FONT color=red>($2,955.00)</FONT></TD>
<TD id=Short_MaxIntradayDrawDown align=right width="15%"><FONT color=red>($4,200.00)</FONT></TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<TD width="45%"><A class=helpLink onclick="return HelpTip('Maximum_Drawdown_date__Strategy_Performance_Report_');" href="?">Date</A></TD>
<TD id=MEDD_Date noWrap align=right width="15%">09/09/03 11:30</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<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 align=right width="15%" numberkind="percent">4.16%</TD>
<TD id=Long_MaxPTV_Drawdown_div_InitCap align=right width="15%">2.96%</TD>
<TD id=Short_MaxPTV_Drawdown_div_InitCap align=right width="15%">4.20%</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 align=right width="15%" numberkind="percent">1129.57%</TD>
<TD id=Long_NetProfitMaxDrawDown align=right width="15%" numberkind="percent">586.13%</TD>
<TD id=Short_NetProfitMaxDrawDown align=right width="15%" numberkind="percent">706.43%</TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<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 align=right width="15%" numberkind="percent">1020.07%</TD>
<TD id=Long_SelectNetProfitMaxDrawdown align=right width="15%" numberkind="percent">567.01%</TD>
<TD id=Short_SelectNetProfitMaxDrawdown align=right width="15%" numberkind="percent">611.43%</TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<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 align=right width="15%" numberkind="percent">867.05%</TD>
<TD id=Long_AdjustedNetProfitMaxDrawDown align=right width="15%" numberkind="percent">414.40%</TD>
<TD id=Short_AdjustedNetProfitMaxDrawDown align=right width="15%" numberkind="percent">470.72%</TD></TR>
<TR id=TMA81>
<TD width="45%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&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 align=right width="15%"><FONT color=red>($4,030.00)</FONT></TD>
<TD id=Long_CTCDrawdown align=right width="15%"><FONT color=red>($2,275.00)</FONT></TD>
<TD id=Short_CTCDrawdown align=right width="15%"><FONT color=red>($3,990.00)</FONT></TD></TR>
<TR class=Detail style="DISPLAY: block">
<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 noWrap align=right width="15%">09/08/03 11:00</TD>
<TD id=Long_CTCDrawdownDate align=right width="15%">&nbsp;</TD>
<TD id=Short_CTCDrawdownDate align=right width="15%">&nbsp;</TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<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 align=right width="15%" numberkind="percent">4.03%</TD>
<TD id=Long_CTCDrawDownInitialCapital align=right width="15%" numberkind="percent">2.27%</TD>
<TD id=Short_CTCDrawDownInitialCapital align=right width="15%" numberkind="percent">3.99%</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 align=right width="15%" numberkind="percent">1166.00%</TD>
<TD id=Long_NetProfitCTCDrawDown align=right width="15%" numberkind="percent">761.32%</TD>
<TD id=Short_NetProfitCTCDrawDown align=right width="15%" numberkind="percent">743.61%</TD></TR>
<TR class=Detail style="DISPLAY: block">
<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 align=right width="15%" numberkind="percent">1052.98%</TD>
<TD id=Long_SelectNetProfitCTCDrawDown align=right width="15%" numberkind="percent">736.48%</TD>
<TD id=Short_SelectNetProfitCTCDrawDown align=right width="15%" numberkind="percent">643.61%</TD></TR>
<TR class=Detail style="DISPLAY: block">
<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 align=right width="15%" numberkind="percent">895.02%</TD>
<TD id=Long_AdjustedNetProfitCTCDrawDown align=right width="15%" numberkind="percent">538.26%</TD>
<TD id=Short_AdjustedNetProfitCTCDrawDown align=right width="15%" numberkind="percent">495.49%</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&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 align=right width="15%" height=15><FONT color=red>($2,020.00)</FONT></TD>
<TD id=Long_MaxTradeDrawDown align=right width="15%" height=15><FONT color=red>($1,410.00)</FONT></TD>
<TD id=Short_MaxTradeDrawDown align=right width="15%" height=15><FONT color=red>($2,020.00)</FONT></TD></TR>
<TR id=TMA81>
<TD width="45%" height=15></TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR>
<TD width="45%" height=15></TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR>
<TR>
<TD width="45%" height=15></TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD>
<TD align=right width="15%">&nbsp;</TD></TR></TBODY></TABLE>
<TABLE class=none id=tblSummaryStrategy2 style="DISPLAY: none" cellSpacing=0 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD class=titlesub width="35%" height=15><A class=helpLinkTitleSection onclick="return HelpTip('all_trades__strategy_performance_report_');" href="?">All Trades</A></TD>
<TD class=titlesub width="15%" height=15></TD>
<TD class=titlesub width="38%" height=15></TD>
<TD class=titlesub width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15>&nbsp;</TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=All_TotalNetProfit align=right width="15%" height=15>$46,990.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD id=ProfitFactor_All align=right width="12%" height=15 numberkind="real">1.56</TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('gross_profit__strategy_performance_report_');" href="?">Gross Profit</A></TD>
<TD id=All_GrossProfit align=right width="15%" height=15>$130,555.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('gross_loss__strategy_performance_report_');" href="?">Gross Loss</A></TD>
<TD id=All_GrossLoss align=right width="12%" height=15><FONT color=red>($83,565.00)</FONT></TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit </A></TD>
<TD id=All_RollOverCredit align=right width="15%" height=15>$0.00</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=All_OpenPositionPL align=right width="15%" height=15>$0.00</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=All_SelectNetProfit align=right width="15%" height=15>$42,435.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_profit_factor__strategy_performance_report_');" href="?">Select Profit Factor</A></TD>
<TD id=All_SelectProfitFactor align=right width="12%" height=15 numberkind="real">1.54</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('select_gross_profit__strategy_performance_report_');" href="?">Select Gross Profit</A></TD>
<TD id=All_SelectGrossProfit align=right width="15%" height=15>$121,675.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_gross_loss__strategy_performance_report_');" href="?">Select Gross Loss</A></TD>
<TD id=All_SelectGrossLoss align=right width="12%" height=15><FONT color=red>($79,240.00)</FONT></TD></TR>
<TR class=Detail>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=All_AdjustedNetProfit align=right width="15%" height=15>$36,069.22</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_profit_factor__strategy_performance_report_');" href="?">Adjusted Profit Factor</A></TD>
<TD id=All_AdjustedProfitFactor align=right width="12%" height=15 numberkind="real">1.41</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('adjusted_gross_profit__strategy_performance_report_');" href="?">Adjusted Gross Profit</A></TD>
<TD id=All_AdjustedGrossProfit align=right width="15%" height=15>$124,146.31</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_gross_loss__strategy_performance_report_');" href="?">Adjusted Gross Loss</A></TD>
<TD id=All_AdjustedGrossLoss align=right width="12%" height=15><FONT color=red>($88,077.09)</FONT></TD></TR>
<TR class=Detail>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=All_TotalNumberTrades align=right width="15%" height=15 numberkind="int">763</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('percent_profitable__strategy_performance_report_');" href="?">Percent Profitable</A></TD>
<TD id=All_PercentProfitable align=right width="12%" height=15 numberkind="percent">54.39%</TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winning Trades</A></TD>
<TD id=All_NumberWinningTrades align=right width="15%" height=15 numberkind="int">415</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losing Trades</A></TD>
<TD id=All_NumberLosingTrades align=right width="12%" height=15 numberkind="int">343</TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('even_trades__strategy_performance_report_');" href="?">Even Trades</A></TD>
<TD id=All_NumberEvenTrades align=right width="15%" height=15 numberkind="int">5</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Profit</A></TD>
<TD id=All_AvgTrade align=right width="15%" height=15>$61.59</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="real">1.29</TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('average_winning_trade__strategy_performance_report_');" href="?">Avg. Winning Trade</A></TD>
<TD id=All_AverageWinningTrade align=right width="15%" height=15>$314.59</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_losing_trade__strategy_performance_report_');" href="?">Avg. Losing Trade</A></TD>
<TD id=All_AverageLosingTrade align=right width="12%" height=15><FONT color=red>($243.63)</FONT></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('largest_winning_trade__strategy_performance_report_');" href="?">Largest Winning Trade</A></TD>
<TD id=All_LargestWinningTrade align=right width="15%" height=15>$1,960.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=All_LargestLosingTrade align=right width="12%" height=15><FONT color=red>($1,190.00)</FONT></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">1.50%</TD>
<TD noWrap width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">1.42%</TD></TR>
<TR class=Detail>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">3948.74%</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">3565.97%</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">3031.03%</TD></TR>
<TR class=Detail>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('maximum_consecutive_wins__strategy_performance_report_');" href="?">Max. Consecutive Winning Trades</A></TD>
<TD id=All_MaxConsecutiveWinners align=right width="15%" height=15 numberkind="int">11</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="int">5</TD></TR>
<TR>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="real">14.47</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="real">15.41</TD></TR>
<TR>
<TD width="35%" height=15><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 align=right width="15%" numberkind="real">14.89</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="int">1</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('account_size_required__strategy_performance_report_');" href="?">Account Size Required</A></TD>
<TD id=All_AccountSizeRequired align=right width="12%" height=15>$4,030.00</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=All_CommissionPerTransaction align=right width="15%" height=15>$3,815.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=All_Slippage align=right width="12%" height=15>$3,815.00</TD></TR>
<TR class=Detail>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('return_on_initial_capital__strategy_performance_report_');" href="?">Return on Initial Capital</A></TD>
<TD id=ReturnOnInitialCapital align=right width="15%" height=15 numberkind="percent">46.99%</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">5.68%</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('buy_hold_return__strategy_performance_report_');" href="?">Buy and Hold Return</A></TD>
<TD id=BuyHoldReturn align=right width="15%" height=15 numberkind="percent"><FONT color=red>(33.13%)</FONT></TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('return_on_account__strategy_performance_report_');" href="?">Return on Account</A></TD>
<TD id=ReturnOnAccount align=right width="12%" height=15 numberkind="percent">1166.00%</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('average_monthly_return__strategy_performance_report_');" href="?">Avg. Monthly Return</A></TD>
<TD id=AverageMonthlyReturn align=right width="15%" height=15>$715.25</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15>$1,122.90</TD></TR>
<TR class=Detail>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('return_retracement_ratio__strategy_performance_report_');" href="?">Return Retracement Ratio</A></TD>
<TD id=ReturnRetracementRatio align=right width="15%" height=15 numberkind="real">0.26</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('rina_index__strategy_performance_report_');" href="?">RINA Index</A></TD>
<TD id=RINAIndex align=right width="12%" height=15 numberkind="real">334.89</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('sharpe_ratio__strategy_performance_report_');" href="?">Sharpe Ratio</A></TD>
<TD id=SharpeRatio align=right width="15%" height=15 numberkind="real">0.34</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('k_ratio__strategy_performance_report_');" href="?">K-Ratio</A></TD>
<TD id=KRatio align=right width="12%" height=15 numberkind="real">n/a</TD></TR>
<TR class=Detail>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('test_period__strategy_performance_report_');" href="?">Trading Period</A></TD>
<TD id=TradingPeriod align=right width="15%" height=15 numberkind="percent">6 Yrs, 9 Mths, 12 Dys, 2 Hrs, 15 Mins</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">44.76%</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><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 align=right width="15%" height=15>3 Yrs, 13 Dys, 5 Hrs</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('longest_flat_period__strategy_performance_report_');" href="?">Longest Flat Period</A></TD>
<TD id=LongestFlatPeriod align=right width="12%" height=15 numberkind="real">13 Dys, 2 Hrs</TD></TR>
<TR class=Detail>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><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 align=right width="15%" height=15>$47,575.00</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><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 align=right width="15%" height=15>12/16/08 09:00</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">47.58%</TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD class=titlesection width="50%" colSpan=2 height=15>
<P align=left><SPAN style="LETTER-SPACING: -1pt"><B>Max. Drawdown (Intra-day Peak to Valley)</B></SPAN></P></TD>
<TD class=titlesection width="50%" colSpan=2 height=15>
<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 width="35%" height=15><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=All_MaxIntradayDrawDown align=right width="15%" height=15><FONT color=red>($4,160.00)</FONT></TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('max__equity_drawdown_cc__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=All_CTCDrawdown align=right width="12%" height=15><FONT color=red>($4,030.00)</FONT></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('Maximum_Drawdown_date__Strategy_Performance_Report_');" href="?">Date</A></TD>
<TD id=MEDD_Date align=right width="15%" height=15>09/09/03 11:30</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15>09/08/03 11:00</TD></TR>
<TR class=Detail>
<TD noWrap width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">4.16%
<TD noWrap width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">4.03%</TD></TR>
<TR>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">1129.57%
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">1166.00%</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">1020.07%
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">1052.98%</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">867.05%
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">895.02%</TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Max. Trade Drawdown</A></TD>
<TD id=All_MaxTradeDrawDown align=right width="15%" height=15><FONT color=red>($2,020.00)</FONT></TD>
<TD width="38%" height=15>&nbsp;</TD>
<TD width="12%" height=15>&nbsp;</TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD class=titlesub width="35%" height=15><A class=helpLinkTitleSection onclick="return HelpTip('long_trades__strategy_performance_report_');" href="?">Long Trades</A></TD>
<TD class=titlesub width="15%" height=15></TD>
<TD class=titlesub width="38%" height=15></TD>
<TD class=titlesub width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=Long_TotalNetProfit align=right width="15%" height=15>$17,320.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD id=ProfitFactor_Long align=right width="12%" height=15 numberkind="real">1.79</TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('gross_profit__strategy_performance_report_');" href="?">Gross Profit</A></TD>
<TD id=Long_GrossProfit align=right width="15%" height=15>$39,255.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('gross_loss__strategy_performance_report_');" href="?">Gross Loss</A></TD>
<TD id=Long_GrossLoss align=right width="12%" height=15><FONT color=red>($21,935.00)</FONT></TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit </A></TD>
<TD id=Long_RollOverCredit align=right width="15%" height=15>$0.00</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=Long_OpenPositionPL align=right width="15%" height=15>$0.00</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=Long_SelectNetProfit align=right width="15%" height=15>$16,755.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_profit_factor__strategy_performance_report_');" href="?">Select Profit Factor</A></TD>
<TD id=Long_SelectProfitFactor align=right width="12%" height=15 numberkind="real">1.80</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('select_gross_profit__strategy_performance_report_');" href="?">Select Gross Profit</A></TD>
<TD id=Long_SelectGrossProfit align=right width="15%" height=15>$37,730.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_gross_loss__strategy_performance_report_');" href="?">Select Gross Loss</A></TD>
<TD id=Long_SelectGrossLoss align=right width="12%" height=15><FONT color=red>($20,975.00)</FONT></TD></TR>
<TR class=Detail>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=Long_AdjustedNetProfit align=right width="15%" height=15>$12,245.43</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_profit_factor__strategy_performance_report_');" href="?">Adjusted Profit Factor</A></TD>
<TD id=Long_AdjustedProfitFactor align=right width="12%" height=15 numberkind="real">1.51</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('adjusted_gross_profit__strategy_performance_report_');" href="?">Adjusted Gross Profit</A></TD>
<TD id=Long_AdjustedGrossProfit align=right width="15%" height=15>$36,253.10</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_gross_loss__strategy_performance_report_');" href="?">Adjusted Gross Loss</A></TD>
<TD id=Long_AdjustedGrossLoss align=right width="12%" height=15><FONT color=red>($24,007.66)</FONT></TD></TR>
<TR class=Detail>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=Long_TotalNumberTrades align=right width="15%" height=15 numberkind="int">285</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('percent_profitable__strategy_performance_report_');" href="?">Percent Profitable</A></TD>
<TD id=Long_PercentProfitable align=right width="12%" height=15 numberkind="percent">60.00%</TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winning Trades</A></TD>
<TD id=Long_NumberWinningTrades align=right width="15%" height=15 numberkind="int">171</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losing Trades</A></TD>
<TD id=Long_NumberLosingTrades align=right width="12%" height=15 numberkind="int">112</TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('even_trades__strategy_performance_report_');" href="?">Even Trades</A></TD>
<TD id=Long_NumberEvenTrades align=right width="15%" height=15 numberkind="int">2</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Profit</A></TD>
<TD id=Long_AvgTrade align=right width="15%" height=15>$60.77</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="real">1.17</TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('average_winning_trade__strategy_performance_report_');" href="?">Avg. Winning Trade</A></TD>
<TD id=Long_AverageWinningTrade align=right width="15%" height=15>$229.56</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_losing_trade__strategy_performance_report_');" href="?">Avg. Losing Trade</A></TD>
<TD id=Long_AverageLosingTrade align=right width="12%" height=15><FONT color=red>($195.85)</FONT></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('largest_winning_trade__strategy_performance_report_');" href="?">Largest Winning Trade</A></TD>
<TD id=Long_LargestWinningTrade align=right width="15%" height=15>$1,525.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=Long_LargestLosingTrade align=right width="12%" height=15><FONT color=red>($960.00)</FONT></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">3.88%</TD>
<TD noWrap width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">4.38%</TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('maximum_consecutive_wins__strategy_performance_report_');" href="?">Max. Consecutive Winning Trades</A></TD>
<TD id=Long_MaxConsecutiveWinners align=right width="15%" height=15 numberkind="int">14</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="int">5</TD></TR>
<TR>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="real">8.00</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="real">8.00</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><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 align=right width="15%" numberkind="real">8.00</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="int">1</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('account_size_required__strategy_performance_report_');" href="?">Account Size Required</A></TD>
<TD id=Long_AccountSizeRequired align=right width="12%" height=15>$2,275.00</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=Long_CommissionPerTransaction align=right width="15%" height=15>$1,425.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=Long_Slippage align=right width="12%" height=15>$1,425.00</TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15>&nbsp;</TD>
<TD width="38%" height=15>&nbsp;</TD>
<TD width="12%" height=15>&nbsp;</TD></TR>
<TR>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">1804.17%</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">1745.31%</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">1275.57%</TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD class=titlesection width="50%" colSpan=2 height=15>
<P align=left><SPAN style="LETTER-SPACING: -1pt"><B>Max. Drawdown (Intra-day Peak to Valley)</B></SPAN></P></TD>
<TD class=titlesection width="50%" colSpan=2 height=15>
<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 width="35%" height=15><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=Long_MaxIntradayDrawDown align=right width="15%" height=15><FONT color=red>($2,955.00)</FONT></TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('max__equity_drawdown_cc__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=Long_CTCDrawdown align=right width="12%" height=15><FONT color=red>($2,275.00)</FONT></TD></TR>
<TR class=Detail>
<TD noWrap width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">2.96%</TD>
<TD noWrap width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">2.27%</TD></TR>
<TR>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">586.13%
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">761.32%</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">567.01%
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">736.48%</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">414.40%
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">736.48%</TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Max. Trade Drawdown</A></TD>
<TD id=Long_MaxTradeDrawDown align=right width="15%" height=15><FONT color=red>($1,410.00)</FONT></TD>
<TD width="38%" height=15>&nbsp;</TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD class=titlesub width="35%" height=15><A class=helpLinkTitleSection onclick="return HelpTip('short_trades__strategy_performance_report_');" href="?">Short Trades</A></TD>
<TD class=titlesub width="15%" height=15></TD>
<TD class=titlesub width="38%" height=15></TD>
<TD class=titlesub width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=Short_TotalNetProfit align=right width="15%" height=15>$29,670.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD id=ProfitFactor_Short align=right width="12%" height=15 numberkind="real">1.48</TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('gross_profit__strategy_performance_report_');" href="?">Gross Profit</A></TD>
<TD id=Short_GrossProfit align=right width="15%" height=15>$91,300.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('gross_loss__strategy_performance_report_');" href="?">Gross Loss</A></TD>
<TD id=Short_GrossLoss align=right width="12%" height=15><FONT color=red>($61,630.00)</FONT></TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit </A></TD>
<TD id=Short_RollOverCredit align=right width="15%" height=15>$0.00</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=Short_OpenPositionPL align=right width="15%" height=15>$0.00</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=Short_SelectNetProfit align=right width="15%" height=15>$25,680.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_profit_factor__strategy_performance_report_');" href="?">Select Profit Factor</A></TD>
<TD id=Short_SelectProfitFactor align=right width="12%" height=15 numberkind="real">1.44</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('select_gross_profit__strategy_performance_report_');" href="?">Select Gross Profit</A></TD>
<TD id=Short_SelectGrossProfit align=right width="15%" height=15>$83,945.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_gross_loss__strategy_performance_report_');" href="?">Select Gross Loss</A></TD>
<TD id=Short_SelectGrossLoss align=right width="12%" height=15><FONT color=red>($58,265.00)</FONT></TD></TR>
<TR class=Detail>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=Short_AdjustedNetProfit align=right width="15%" height=15>$19,770.16</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_profit_factor__strategy_performance_report_');" href="?">Adjusted Profit Factor</A></TD>
<TD id=Short_AdjustedProfitFactor align=right width="12%" height=15 numberkind="real">1.30</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('adjusted_gross_profit__strategy_performance_report_');" href="?">Adjusted Gross Profit</A></TD>
<TD id=Short_AdjustedGrossProfit align=right width="15%" height=15>$85,455.12</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_gross_loss__strategy_performance_report_');" href="?">Adjusted Gross Loss</A></TD>
<TD id=Short_AdjustedGrossLoss align=right width="12%" height=15><FONT color=red>($65,684.96)</FONT></TD></TR>
<TR>
<TD width="35%" bgColor=#ffffff height=15>&nbsp;</TD>
<TD width="15%" height=15></TD>
<TD width="38%" bgColor=#ffffff height=15>&nbsp;</TD>
<TD width="12%" bgColor=#ffffff height=15>&nbsp;</TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=Short_TotalNumberTrades align=right width="15%" height=15 numberkind="int">478</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('percent_profitable__strategy_performance_report_');" href="?">Percent Profitable</A></TD>
<TD id=Short_PercentProfitable align=right width="12%" height=15 numberkind="percent">51.05%</TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winning Trades</A></TD>
<TD id=Short_NumberWinningTrades align=right width="15%" height=15 numberkind="int">244</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losing Trades</A></TD>
<TD id=Short_NumberLosingTrades align=right width="12%" height=15 numberkind="int">231</TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('even_trades__strategy_performance_report_');" href="?">Even Trades</A></TD>
<TD id=Short_NumberEvenTrades align=right width="15%" height=15 numberkind="int">3</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Proft</A></TD>
<TD id=Short_AvgTrade align=right width="15%" height=15>$62.07</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="real">1.40</TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('average_winning_trade__strategy_performance_report_');" href="?">Avg. Winning Trade</A></TD>
<TD id=Short_AverageWinningTrade align=right width="15%" height=15>$374.18</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_losing_trade__strategy_performance_report_');" href="?">Avg. Losing Trade</A></TD>
<TD id=Short_AverageLosingTrade align=right width="12%" height=15><FONT color=red>($266.80)</FONT></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('largest_winning_trade__strategy_performance_report_');" href="?">Largest Winning Trade</A></TD>
<TD id=Short_LargestWinningTrade align=right width="15%" height=15>$1,960.00</TD>
<TD width="38%" height=15>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=Short_LargestLosingTrade align=right width="12%" height=15><FONT color=red>($1,190.00)</FONT></TD></TR>
<TR class=Detail>
<TD width="35%" height=15><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 align=right width="15%" height=15 numberkind="percent">2.15%</TD>
<TD noWrap width="38%" height=15>&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 align=right width="12%" height=15 numberkind="percent">4.38%</TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15><A class=helpLink onclick="return HelpTip('maximum_consecutive_wins__strategy_performance_report_');" href="?">Max. Consecutive Winning Trades</A></TD>
<TD id=Short_MaxConsecutiveWinners align=right width="15%" height=15 numberkind="int">9</TD>
<TD width="38%" height=15>&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 align=right width="12%" height=15 numberkind="int">11</TD></TR>
<TR>
<TD width="35%" height=15><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 align=right width="15%" height=19 numberkind="real">19.00</TD>
<TD width="38%" height=19>&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 align=right width="12%" height=19 numberkind="real">19.00</TD></TR>
<TR class=Detail>
<TD width="35%" height=15><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 align=right width="15%" numberkind="real">19.00</TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=19><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 align=right width="15%" height=19 numberkind="int">1</TD>
<TD width="38%" height=19>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('account_size_required__strategy_performance_report_');" href="?">Account Size Required</A></TD>
<TD id=Short_AccountSizeRequired align=right width="12%" height=19>$3,990.00</TD></TR></TR>
<TR class=Detail>
<TD width="35%" height=19><A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=Short_Slippage align=right width="15%" height=19>$2,390.00</TD>
<TD width="38%" height=19>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=Short_CommissionPerTransaction align=right width="12%" height=19>$2,390.00</TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=18><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 align=right width="15%" height=18 numberkind="percent">2493.28%</TD>
<TD width="38%" height=18></TD>
<TD width="12%" height=18></TD></TR>
<TR class=Detail>
<TD width="35%" height=19><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 align=right width="15%" height=19 numberkind="percent">2157.98%</TD>
<TD width="38%" height=19>&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 align=right width="12%" height=19 numberkind="percent">1661.36%</TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD class=titlesection width="50%" colSpan=2 height=15>
<P align=left><SPAN style="LETTER-SPACING: -1pt"><B>Max. Drawdown (Intra-day Peak to Valley)</B></SPAN></P></TD>
<TD class=titlesection width="50%" colSpan=2 height=15>
<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 width="35%" height=19><A class=helpLink onclick="return HelpTip('maximum_intraday_drawdown__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=Short_MaxIntradayDrawDown align=right width="15%" height=19><FONT color=red>($4,200.00)</FONT></TD>
<TD width="38%" height=19>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('max__equity_drawdown_cc__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=Short_CTCDrawdown align=right width="12%" height=19><FONT color=red>($3,990.00)</FONT></TD></TR>
<TR class=Detail>
<TD noWrap width="35%" height=19><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 align=right width="15%" height=19 numberkind="percent">4.20%</TD>
<TD noWrap width="38%" height=19>&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 align=right width="12%" height=19 numberkind="percent">3.99%</TD></TR>
<TR>
<TD width="35%" height=19><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 align=right width="15%" height=19 numberkind="percent">706.43%
<TD width="38%" height=19>&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 align=right width="12%" height=19 numberkind="percent">743.61%</TD></TR>
<TR class=Detail>
<TD width="35%" height=19><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 align=right width="15%" height=19 numberkind="percent">611.43%
<TD width="38%" height=19>&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 align=right width="12%" height=19 numberkind="percent">643.61%</TD></TR>
<TR class=Detail>
<TD width="35%" height=19><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 align=right width="15%" height=19 numberkind="percent">470.72%
<TD width="38%" height=19>&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 align=right width="12%" height=19 numberkind="percent">495.49%</TD></TR>
<TR>
<TD width="35%" height=15></TD>
<TD width="15%" height=15></TD>
<TD width="38%" height=15></TD>
<TD width="12%" height=15></TD></TR>
<TR>
<TD width="35%" height=19><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Max. Trade Drawdown</A></TD>
<TD id=Short_MaxTradeDrawDown align=right width="15%" height=19><FONT color=red>($2,020.00)</FONT></TD>
<TD width="38%" height=19>&nbsp;</TD>
<TD width="12%" height=19></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- Table view ends here--><!-- footer -->
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<TD><SPAN class=Header>TradeStation TradeManager Performance Report</SPAN></TD>
<TD align=right><SPAN class=Header id=HeaderInfo>!Lines, @NQ.D, 30 min, 3/7/2002 9:00:00 AM - 12/23/2008 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
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<TR>
<TD>
<TABLE id=summary_strategy_table style="BORDER-COLLAPSE: collapse" borderColor=#111111 cellSpacing=0 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD width="60%" bgColor=#0066cc colSpan=2>&nbsp;<FONT class=title>TradeStation Trade Analysis</FONT></TD>
<TD id=tdImage1 align=right width="40%" bgColor=#0066cc colSpan=2><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 height=19 alt=Collapse src="cid:GIFS/#3234" width=70 border=0 name=summary_strategy_arrow></A></TD></TR>
<TR>
<TD vAlign=top align=left width="40%" height=18>&nbsp;</TD>
<TD noWrap align=right width="20%" height=18><B><A class=helpLink onclick="return HelpTip('all_trades__strategy_performance_report_');" href="?">All Trades</A></B><BR><IMG height=1 src="spacer.gif" width=110></TD>
<TD noWrap align=right width="20%" height=18><B><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winners</A></B><BR><IMG height=1 src="spacer.gif" width=110></TD>
<TD noWrap align=right width="20%" height=18><B><A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losers</A></B><BR><IMG height=1 src="spacer.gif" width=110></TD></TR>
<TR>
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=TotalTradeAnalysis_NumberOfTrades align=right width="20%" height=18 numberkind="int">763</TD>
<TD id=NumberWinningTrades align=right width="20%" height=18 numberkind="int">415</TD>
<TD id=NumberLosingTrades align=right width="20%" height=18 numberkind="int">343</TD></TR>
<TR>
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Profit</A></TD>
<TD id=TotalTradeAnalysis_AverageTrade align=right width="20%" height=18>$61.59</TD>
<TD id=AverageWinningTrade align=right width="20%" height=18>$314.59</TD>
<TD id=AverageLosingTrade align=right width="20%" height=18><FONT color=red>($243.63)</FONT></TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD vAlign=top align=left width="40%" height=18><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 align=right width="20%" height=18>$381.80</TD>
<TD id=Win_STDEV align=right width="20%" height=18>$292.25</TD>
<TD id=Loss_STDEV align=right width="20%" height=18>$224.15</TD></TR>
<TR>
<TD vAlign=top align=left width="40%" height=18><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 align=right width="20%" height=18>$443.39</TD>
<TD id=Win_AverageTradePlus_STDEV align=right width="20%" height=18>$606.84</TD>
<TD id=Loss_AverageTradePlus_STDEV align=right width="20%" height=18><FONT color=red>($19.48)</FONT></TD></TR>
<TR>
<TD id=TotalTradeAnalysis_AVG_N_STDEV_Description vAlign=top align=left width="40%" height=18><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 align=right width="20%" height=18><FONT color=red>($320.22)</FONT></TD>
<TD id=Win_AverageTradeMinus_STDEV align=right width="20%" height=18>$22.34</TD>
<TD id=Loss_AverageTradeMinus_STDEV align=right width="20%" height=18><FONT color=red>($467.78)</FONT></TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('coefficient_of_variation__strategy_performance_report_');" href="?">Coefficient of Variation</A></TD>
<TD id=TotalTradeAnalysis_CoefficientOfVariation align=right width="20%" height=18 numberkind="percent">619.95%</TD>
<TD id=Win_CoefficientOfVariation align=right width="20%" height=18 numberkind="percent">92.90%</TD>
<TD id=Loss_CoefficientOfVariation align=right width="20%" height=18 numberkind="percent">92.00%</TD></TR>
<TR>
<TD vAlign=top align=left width="40%" height=18></TD>
<TD align=right width="20%" height=18></TD>
<TD align=right width="20%" height=18></TD>
<TD align=right width="20%" height=18></TD></TR>
<TR>
<TD vAlign=top align=left width="40%" height=18><B><A class=helpLink onclick="return HelpTip('Time_Averages__strategy_performance_report_');" href="?">Time Averages</A></B></TD>
<TD align=right width="20%" height=18></TD>
<TD align=right width="20%" height=18></TD>
<TD align=right width="20%" height=18></TD></TR>
<TR>
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('avg_time_in_trades__strategy_performance_report_');" href="?">Avg. Time in Trades</A></TD>
<TD id=AvgTimeInTrades align=right width="20%" height=18>1 Dy, 10 Hrs, 53 Mins</TD>
<TD id=AvgTimeInWinningTrades align=right width="20%" height=18>1 Dy, 9 Hrs, 19 Mins</TD>
<TD id=AvgTimeInLosingTrades align=right width="20%" height=18>1 Dy, 12 Hrs, 48 Mins</TD></TR>
<TR>
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('avg_time_between_trades__strategy_performance_report_');" href="?">Avg. Time Between Trades</A></TD>
<TD id=AvgTimeBetweenTrades align=right width="20%" height=18>1 Dy, 20 Hrs, 17 Mins</TD>
<TD id=AvgTimeBetweenWinningTrades align=right width="20%" height=18>4 Dys, 13 Hrs, 40 Mins</TD>
<TD id=AvgTimeBetweenLosingTrades align=right width="20%" height=18>5 Dys, 15 Hrs, 18 Mins</TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD vAlign=top align=left width="40%" height=18><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 align=right width="20%" height=18>809 Dys, 7 Hrs, 20 Mins</TD>
<TD align=right width="20%" height=18></TD>
<TD align=right width="20%" height=18></TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD width="40%" height=18></TD>
<TD align=right width="20%" height=18></TD>
<TD align=right width="20%" height=18></TD>
<TD align=right width="20%" height=18></TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD vAlign=top align=left width="40%" height=18><B><A class=helpLink onclick="return HelpTip('outliers__strategy_performance_report_');" href="?">Outliers</A></B></TD>
<TD align=right width="20%" height=18><B><A class=helpLink onclick="return HelpTip('total_outliers__strategy_performance_report_');" href="?">Total</A></B></TD>
<TD align=right width="20%" height=18><B><A class=helpLink onclick="return HelpTip('positive_outliers__strategy_performance_report_');" href="?">Positive</A></B></TD>
<TD align=right width="20%" height=18><B><A class=helpLink onclick="return HelpTip('negative_outliers__strategy_performance_report_');" href="?">Negative</A></B></TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('number_of_outliers__strategy_performance_report_');" href="?">Number of Outliers</A></TD>
<TD id=TT_TotalOutlier align=right width="20%" height=18 numberkind="int">10</TD>
<TD id=TT_PosOutlier align=right width="20%" height=18 numberkind="int">6</TD>
<TD id=TT_NegOutlier align=right width="20%" height=18 numberkind="int">4</TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('outlier_profitloss__strategy_performance_report_');" href="?">Outlier Profit/Loss</A></TD>
<TD id=PL_TotalOutlier align=right width="20%" height=18>$4,555.00</TD>
<TD id=PL_PosOutlier align=right width="20%" height=18>$8,880.00</TD>
<TD id=PL_NegOutlier align=right width="20%" height=18><FONT color=red>($4,325.00)</FONT></TD></TR>
<TR>
<TD vAlign=top align=left width="40%" height=18>&nbsp;</TD>
<TD align=right width="20%" height=18></TD>
<TD align=right width="20%" height=18></TD>
<TD align=right width="20%" height=18></TD></TR></TBODY></TABLE></TD></TR>
<TR>
<TD>
<TABLE id=RunupDrawdown style="BORDER-COLLAPSE: collapse" borderColor=#111111 cellSpacing=0 cellPadding=0 width="100%" border=0>
<TBODY>
<TR id=TMA81>
<TD vAlign=top align=left width="40%" height=18><B><A class=helpLink onclick="return HelpTip('trade_runup_drawdown__strategy_performance_report_');" href="?">Run-Up/Drawdown</A></B></TD>
<TD noWrap align=right width="20%" height=18>&nbsp;</TD>
<TD noWrap align=right width="20%" height=18><B><A class=helpLink onclick="return HelpTip('trade_runup__strategy_performance_report_');" href="?">Run-Up</A></B></TD>
<TD noWrap align=right width="20%" height=18><B><A class=helpLink onclick="return HelpTip('trade_drawdown__strategy_performance_report_');" href="?">Drawdown</A></B></TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('maximum_trade_runup_drawdown__strategy_performance_report_');" href="?">Max. Value</A></TD>
<TD width="20%" height=18></TD>
<TD id=RunUp_Maximum align=right width="20%" height=18>$2,140.00</TD>
<TD id=DrawDown_Maximum align=right width="20%" height=18><FONT color=red>($2,020.00)</FONT></TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('maximum_runup_drawdown_date__strategy_performance_report_');" href="?">Max. Value Date</A></TD>
<TD width="20%" height=18></TD>
<TD id=TradeAnalysis_RunUpDate align=right width="20%" height=18>11/6/2008</TD>
<TD id=TradeAnalysis_DrawDownDate align=right width="20%" height=18>10/14/2008</TD></TR>
<TR id=TMA81>
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('average_runup_drawdown__strategy_performance_report_');" href="?">Avg. Value</A></TD>
<TD width="20%" height=18></TD>
<TD id=RunUp_Average align=right width="20%" height=18>$325.54</TD>
<TD id=DrawDown_Average align=right width="20%" height=18><FONT color=red>($254.77)</FONT></TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<TD vAlign=top align=left width="40%" height=18><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 width="20%" height=18></TD>
<TD id=RunUp_STDEV align=right width="20%" height=18>$296.38</TD>
<TD id=DrawDown_STDEV align=right width="20%" height=18>$244.51</TD></TR>
<TR id=TMA81>
<TD vAlign=top align=left width="40%" height=18><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 width="20%" height=18></TD>
<TD id=RunUp_AverageTradePlus_STDEV align=right width="20%" height=18>$621.92</TD>
<TD id=DrawDown_AverageTradePlus_STDEV align=right width="20%" height=18><FONT color=red>($10.26)</FONT></TD></TR>
<TR id=TMA81>
<TD vAlign=top align=left width="40%" height=18><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 width="20%" height=18></TD>
<TD id=RunUp_AverageTradeMinus_STDEV align=right width="20%" height=18>$29.17</TD>
<TD id=DrawDown_AverageTradeMinus_STDEV align=right width="20%" height=18><FONT color=red>($499.28)</FONT></TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('coefficient_of_variation__strategy_performance_report_');" href="?">Coefficient of Variation</A></TD>
<TD width="20%" height=18></TD>
<TD id=RunUp_CoefficientOfVariation align=right width="20%" height=18 numberkind="percent">91.04%</TD>
<TD id=DrawDown_CoefficientOfVariation align=right width="20%" height=18 numberkind="percent">95.97%</TD></TR>
<TR id=TMA81>
<TD vAlign=top align=left width="40%" height=18>&nbsp;</TD>
<TD width="20%" height=18></TD>
<TD align=right width="20%" height=18></TD>
<TD align=right width="20%" height=18></TD></TR></TBODY></TABLE>
<TABLE id=summary_efficiency_table style="BORDER-COLLAPSE: collapse" borderColor=#111111 cellSpacing=0 cellPadding=0 width="100%" border=0>
<TBODY>
<TR id=TMA81>
<TD vAlign=top align=left width="40%" height=16><B><A class=helpLink onclick="return HelpTip('efficiency_analysis__strategy_performance_report_');" href="?">Efficiency Analysis</A></B></TD>
<TD noWrap align=right width="20%" height=16><B><A class=helpLink onclick="return HelpTip('total_efficiency__strategy_performance_report_');" href="?">Total</A></B><BR><IMG height=1 src="spacer.gif" width=110></TD>
<TD noWrap align=right width="20%" height=16><B><A class=helpLink onclick="return HelpTip('Entry_Efficiency__Strategy_Performance_Report_');" href="?">Entry</A></B><BR><IMG height=1 src="spacer.gif" width=110></TD>
<TD noWrap align=right width="20%" height=16><B><A class=helpLink onclick="return HelpTip('exit_efficiency__strategy_performance_report_');" href="?">Exit</A></B><BR><IMG height=1 src="spacer.gif" width=110></TD></TR>
<TR id=TMA81>
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('average_efficiency__strategy_performance_report_');" href="?">Avg. Efficiency</A></TD>
<TD id=TotalEff_Average align=right width="20%" height=18 numberkind="percent">8.67%</TD>
<TD id=EntryEff_Average align=right width="20%" height=18 numberkind="percent">54.59%</TD>
<TD id=ExitEff_Average align=right width="20%" height=18 numberkind="percent">54.08%</TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<TD vAlign=top align=left width="40%" height=18><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 align=right width="20%" height=18 numberkind="percent">51.39%</TD>
<TD id=EntryEff_STDEV align=right width="20%" height=18 numberkind="percent">30.62%</TD>
<TD id=ExitEff_STDEV align=right width="20%" height=18 numberkind="percent">29.85%</TD></TR>
<TR id=TMA81>
<TD vAlign=top align=left width="40%" height=18><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 align=right width="20%" height=18 numberkind="percent">60.05%</TD>
<TD id=EntryEff_AverageTradePlus_STDEV align=right width="20%" height=18 numberkind="percent">85.21%</TD>
<TD id=ExitEff_AverageTradePlus_STDEV align=right width="20%" height=18 numberkind="percent">83.92%</TD></TR>
<TR id=TMA81>
<TD vAlign=top align=left width="40%" height=18><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 align=right width="20%" height=18 numberkind="percent"><FONT color=red>(42.72%)</FONT></TD>
<TD id=EntryEff_AverageTradeMinus_STDEV align=right width="20%" height=18 numberkind="percent">23.97%</TD>
<TD id=ExitEff_AverageTradeMinus_STDEV align=right width="20%" height=18 numberkind="percent">24.23%</TD></TR>
<TR class=Detail id=TMA81 style="DISPLAY: block">
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('coefficient_of_variation__strategy_performance_report_');" href="?">Coefficient of Variation</A></TD>
<TD id=TotalEff_CoefficientOfVariation align=right width="20%" height=18 numberkind="percent">592.96%</TD>
<TD id=EntryEff_CoefficientOfVariation align=right width="20%" height=18 numberkind="percent">56.08%</TD>
<TD id=ExitEff_CoefficientOfVariation align=right width="20%" height=18 numberkind="percent">55.19%</TD></TR>
<TR id=TMA81>
<TD vAlign=top align=left width="40%" height=18><IMG height=0 alt=Collapse src="cid:GIFS/#3234" width=0 border=0 name=efficiency_arrow><IMG height=0 alt=Collapse src="cid:GIFS/#3234" width=0 border=0 name=RunupDrawdown_arrow></TD>
<TD align=right width="20%" height=18></TD>
<TD align=right width="20%" height=18></TD>
<TD align=right width="20%" height=18></TD></TR></TBODY></TABLE>
<TABLE style="BORDER-COLLAPSE: collapse" borderColor=#111111 cellSpacing=0 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD width="60%" bgColor=#0066cc colSpan=2>&nbsp;<FONT class=title>TradeStation Trade Series Analysis</FONT></TD>
<TD id=tdImage2 align=right width="40%" bgColor=#0066cc colSpan=2><A onclick="ExpandTable(document.getElementById('AnalysisSeries'),'AnalysisSeries', 'analysis_series_arrow');&#13;&#10;return false;"><IMG height=19 alt=Collapse src="cid:GIFS/#3234" width=70 border=0 name=analysis_series_arrow></A></TD></TR>
<TR>
<TD vAlign=top align=left width="40%" height=18></TD>
<TD width="20%" height=18></TD>
<TD align=right width="20%" height=18><B><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winners</A></B></TD>
<TD align=right width="20%" height=18><B><A class=helpLink onclick="return HelpTip('losing_trades_strategy_performance_report_');" href="?">Losers</A></B></TD></TR>
<TR>
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('largest_profit_loss__strategy_performance_report_');" href="?">Largest Profit/Loss</A></TD>
<TD align=right width="20%" height=18></TD>
<TD id=LargestProfit align=right width="20%" height=18>$1,960.00</TD>
<TD id=LargestLoss align=right width="20%" height=18><FONT color=red>($1,190.00)</FONT></TD></TR>
<TR>
<TD vAlign=top noWrap align=left width="40%" height=18><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 align=right width="20%" height=18></TD>
<TD id=Win_PercentNetProfit align=right width="20%" height=18 numberkind="percent">1.50%</TD>
<TD id=Loss_PercentNetProfit align=right width="20%" height=18 numberkind="percent">1.42%</TD></TR>
<TR>
<TD vAlign=top align=left width="40%" height=18><A class=helpLink onclick="return HelpTip('largest_consecutive_profit_loss__strategy_performance_report_');" href="?">Largest Consec. Profit/Loss</A></TD>
<TD align=right width="20%" height=18></TD>
<TD id=LargestConsecutiveProfit align=right width="20%" height=18>$6,230.00</TD>
<TD id=LargestConsecutiveLoss align=right width="20%" height=18><FONT color=red>($2,270.00)</FONT></TD></TR>
<TR>
<TD vAlign=top noWrap align=left width="40%" height=18><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 align=right width="20%" height=18></TD>
<TD id=Win_PercentConsecutiveNetProfit align=right width="20%" height=18 numberkind="percent">4.77%</TD>
<TD id=Loss_PercentConsecutiveNetProfit align=right width="20%" height=18 numberkind="percent">2.72%</TD></TR></TBODY></TABLE>
<TABLE id=AnalysisSeries cellSpacing=0 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD></TD></TR>
<TR class=Detail style="DISPLAY: block">
<TD>
<TABLE id=AnalysisSeriesWinners style="BORDER-COLLAPSE: collapse" borderColor=#111111 cellSpacing=0 cols=4 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD vAlign=bottom width="25%" height=24>
<P align=center><B>Winning Series</B><BR><IMG height=1 src="spacer.gif" width=110></P></TD>
<TD vAlign=bottom width="25%" height=24>
<P align=center><B><A class=helpLink onclick="return HelpTip('number_of_series__strategy_performance_report_');" href="?">Number of Series</A></B><BR><IMG height=1 src="spacer.gif" width=110></P></TD>
<TD vAlign=bottom width="25%" height=24>
<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 height=1 src="spacer.gif" width=110></P></TD>
<TD vAlign=bottom width="25%" height=24>
<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 height=1 src="spacer.gif" width=110></P></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>1</TD>
<TD align=middle background="" bgColor=#ffffff height=21>79</TD>
<TD align=right background="" bgColor=#ffffff height=21>$278.54</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($224.05)</FONT></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>2</TD>
<TD align=middle background="" bgColor=#ccffcc height=21>50</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$368.10</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($287.40)</FONT></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>3</TD>
<TD align=middle background="" bgColor=#ffffff height=21>27</TD>
<TD align=right background="" bgColor=#ffffff height=21>$290.31</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($223.15)</FONT></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>4</TD>
<TD align=middle background="" bgColor=#ccffcc height=21>14</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$304.73</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($269.64)</FONT></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>5</TD>
<TD align=middle background="" bgColor=#ffffff height=21>8</TD>
<TD align=right background="" bgColor=#ffffff height=21>$221.63</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($168.75)</FONT></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>6</TD>
<TD align=middle background="" bgColor=#ccffcc height=21>4</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$331.67</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($105.00)</FONT></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8</TD>
<TD align=middle background="" bgColor=#ffffff height=21>3</TD>
<TD align=right background="" bgColor=#ffffff height=21>$337.71</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($280.00)</FONT></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11</TD>
<TD align=middle background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$566.36</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($195.00)</FONT></TD></TR></TBODY></TABLE>
<TABLE id=AnalysisSeriesLosers style="BORDER-COLLAPSE: collapse" borderColor=#111111 height=79 cellSpacing=0 cols=4 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD vAlign=bottom noWrap align=middle width="25%" height=22>
<P align=center><B>Losing Series</B><BR><IMG height=1 src="spacer.gif" width=110></P></TD>
<TD vAlign=bottom noWrap align=middle width="25%" height=22>
<P align=center><B><A class=helpLink onclick="return HelpTip('number_of_series__strategy_performance_report_');" href="?">Number of Series</A></B><BR><IMG height=1 src="spacer.gif" width=110></P></TD>
<TD vAlign=bottom noWrap align=middle width="25%" height=22>
<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 height=1 src="spacer.gif" width=110></P></TD>
<TD vAlign=bottom noWrap align=middle width="25%" height=22>
<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 height=1 src="spacer.gif" width=110></P></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>1</TD>
<TD align=middle background="" bgColor=#ffffff height=21>94</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($257.18)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>$293.62</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>2</TD>
<TD align=middle background="" bgColor=#ccffcc height=21>47</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($216.06)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>$251.63</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>3</TD>
<TD align=middle background="" bgColor=#ffffff height=21>29</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($240.52)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>$274.66</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>4</TD>
<TD align=middle background="" bgColor=#ccffcc height=21>12</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($270.10)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>$357.92</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>5</TD>
<TD align=middle background="" bgColor=#ffffff height=21>4</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($259.50)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>$283.75</TD></TR></TBODY></TABLE>
<TABLE id=summary_strategy_table cellSpacing=0 cellPadding=0 width=498 border=0>
<TBODY>
<TR>
<TD width="80%"></TD>
<TD width="20%" height=19></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE class=hiddentable id=hftable>
<TBODY>
<TR>
<TD><SPAN class=Header id=FooterInfo>Created by TradeStation: 12/23/2008 5:38:27 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
Content-Type: text/html; charset=us-ascii
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Content-ID: <Annual>

<HTML><META NAME="TMA" CONTENT="false"><HEAD><TITLE>Annual Trading Summary</TITLE><!-- External support files --><LINK href="cid:TSSPR.CSS" type=text/css rel=stylesheet>
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<TABLE class=hiddentable id=hftable width="100%">
<TBODY>
<TR>
<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN class=Header id=HeaderInfo>!Lines, @NQ.D, 30 min, 3/7/2002 9:00:00 AM - 12/23/2008 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize cellSpacing=0 cellPadding=0 width=512 border=0>
<TBODY>
<TR>
<TD>
<TABLE cellSpacing=0 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD width="100%" bgColor=#0066cc><FONT class=title>TradeStation Periodical Returns: Annual&nbsp;</FONT></TD></TR></TBODY></TABLE>&nbsp; 
<TABLE cellSpacing=0 cellPadding=0 width="100%" border=0>
<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 height=3 cellSpacing=0 cols=6 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD class=titlesection align=right width="20%" height=1>
<P align=center><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></P></TD>
<TD class=titlesection align=right width="16%" height=1><A class=helpLink onclick="return HelpTip('analysis_net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection align=right width="12%" height=1><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection align=right width="16%" height=1><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection align=right width="16%" height=1><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection align=right width="16%" height=1><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD align=right width="20%">
<P align=center>Last 12 month</P></TD>
<TD id=Last12Months_NetProfit align=right width="16%">$16,820.00</TD>
<TD id=Last12Months_PercentGain align=right width="12%">12.92%</TD>
<TD id=Last12Months_ProfitFactor align=right width="16%">2.21</TD>
<TD id=Last12Months_NumberTrades align=right width="16%">97</TD>
<TD id=Last12Months_PercentProfitable align=right width="16%">57.73%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$17,275.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>13.32%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.29</TD>
<TD align=right background="" bgColor=#ccffcc height=21>94</TD>
<TD align=right background="" bgColor=#ccffcc height=21>59.57%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>1/1/2007</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,770.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.99%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.26</TD>
<TD align=right background="" bgColor=#ffffff height=21>123</TD>
<TD align=right background="" bgColor=#ffffff height=21>49.59%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2006</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$6,875.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.77%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.64</TD>
<TD align=right background="" bgColor=#ccffcc height=21>118</TD>
<TD align=right background="" bgColor=#ccffcc height=21>57.63%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>1/1/2005</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,235.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.05%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.13</TD>
<TD align=right background="" bgColor=#ffffff height=21>116</TD>
<TD align=right background="" bgColor=#ffffff height=21>48.28%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2004</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$5,840.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.21%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.56</TD>
<TD align=right background="" bgColor=#ccffcc height=21>126</TD>
<TD align=right background="" bgColor=#ccffcc height=21>57.94%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>1/1/2003</TD>
<TD align=right background="" bgColor=#ffffff height=21>$2,930.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.69%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.24</TD>
<TD align=right background="" bgColor=#ffffff height=21>107</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.47%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2002</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$9,065.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9.06%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.73</TD>
<TD align=right background="" bgColor=#ccffcc height=21>83</TD>
<TD align=right background="" bgColor=#ccffcc height=21>60.24%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE cellSpacing=0 cellPadding=0 width="100%" border=0>
<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 cellSpacing=0 cols=6 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD class=titlesection align=middle width="20%"><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection align=right width="16%"><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection align=right width="12%"><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection align=right width="16%"><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection align=right width="16%"><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection align=right width="16%"><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>1/1/2008 - Today</TD>
<TD align=right background="" bgColor=#ffffff height=21>$17,275.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>13.32%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.29</TD>
<TD align=right background="" bgColor=#ffffff height=21>94</TD>
<TD align=right background="" bgColor=#ffffff height=21>59.57%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2007 - 1/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$21,045.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>16.71%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.75</TD>
<TD align=right background="" bgColor=#ccffcc height=21>217</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.92%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>1/1/2006 - 1/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$27,920.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>23.45%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.72</TD>
<TD align=right background="" bgColor=#ffffff height=21>334</TD>
<TD align=right background="" bgColor=#ffffff height=21>55.09%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2005 - 1/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$29,155.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>24.74%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.60</TD>
<TD align=right background="" bgColor=#ccffcc height=21>450</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>1/1/2004 - 1/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$34,995.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>31.25%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.59</TD>
<TD align=right background="" bgColor=#ffffff height=21>575</TD>
<TD align=right background="" bgColor=#ffffff height=21>54.26%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2003 - 1/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$37,925.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>34.77%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.53</TD>
<TD align=right background="" bgColor=#ccffcc height=21>681</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.60%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>1/1/2002 - 1/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$46,990.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>46.99%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.56</TD>
<TD align=right background="" bgColor=#ffffff height=21>763</TD>
<TD align=right background="" bgColor=#ffffff height=21>54.39%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE class=hiddentable id=hftable>
<TBODY>
<TR>
<TD><SPAN class=Header id=FooterInfo>Created by TradeStation: 12/23/2008 5:38:27 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit
Content-ID: <Daily>

<HTML><META NAME="TMA" CONTENT="false"><HEAD><TITLE>Daily Analysis</TITLE><!-- External support files --><LINK href="cid:TSSPR.CSS" type=text/css rel=stylesheet>
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<TABLE class=hiddentable id=hftable width="100%">
<TBODY>
<TR>
<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN class=Header id=HeaderInfo>!Lines, @NQ.D, 30 min, 3/7/2002 9:00:00 AM - 12/23/2008 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize cellSpacing=0 cellPadding=0 width=512 border=0>
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<TR>
<TD>
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<TBODY>
<TR>
<TD class=title width="100%" bgColor=#0066cc>TradeStation Periodical Returns: Daily</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE cellSpacing=0 cellPadding=0 width="100%" border=0>
<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 cellSpacing=0 cols=6 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD class=titlesection align=right width="30%">
<P align=center><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></P></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection align=right width="10%"><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($250.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.17%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/18/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$5.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/17/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($155.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.11%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/16/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$220.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.15%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/15/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$305.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.21%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/11/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$320.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.22%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/9/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($190.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.13%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/8/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$885.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.61%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/7/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/6/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/5/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$690.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.48%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/4/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$315.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.22%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/3/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($195.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.13%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/2/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($75.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.05%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,320.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.92%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/30/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/29/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/28/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$225.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.16%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/27/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/26/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($795.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.55%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/25/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$570.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.40%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/21/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$190.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.13%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/20/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($1,150.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.79%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($805.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.55%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/18/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$40.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.03%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/17/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($475.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.33%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/6/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$810.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.56%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/5/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,150.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.80%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/4/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$760.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.53%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/3/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($145.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.10%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/2/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/31/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$90.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.06%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.20</TD>
<TD align=right background="" bgColor=#ffffff height=21>2</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>10/30/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($1,000.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.69%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/29/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$445.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.31%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>10/28/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$980.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.69%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/22/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$570.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.40%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>10/21/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$260.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.18%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/20/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($285.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.20%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE cellSpacing=0 cellPadding=0 width="100%" border=0>
<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 cellSpacing=0 cols=6 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD class=titlesection align=right width="30%">
<P align=center><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></P></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection align=right width="10%"><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/19/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($250.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.17%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/18/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($245.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.17%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.02</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/17/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($400.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.27%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/16/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($180.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.12%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.55</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3</TD>
<TD align=right background="" bgColor=#ccffcc height=21>33.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/15/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$125.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.13%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.31</TD>
<TD align=right background="" bgColor=#ffffff height=21>3</TD>
<TD align=right background="" bgColor=#ffffff height=21>33.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/14/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$125.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.13%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.31</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3</TD>
<TD align=right background="" bgColor=#ccffcc height=21>33.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/13/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$125.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.13%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.31</TD>
<TD align=right background="" bgColor=#ffffff height=21>3</TD>
<TD align=right background="" bgColor=#ffffff height=21>33.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/12/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$125.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.09%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.31</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3</TD>
<TD align=right background="" bgColor=#ccffcc height=21>33.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/11/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$445.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.45%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.11</TD>
<TD align=right background="" bgColor=#ffffff height=21>4</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/10/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$445.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.30%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.11</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/9/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$255.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.17%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.43</TD>
<TD align=right background="" bgColor=#ffffff height=21>5</TD>
<TD align=right background="" bgColor=#ffffff height=21>40.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/8/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,140.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.78%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.11</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/7/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,140.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.78%</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.11</TD>
<TD align=right background="" bgColor=#ffffff height=21>6</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/6/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,140.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.78%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.11</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/5/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,830.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.26%</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.39</TD>
<TD align=right background="" bgColor=#ffffff height=21>6</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/4/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$2,145.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.48%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.97</TD>
<TD align=right background="" bgColor=#ccffcc height=21>7</TD>
<TD align=right background="" bgColor=#ccffcc height=21>57.14%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/3/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,950.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.34%</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.61</TD>
<TD align=right background="" bgColor=#ffffff height=21>7</TD>
<TD align=right background="" bgColor=#ffffff height=21>57.14%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/2/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,875.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.29%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.05</TD>
<TD align=right background="" bgColor=#ccffcc height=21>8</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,195.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.22%</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.20</TD>
<TD align=right background="" bgColor=#ffffff height=21>9</TD>
<TD align=right background="" bgColor=#ffffff height=21>55.56%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/30/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,195.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.22%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6.20</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9</TD>
<TD align=right background="" bgColor=#ccffcc height=21>55.56%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/29/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,195.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.22%</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.20</TD>
<TD align=right background="" bgColor=#ffffff height=21>9</TD>
<TD align=right background="" bgColor=#ffffff height=21>55.56%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/28/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,420.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.38%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6.56</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9</TD>
<TD align=right background="" bgColor=#ccffcc height=21>55.56%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/27/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,420.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.38%</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.56</TD>
<TD align=right background="" bgColor=#ffffff height=21>9</TD>
<TD align=right background="" bgColor=#ffffff height=21>55.56%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/26/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$2,625.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.82%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.09</TD>
<TD align=right background="" bgColor=#ccffcc height=21>10</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/25/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,195.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.19%</TD>
<TD align=right background="" bgColor=#ffffff height=21>5.66</TD>
<TD align=right background="" bgColor=#ffffff height=21>10</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/24/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,195.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.19%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.66</TD>
<TD align=right background="" bgColor=#ccffcc height=21>10</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/23/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,195.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.19%</TD>
<TD align=right background="" bgColor=#ffffff height=21>5.66</TD>
<TD align=right background="" bgColor=#ffffff height=21>10</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/22/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,195.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.22%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.66</TD>
<TD align=right background="" bgColor=#ccffcc height=21>10</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/21/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,385.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.36%</TD>
<TD align=right background="" bgColor=#ffffff height=21>5.94</TD>
<TD align=right background="" bgColor=#ffffff height=21>11</TD>
<TD align=right background="" bgColor=#ffffff height=21>54.55%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/20/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$2,235.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.54%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.36</TD>
<TD align=right background="" bgColor=#ccffcc height=21>11</TD>
<TD align=right background="" bgColor=#ccffcc height=21>45.45%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/19/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,430.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.98%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.58</TD>
<TD align=right background="" bgColor=#ffffff height=21>12</TD>
<TD align=right background="" bgColor=#ffffff height=21>41.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/18/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,470.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.01%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.60</TD>
<TD align=right background="" bgColor=#ccffcc height=21>13</TD>
<TD align=right background="" bgColor=#ccffcc height=21>46.15%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/17/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$995.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.00%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.34</TD>
<TD align=right background="" bgColor=#ffffff height=21>13</TD>
<TD align=right background="" bgColor=#ffffff height=21>38.46%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/16/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$995.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.00%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.34</TD>
<TD align=right background="" bgColor=#ccffcc height=21>13</TD>
<TD align=right background="" bgColor=#ccffcc height=21>38.46%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/15/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$995.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.00%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.34</TD>
<TD align=right background="" bgColor=#ffffff height=21>13</TD>
<TD align=right background="" bgColor=#ffffff height=21>38.46%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/14/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$995.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.00%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.34</TD>
<TD align=right background="" bgColor=#ccffcc height=21>13</TD>
<TD align=right background="" bgColor=#ccffcc height=21>38.46%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/13/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$995.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.00%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.34</TD>
<TD align=right background="" bgColor=#ffffff height=21>13</TD>
<TD align=right background="" bgColor=#ffffff height=21>38.46%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/12/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$995.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.00%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.34</TD>
<TD align=right background="" bgColor=#ccffcc height=21>13</TD>
<TD align=right background="" bgColor=#ccffcc height=21>38.46%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/11/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$995.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.00%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.34</TD>
<TD align=right background="" bgColor=#ffffff height=21>13</TD>
<TD align=right background="" bgColor=#ffffff height=21>38.46%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/10/2008 - 12/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$995.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.00%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.34</TD>
<TD align=right background="" bgColor=#ccffcc height=21>13</TD>
<TD align=right background="" bgColor=#ccffcc height=21>38.46%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
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<TD><SPAN class=Header id=FooterInfo>Created by TradeStation: 12/23/2008 5:38:27 PM, 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 href="cid:TSSPR.CSS" type=text/css rel=stylesheet>
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<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN class=Header id=HeaderInfo>!Lines, @NQ.D, 30 min, 3/7/2002 9:00:00 AM - 12/23/2008 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize cellSpacing=0 cellPadding=0 width=512 border=0>
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<TR>
<TD>
<TABLE cellSpacing=0 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD class=title width=659 bgColor=#0066cc>TradeStation Periodical Returns: Monthly</TD></TR></TBODY></TABLE>
<TABLE height=17 cellSpacing=0 cellPadding=0 width="100%" border=0>
<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 cellSpacing=0 cols=6 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD class=titlesection align=middle width="25%"><A class=helpLink onclick="return HelpTip('avg_analysis_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Avg. Net Profit</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection align=middle width="15%">
<P align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">%Profitable</A></P></TD>
<TD align=right width="15%"></TD>
<TD align=right width="15%"></TD></TR>
<TR>
<TD align=left background="" bgColor=#ffffff height=21>January</TD>
<TD align=right background="" bgColor=#ffffff height=21>$445.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.45%</TD>
<TD align=right background="" bgColor=#ffffff height=21>51.79%</TD>
<TD background="" bgColor=#ffffff height=21></TD>
<TD background="" bgColor=#ffffff height=21></TD></TR>
<TR>
<TD align=left background="" bgColor=#ccffcc height=21>February</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$820.83</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.69%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>61.11%</TD>
<TD background="" bgColor=#ccffcc height=21></TD>
<TD background="" bgColor=#ccffcc height=21></TD></TR>
<TR>
<TD align=left background="" bgColor=#ffffff height=21>March</TD>
<TD align=right background="" bgColor=#ffffff height=21>$805.71</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.67%</TD>
<TD align=right background="" bgColor=#ffffff height=21>55.88%</TD>
<TD background="" bgColor=#ffffff height=21></TD>
<TD background="" bgColor=#ffffff height=21></TD></TR>
<TR>
<TD align=left background="" bgColor=#ccffcc height=21>April</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$308.57</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.26%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>54.55%</TD>
<TD background="" bgColor=#ccffcc height=21></TD>
<TD background="" bgColor=#ccffcc height=21></TD></TR>
<TR>
<TD align=left background="" bgColor=#ffffff height=21>May</TD>
<TD align=right background="" bgColor=#ffffff height=21>$47.14</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.04%</TD>
<TD align=right background="" bgColor=#ffffff height=21>47.14%</TD>
<TD background="" bgColor=#ffffff height=21></TD>
<TD background="" bgColor=#ffffff height=21></TD></TR>
<TR>
<TD align=left background="" bgColor=#ccffcc height=21>June</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$606.43</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.51%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>57.81%</TD>
<TD background="" bgColor=#ccffcc height=21></TD>
<TD background="" bgColor=#ccffcc height=21></TD></TR>
<TR>
<TD align=left background="" bgColor=#ffffff height=21>July</TD>
<TD align=right background="" bgColor=#ffffff height=21>$420.71</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.35%</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD>
<TD background="" bgColor=#ffffff height=21></TD>
<TD background="" bgColor=#ffffff height=21></TD></TR>
<TR>
<TD align=left background="" bgColor=#ccffcc height=21>August</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$490.71</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.41%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>54.05%</TD>
<TD background="" bgColor=#ccffcc height=21></TD>
<TD background="" bgColor=#ccffcc height=21></TD></TR>
<TR>
<TD align=left background="" bgColor=#ffffff height=21>September</TD>
<TD align=right background="" bgColor=#ffffff height=21>$730.71</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.61%</TD>
<TD align=right background="" bgColor=#ffffff height=21>61.90%</TD>
<TD background="" bgColor=#ffffff height=21></TD>
<TD background="" bgColor=#ffffff height=21></TD></TR>
<TR>
<TD align=left background="" bgColor=#ccffcc height=21>October</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$872.14</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.72%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.95%</TD>
<TD background="" bgColor=#ccffcc height=21></TD>
<TD background="" bgColor=#ccffcc height=21></TD></TR>
<TR>
<TD align=left background="" bgColor=#ffffff height=21>November</TD>
<TD align=right background="" bgColor=#ffffff height=21>$685.71</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.56%</TD>
<TD align=right background="" bgColor=#ffffff height=21>54.55%</TD>
<TD background="" bgColor=#ffffff height=21></TD>
<TD background="" bgColor=#ffffff height=21></TD></TR>
<TR>
<TD align=left background="" bgColor=#ccffcc height=21>December</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$660.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.54%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>52.78%</TD>
<TD background="" bgColor=#ccffcc height=21></TD>
<TD background="" bgColor=#ccffcc height=21></TD></TR></TBODY></TABLE>&nbsp; 
<TABLE cellSpacing=0 cellPadding=0 width="100%" border=0>
<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 cellSpacing=0 cols=6 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD class=titlesection align=middle width="25%"><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection align=right width="15%">
<P align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">%Profitable</A></P></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,195.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.22%</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.20</TD>
<TD align=right background="" bgColor=#ffffff height=21>9</TD>
<TD align=right background="" bgColor=#ffffff height=21>55.56%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$375.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.26%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.16</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9</TD>
<TD align=right background="" bgColor=#ccffcc height=21>44.44%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$2,955.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.10%</TD>
<TD align=right background="" bgColor=#ffffff height=21>5.48</TD>
<TD align=right background="" bgColor=#ffffff height=21>8</TD>
<TD align=right background="" bgColor=#ffffff height=21>62.50%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,155.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.30%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,300.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.96%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.89</TD>
<TD align=right background="" bgColor=#ffffff height=21>9</TD>
<TD align=right background="" bgColor=#ffffff height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,080.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.80%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.61</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9</TD>
<TD align=right background="" bgColor=#ccffcc height=21>55.56%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,815.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.36%</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.33</TD>
<TD align=right background="" bgColor=#ffffff height=21>7</TD>
<TD align=right background="" bgColor=#ffffff height=21>71.43%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($1,350.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(1.00%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.52</TD>
<TD align=right background="" bgColor=#ccffcc height=21>10</TD>
<TD align=right background="" bgColor=#ccffcc height=21>30.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,600.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.20%</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.64</TD>
<TD align=right background="" bgColor=#ffffff height=21>10</TD>
<TD align=right background="" bgColor=#ffffff height=21>70.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($5.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.00%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>7</TD>
<TD align=right background="" bgColor=#ccffcc height=21>42.86%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$2,295.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.76%</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.54</TD>
<TD align=right background="" bgColor=#ffffff height=21>9</TD>
<TD align=right background="" bgColor=#ffffff height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$860.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.66%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.88</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6</TD>
<TD align=right background="" bgColor=#ccffcc height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2007</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($805.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.62%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.59</TD>
<TD align=right background="" bgColor=#ffffff height=21>10</TD>
<TD align=right background="" bgColor=#ffffff height=21>30.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2007</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,615.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.25%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.73</TD>
<TD align=right background="" bgColor=#ccffcc height=21>11</TD>
<TD align=right background="" bgColor=#ccffcc height=21>54.55%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/1/2007</TD>
<TD align=right background="" bgColor=#ffffff height=21>$680.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.53%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.55</TD>
<TD align=right background="" bgColor=#ffffff height=21>13</TD>
<TD align=right background="" bgColor=#ffffff height=21>46.15%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2007</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$295.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.23%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.42</TD>
<TD align=right background="" bgColor=#ccffcc height=21>10</TD>
<TD align=right background="" bgColor=#ccffcc height=21>70.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/1/2007</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,250.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.99%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.68</TD>
<TD align=right background="" bgColor=#ffffff height=21>12</TD>
<TD align=right background="" bgColor=#ffffff height=21>58.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/1/2007</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($655.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.51%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.74</TD>
<TD align=right background="" bgColor=#ccffcc height=21>13</TD>
<TD align=right background="" bgColor=#ccffcc height=21>30.77%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2007</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($375.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.29%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.55</TD>
<TD align=right background="" bgColor=#ffffff height=21>8</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/1/2007</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$240.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.19%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.21</TD>
<TD align=right background="" bgColor=#ccffcc height=21>10</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/1/2007</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($620.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.48%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.56</TD>
<TD align=right background="" bgColor=#ffffff height=21>12</TD>
<TD align=right background="" bgColor=#ffffff height=21>41.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/1/2007</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,490.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.18%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.45</TD>
<TD align=right background="" bgColor=#ccffcc height=21>14</TD>
<TD align=right background="" bgColor=#ccffcc height=21>71.43%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/1/2007</TD>
<TD align=right background="" bgColor=#ffffff height=21>$370.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.29%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.04</TD>
<TD align=right background="" bgColor=#ffffff height=21>7</TD>
<TD align=right background="" bgColor=#ffffff height=21>42.86%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2007</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$285.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.23%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.23</TD>
<TD align=right background="" bgColor=#ccffcc height=21>10</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2006</TD>
<TD align=right background="" bgColor=#ffffff height=21>$220.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.17%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.46</TD>
<TD align=right background="" bgColor=#ffffff height=21>9</TD>
<TD align=right background="" bgColor=#ffffff height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2006</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,850.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.49%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.53</TD>
<TD align=right background="" bgColor=#ccffcc height=21>11</TD>
<TD align=right background="" bgColor=#ccffcc height=21>45.45%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/1/2006</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($1,060.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.85%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.43</TD>
<TD align=right background="" bgColor=#ffffff height=21>10</TD>
<TD align=right background="" bgColor=#ffffff height=21>40.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2006</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($225.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.18%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.81</TD>
<TD align=right background="" bgColor=#ccffcc height=21>11</TD>
<TD align=right background="" bgColor=#ccffcc height=21>54.55%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/1/2006</TD>
<TD align=right background="" bgColor=#ffffff height=21>$980.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.79%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.50</TD>
<TD align=right background="" bgColor=#ffffff height=21>16</TD>
<TD align=right background="" bgColor=#ffffff height=21>62.50%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/1/2006</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,040.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.84%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>7.93</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6</TD>
<TD align=right background="" bgColor=#ccffcc height=21>83.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2006</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,365.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.12%</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.07</TD>
<TD align=right background="" bgColor=#ffffff height=21>9</TD>
<TD align=right background="" bgColor=#ffffff height=21>88.89%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/1/2006</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($215.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.18%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.79</TD>
<TD align=right background="" bgColor=#ccffcc height=21>10</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/1/2006</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($390.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.32%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.37</TD>
<TD align=right background="" bgColor=#ffffff height=21>8</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/1/2006</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,490.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.23%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.10</TD>
<TD align=right background="" bgColor=#ccffcc height=21>11</TD>
<TD align=right background="" bgColor=#ccffcc height=21>63.64%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/1/2006</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,225.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.02%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.12</TD>
<TD align=right background="" bgColor=#ffffff height=21>11</TD>
<TD align=right background="" bgColor=#ffffff height=21>72.73%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2006</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$595.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.50%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.51</TD>
<TD align=right background="" bgColor=#ccffcc height=21>11</TD>
<TD align=right background="" bgColor=#ccffcc height=21>27.27%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2005</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,260.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.07%</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.82</TD>
<TD align=right background="" bgColor=#ffffff height=21>12</TD>
<TD align=right background="" bgColor=#ffffff height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2005</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$45.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.04%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.06</TD>
<TD align=right background="" bgColor=#ccffcc height=21>12</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/1/2005</TD>
<TD align=right background="" bgColor=#ffffff height=21>$260.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.22%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.31</TD>
<TD align=right background="" bgColor=#ffffff height=21>9</TD>
<TD align=right background="" bgColor=#ffffff height=21>44.44%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2005</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($875.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.74%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.27</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9</TD>
<TD align=right background="" bgColor=#ccffcc height=21>33.33%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE cellSpacing=0 cellPadding=0 width="100%" border=0>
<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 cellSpacing=0 cols=6 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD class=titlesection align=middle width="25%"><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection align=right width="15%">
<P align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">%Profitable</A></P></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2008 - Today</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,195.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.22%</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.20</TD>
<TD align=right background="" bgColor=#ffffff height=21>9</TD>
<TD align=right background="" bgColor=#ffffff height=21>55.56%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2008 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,570.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.49%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.18</TD>
<TD align=right background="" bgColor=#ccffcc height=21>17</TD>
<TD align=right background="" bgColor=#ccffcc height=21>47.06%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/1/2008 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$6,525.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.65%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.77</TD>
<TD align=right background="" bgColor=#ffffff height=21>24</TD>
<TD align=right background="" bgColor=#ffffff height=21>54.17%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2008 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$9,680.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>7.05%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.63</TD>
<TD align=right background="" bgColor=#ccffcc height=21>29</TD>
<TD align=right background="" bgColor=#ccffcc height=21>62.07%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/1/2008 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$10,980.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>8.07%</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.14</TD>
<TD align=right background="" bgColor=#ffffff height=21>38</TD>
<TD align=right background="" bgColor=#ffffff height=21>63.16%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/1/2008 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$12,060.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>8.94%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.75</TD>
<TD align=right background="" bgColor=#ccffcc height=21>47</TD>
<TD align=right background="" bgColor=#ccffcc height=21>61.70%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2008 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$13,875.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>10.42%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.81</TD>
<TD align=right background="" bgColor=#ffffff height=21>54</TD>
<TD align=right background="" bgColor=#ffffff height=21>62.96%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/1/2008 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$12,525.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9.31%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.22</TD>
<TD align=right background="" bgColor=#ccffcc height=21>63</TD>
<TD align=right background="" bgColor=#ccffcc height=21>58.73%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/1/2008 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$14,125.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>10.63%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.38</TD>
<TD align=right background="" bgColor=#ffffff height=21>72</TD>
<TD align=right background="" bgColor=#ffffff height=21>59.72%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/1/2008 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$14,120.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>10.63%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.22</TD>
<TD align=right background="" bgColor=#ccffcc height=21>79</TD>
<TD align=right background="" bgColor=#ccffcc height=21>58.23%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/1/2008 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$16,415.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>12.57%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.32</TD>
<TD align=right background="" bgColor=#ffffff height=21>88</TD>
<TD align=right background="" bgColor=#ffffff height=21>59.09%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2008 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$17,275.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>13.32%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.29</TD>
<TD align=right background="" bgColor=#ccffcc height=21>94</TD>
<TD align=right background="" bgColor=#ccffcc height=21>59.57%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2007 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$16,470.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>12.62%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.07</TD>
<TD align=right background="" bgColor=#ffffff height=21>104</TD>
<TD align=right background="" bgColor=#ffffff height=21>56.73%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2007 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$18,085.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>14.03%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.11</TD>
<TD align=right background="" bgColor=#ccffcc height=21>114</TD>
<TD align=right background="" bgColor=#ccffcc height=21>56.14%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/1/2007 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$18,765.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>14.63%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.09</TD>
<TD align=right background="" bgColor=#ffffff height=21>126</TD>
<TD align=right background="" bgColor=#ffffff height=21>55.56%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2007 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$19,060.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>14.90%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.06</TD>
<TD align=right background="" bgColor=#ccffcc height=21>136</TD>
<TD align=right background="" bgColor=#ccffcc height=21>56.62%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/1/2007 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$20,310.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>16.03%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.03</TD>
<TD align=right background="" bgColor=#ffffff height=21>147</TD>
<TD align=right background="" bgColor=#ffffff height=21>57.14%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/1/2007 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$19,655.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>15.44%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.88</TD>
<TD align=right background="" bgColor=#ccffcc height=21>159</TD>
<TD align=right background="" bgColor=#ccffcc height=21>54.72%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2007 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$19,280.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>15.10%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.84</TD>
<TD align=right background="" bgColor=#ffffff height=21>166</TD>
<TD align=right background="" bgColor=#ffffff height=21>54.22%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/1/2007 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$19,520.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>15.31%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.81</TD>
<TD align=right background="" bgColor=#ccffcc height=21>175</TD>
<TD align=right background="" bgColor=#ccffcc height=21>54.29%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/1/2007 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$18,900.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>14.76%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.74</TD>
<TD align=right background="" bgColor=#ffffff height=21>187</TD>
<TD align=right background="" bgColor=#ffffff height=21>53.48%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/1/2007 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$20,390.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>16.11%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.77</TD>
<TD align=right background="" bgColor=#ccffcc height=21>200</TD>
<TD align=right background="" bgColor=#ccffcc height=21>54.50%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/1/2007 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$20,760.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>16.45%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.77</TD>
<TD align=right background="" bgColor=#ffffff height=21>207</TD>
<TD align=right background="" bgColor=#ffffff height=21>54.11%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2007 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$21,045.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>16.71%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.75</TD>
<TD align=right background="" bgColor=#ccffcc height=21>217</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.92%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2006 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$21,265.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>16.91%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.74</TD>
<TD align=right background="" bgColor=#ffffff height=21>225</TD>
<TD align=right background="" bgColor=#ffffff height=21>54.22%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2006 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$23,115.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>18.66%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.79</TD>
<TD align=right background="" bgColor=#ccffcc height=21>236</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.81%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/1/2006 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$22,055.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>17.65%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.71</TD>
<TD align=right background="" bgColor=#ffffff height=21>245</TD>
<TD align=right background="" bgColor=#ffffff height=21>53.47%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2006 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$21,830.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>17.44%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.68</TD>
<TD align=right background="" bgColor=#ccffcc height=21>255</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/1/2006 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$22,810.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>18.37%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.67</TD>
<TD align=right background="" bgColor=#ffffff height=21>271</TD>
<TD align=right background="" bgColor=#ffffff height=21>53.87%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/1/2006 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$23,850.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>19.37%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.70</TD>
<TD align=right background="" bgColor=#ccffcc height=21>276</TD>
<TD align=right background="" bgColor=#ccffcc height=21>54.35%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2006 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$25,215.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>20.71%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.72</TD>
<TD align=right background="" bgColor=#ffffff height=21>285</TD>
<TD align=right background="" bgColor=#ffffff height=21>55.44%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/1/2006 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$25,000.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>20.49%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.70</TD>
<TD align=right background="" bgColor=#ccffcc height=21>295</TD>
<TD align=right background="" bgColor=#ccffcc height=21>55.25%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/1/2006 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$24,610.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>20.11%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.67</TD>
<TD align=right background="" bgColor=#ffffff height=21>302</TD>
<TD align=right background="" bgColor=#ffffff height=21>54.97%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/1/2006 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$26,100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>21.59%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.70</TD>
<TD align=right background="" bgColor=#ccffcc height=21>313</TD>
<TD align=right background="" bgColor=#ccffcc height=21>55.27%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/1/2006 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$27,325.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>22.83%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.72</TD>
<TD align=right background="" bgColor=#ffffff height=21>324</TD>
<TD align=right background="" bgColor=#ffffff height=21>55.86%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2006 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$27,920.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>23.45%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.72</TD>
<TD align=right background="" bgColor=#ccffcc height=21>334</TD>
<TD align=right background="" bgColor=#ccffcc height=21>55.09%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2005 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$29,180.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>24.77%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.74</TD>
<TD align=right background="" bgColor=#ffffff height=21>346</TD>
<TD align=right background="" bgColor=#ffffff height=21>55.49%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2005 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$29,225.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>24.82%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.73</TD>
<TD align=right background="" bgColor=#ccffcc height=21>358</TD>
<TD align=right background="" bgColor=#ccffcc height=21>55.31%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/1/2005 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$29,485.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>25.09%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.72</TD>
<TD align=right background="" bgColor=#ffffff height=21>366</TD>
<TD align=right background="" bgColor=#ffffff height=21>54.92%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2005 - 12/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$28,610.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>24.17%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.68</TD>
<TD align=right background="" bgColor=#ccffcc height=21>374</TD>
<TD align=right background="" bgColor=#ccffcc height=21>54.55%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
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<TD><SPAN class=Header id=FooterInfo>Created by TradeStation: 12/23/2008 5:38:27 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

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<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN class=Header id=HeaderInfo>!Lines, @NQ.D, 30 min, 3/7/2002 9:00:00 AM - 12/23/2008 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
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<TD class=title width=637>TradeStation Periodical Returns: Weekly</TD></TR></TBODY></TABLE>&nbsp; 
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<TR>
<TD class=titlesection><A class=helpLink onclick="return HelpTip('mark_to_market_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridPeriods cellSpacing=0 cols=6 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD class=titlesection align=middle width="25%"><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection align=right width="12%"><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection align=right width="18%"><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection align=right width="14%"><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection align=right width="16%"><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$125.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.09%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.31</TD>
<TD align=right background="" bgColor=#ffffff height=21>3</TD>
<TD align=right background="" bgColor=#ffffff height=21>33.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/7/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,015.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.70%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>8.25</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3</TD>
<TD align=right background="" bgColor=#ccffcc height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/30/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$2,055.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.43%</TD>
<TD align=right background="" bgColor=#ffffff height=21>28.40</TD>
<TD align=right background="" bgColor=#ffffff height=21>4</TD>
<TD align=right background="" bgColor=#ffffff height=21>75.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/16/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($2,200.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(1.51%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>3</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/2/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$2,575.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.80%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>20.07</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4</TD>
<TD align=right background="" bgColor=#ccffcc height=21>75.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/26/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$515.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.36%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.11</TD>
<TD align=right background="" bgColor=#ffffff height=21>3</TD>
<TD align=right background="" bgColor=#ffffff height=21>33.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$545.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.38%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.91</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/12/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$570.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.40%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/28/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,835.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.31%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>9/21/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,955.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.42%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$630.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.46%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>9/7/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$60.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.04%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.14</TD>
<TD align=right background="" bgColor=#ffffff height=21>2</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>8/24/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,010.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.74%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/17/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$45.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.03%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>8/10/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($675.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.49%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.24</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3</TD>
<TD align=right background="" bgColor=#ccffcc height=21>33.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/3/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$495.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.36%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.88</TD>
<TD align=right background="" bgColor=#ffffff height=21>4</TD>
<TD align=right background="" bgColor=#ffffff height=21>75.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/27/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$105.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.08%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.33</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>7/20/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$635.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.47%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/13/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$440.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.33%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.04</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>7/6/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($430.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.32%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.58</TD>
<TD align=right background="" bgColor=#ffffff height=21>2</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>6/29/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$755.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.56%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/22/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$380.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.28%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.23</TD>
<TD align=right background="" bgColor=#ffffff height=21>2</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>6/15/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$960.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.72%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$475.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.36%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.01</TD>
<TD align=right background="" bgColor=#ffffff height=21>3</TD>
<TD align=right background="" bgColor=#ffffff height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/25/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($395.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.30%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>5/18/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$375.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.28%</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/11/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($1,160.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.86%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>5/4/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,135.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.85%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>3</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>4/27/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($815.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.61%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/20/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($120.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.09%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.56</TD>
<TD align=right background="" bgColor=#ffffff height=21>3</TD>
<TD align=right background="" bgColor=#ffffff height=21>33.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>4/13/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$235.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.18%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.13</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3</TD>
<TD align=right background="" bgColor=#ccffcc height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/6/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,095.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.82%</TD>
<TD align=right background="" bgColor=#ffffff height=21>13.88</TD>
<TD align=right background="" bgColor=#ffffff height=21>3</TD>
<TD align=right background="" bgColor=#ffffff height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/30/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($100.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.08%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.57</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>3/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($1,245.00)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.93%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.06</TD>
<TD align=right background="" bgColor=#ffffff height=21>4</TD>
<TD align=right background="" bgColor=#ffffff height=21>25.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/16/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($20.00)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.01%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>3/9/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,260.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.95%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>2/24/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$960.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.73%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/17/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,010.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.77%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>2/10/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$685.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.53%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.26</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5</TD>
<TD align=right background="" bgColor=#ccffcc height=21>60.00%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE cellSpacing=0 cellPadding=0 width="100%" border=0>
<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 cellSpacing=0 cols=6 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD class=titlesection align=middle width="25%"><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection align=right width="15%"><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection align=right width="12%"><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection align=right width="18%"><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection align=right width="14%"><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection align=right width="16%"><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/14/2008 - Today</TD>
<TD align=right background="" bgColor=#ffffff height=21>$125.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.09%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.31</TD>
<TD align=right background="" bgColor=#ffffff height=21>3</TD>
<TD align=right background="" bgColor=#ffffff height=21>33.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>12/7/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,140.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.78%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.11</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/30/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,195.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.22%</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.20</TD>
<TD align=right background="" bgColor=#ffffff height=21>9</TD>
<TD align=right background="" bgColor=#ffffff height=21>55.56%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/23/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,195.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.22%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.66</TD>
<TD align=right background="" bgColor=#ccffcc height=21>10</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/16/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$995.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.00%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.34</TD>
<TD align=right background="" bgColor=#ffffff height=21>13</TD>
<TD align=right background="" bgColor=#ffffff height=21>38.46%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/9/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$995.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.68%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.34</TD>
<TD align=right background="" bgColor=#ccffcc height=21>13</TD>
<TD align=right background="" bgColor=#ccffcc height=21>38.46%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>11/2/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,570.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.49%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.18</TD>
<TD align=right background="" bgColor=#ffffff height=21>17</TD>
<TD align=right background="" bgColor=#ffffff height=21>47.06%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>10/26/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$4,085.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.86%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.17</TD>
<TD align=right background="" bgColor=#ccffcc height=21>19</TD>
<TD align=right background="" bgColor=#ccffcc height=21>47.37%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/19/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$4,630.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.25%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.23</TD>
<TD align=right background="" bgColor=#ffffff height=21>21</TD>
<TD align=right background="" bgColor=#ffffff height=21>47.62%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>10/12/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$5,200.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.20%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.41</TD>
<TD align=right background="" bgColor=#ccffcc height=21>22</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/5/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$5,200.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.67%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.41</TD>
<TD align=right background="" bgColor=#ffffff height=21>22</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/28/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$7,035.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.03%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.91</TD>
<TD align=right background="" bgColor=#ccffcc height=21>25</TD>
<TD align=right background="" bgColor=#ccffcc height=21>56.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>9/21/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$8,990.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.51%</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.44</TD>
<TD align=right background="" bgColor=#ffffff height=21>27</TD>
<TD align=right background="" bgColor=#ffffff height=21>59.26%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/14/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$9,620.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>7.00%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.61</TD>
<TD align=right background="" bgColor=#ccffcc height=21>28</TD>
<TD align=right background="" bgColor=#ccffcc height=21>60.71%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>9/7/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$9,680.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>9.68%</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.63</TD>
<TD align=right background="" bgColor=#ffffff height=21>29</TD>
<TD align=right background="" bgColor=#ffffff height=21>62.07%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>8/31/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$9,680.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>7.05%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.63</TD>
<TD align=right background="" bgColor=#ccffcc height=21>29</TD>
<TD align=right background="" bgColor=#ccffcc height=21>62.07%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/24/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$10,690.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>7.84%</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.90</TD>
<TD align=right background="" bgColor=#ffffff height=21>31</TD>
<TD align=right background="" bgColor=#ffffff height=21>64.52%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>8/17/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$10,735.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>7.88%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.92</TD>
<TD align=right background="" bgColor=#ccffcc height=21>31</TD>
<TD align=right background="" bgColor=#ccffcc height=21>64.52%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/10/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$10,060.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>7.35%</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.20</TD>
<TD align=right background="" bgColor=#ffffff height=21>34</TD>
<TD align=right background="" bgColor=#ffffff height=21>61.76%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>8/3/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$10,555.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>7.74%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.06</TD>
<TD align=right background="" bgColor=#ccffcc height=21>38</TD>
<TD align=right background="" bgColor=#ccffcc height=21>63.16%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>7/27/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$10,660.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>7.82%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.95</TD>
<TD align=right background="" bgColor=#ffffff height=21>39</TD>
<TD align=right background="" bgColor=#ffffff height=21>61.54%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/20/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$11,295.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>8.32%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.07</TD>
<TD align=right background="" bgColor=#ccffcc height=21>40</TD>
<TD align=right background="" bgColor=#ccffcc height=21>62.50%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>7/13/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$11,735.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>8.68%</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>44</TD>
<TD align=right background="" bgColor=#ffffff height=21>61.36%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/6/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$11,305.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>8.33%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.64</TD>
<TD align=right background="" bgColor=#ccffcc height=21>46</TD>
<TD align=right background="" bgColor=#ccffcc height=21>60.87%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/29/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$12,060.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>8.94%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.75</TD>
<TD align=right background="" bgColor=#ffffff height=21>47</TD>
<TD align=right background="" bgColor=#ffffff height=21>61.70%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>6/22/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$12,440.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9.25%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.73</TD>
<TD align=right background="" bgColor=#ccffcc height=21>49</TD>
<TD align=right background="" bgColor=#ccffcc height=21>61.22%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/15/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$13,400.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>13.40%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.86</TD>
<TD align=right background="" bgColor=#ffffff height=21>51</TD>
<TD align=right background="" bgColor=#ffffff height=21>62.75%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>6/8/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$13,400.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>10.03%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.86</TD>
<TD align=right background="" bgColor=#ccffcc height=21>51</TD>
<TD align=right background="" bgColor=#ccffcc height=21>62.75%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$13,875.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>10.42%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.81</TD>
<TD align=right background="" bgColor=#ffffff height=21>54</TD>
<TD align=right background="" bgColor=#ffffff height=21>62.96%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/25/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$13,480.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>10.10%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.71</TD>
<TD align=right background="" bgColor=#ccffcc height=21>55</TD>
<TD align=right background="" bgColor=#ccffcc height=21>61.82%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>5/18/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$13,855.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>10.41%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.74</TD>
<TD align=right background="" bgColor=#ffffff height=21>57</TD>
<TD align=right background="" bgColor=#ffffff height=21>61.40%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/11/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$12,695.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9.45%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.39</TD>
<TD align=right background="" bgColor=#ccffcc height=21>59</TD>
<TD align=right background="" bgColor=#ccffcc height=21>59.32%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>5/4/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$13,830.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>10.39%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.52</TD>
<TD align=right background="" bgColor=#ffffff height=21>62</TD>
<TD align=right background="" bgColor=#ffffff height=21>61.29%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>4/27/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$13,015.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9.71%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.33</TD>
<TD align=right background="" bgColor=#ccffcc height=21>64</TD>
<TD align=right background="" bgColor=#ccffcc height=21>57.81%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/20/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$12,895.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>9.62%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.28</TD>
<TD align=right background="" bgColor=#ffffff height=21>67</TD>
<TD align=right background="" bgColor=#ffffff height=21>56.72%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>4/13/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$13,130.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9.81%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.31</TD>
<TD align=right background="" bgColor=#ccffcc height=21>69</TD>
<TD align=right background="" bgColor=#ccffcc height=21>57.97%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/6/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$14,225.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>10.71%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.41</TD>
<TD align=right background="" bgColor=#ffffff height=21>71</TD>
<TD align=right background="" bgColor=#ffffff height=21>59.15%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/30/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$14,125.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>10.63%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.38</TD>
<TD align=right background="" bgColor=#ccffcc height=21>72</TD>
<TD align=right background="" bgColor=#ccffcc height=21>59.72%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>3/23/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$12,880.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>9.60%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.12</TD>
<TD align=right background="" bgColor=#ffffff height=21>76</TD>
<TD align=right background="" bgColor=#ffffff height=21>57.89%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/16/2008 - 12/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$12,860.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9.59%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.11</TD>
<TD align=right background="" bgColor=#ccffcc height=21>77</TD>
<TD align=right background="" bgColor=#ccffcc height=21>57.14%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE class=hiddentable id=hftable>
<TBODY>
<TR>
<TD><SPAN class=Header id=FooterInfo>Created by TradeStation: 12/23/2008 5:38:27 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
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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
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fGgxVHV3QQFA0T9oaHTFYkxREa9RWA0OmKxJiiMTAUBCNDmI2L/Cp3MC4EzQzdAiiUs0B8xRjCZjZlmFqAWELTgQs0G9KhASQ35jWmX8IrID23ol1LICddltR0OCURgwqWkHLE07QRKV4oT+RotSV3NAo3nDuTAtAoMAHzTmqIWFW4wSdvbrQLQdBc9lRm2QtTZJzLT9mdExMC5G72LInnQDuvwkSy3FCVtTBh/YabURfwiMhMGrLcApgcgKDrnQSQhlZG9bvb/PaotuCsbFpodQIdtd80aKs9p9ljDvWa2IEqQehZGlqGSTMBYQoXiirQEK5SRuh7t6WQ4ohlsEq80QDJUixtQ4mu6M183OlvYKVyYUGVmRQiCVqJSBqLnsqOGi1wyBtn70YiBRGgm5K1LjKskBiUGQiSclJxwGWBkhogutT5ExgjOUaxMUqr2LwH4GlaQjKJyQbi2tD3i0Qf8AQfFH8uJgpyH/ADPKjuJLtUx+/wAMAgAQYIOdAAAACABlQCABBgg50OiKwBD/ACWQ1pFQAAAAgAZf4EAQA5z6QACSAA5O/wD8HtKEyCDpnQQ4gQR5EjYq5zFatXGsPty7V4OhNmsnSriCMu8t0+KM01cciR+lebU82p5tTzanm1PNqebU82p5tTzanm1PNqebU82p5tTzanm1PNqebU82p5tTzanm1PNqebU82p5tTzanm1PNqebU82p5tTzanm1PNqebU82p5tTzanm1PNqebU82p5tTzanm1PNqebU82p5tRgdyPK9Y71rxRSQYzWeMSTYGH9YrhgktLrjME2FB/WOKTDObzxRSQYzWeORzLmWo+MXZtPWd614iUIBPLG5BHniJEQCmQzxuAR54wWJBHPEShAJ5YwWTBC+cDLI/cHw7Np6zvWvEWpAcxjlpC5YmZgDkxjlJC5Yw1IHkMRakBzGMNlkbRxKCUmh7P6qETCiNJXDs2nqyREApkM6eOxUz0OKKSDGazxiSbAw/rFcMElpdcZgmwoP6xxSYZzeeKKSDGazxyOZcy1HxxPoEAOYfSux14dm09Z3rXiJQgE8sbkEeeIkRAKZDPG4BHnjBYkEc8RKEAnljBZMEL54juJErSq7HXh2bT1neteItSA5jHLSFyxMzAHJjHKSFyxhqQPIYi1IDmMYbLI2jj2bWux14dm09Z3rXiikgxms8YkmwMP6xXDBJaXXGYJsKD+scUmGc3niikgxms8cjmXMtR8cIRbk1XDsdeHZtPUZ1GTIZjaKJpDNokSIibtMqUN0EQbmcdWdFYgREMEXnGho4A4ISwNRAEAkBwN6RmDEqp8Q2XAV6IAgEgOBvSMwYlUATghcsRr7UQBAJAcDekZgxKqfENlwFeiAIBIDgb0jMGJVT4hsuAr0odDsTnt8UjMGJVT4hsuAr0QBAJAcDekZgxKqfENlwFehjqTbNspGYMSqnxDZcBXogCASA4G9IzBiVU+IbLgK9EAQCQHA3pd1M7d/VT4hsuAr0QBAJAcDekZgxKqfENlwFeiAIBIDgb0jMGJVAhGQwySMqIAgEgOBvSMwYlVPiGy4CvRAEAkBwN6RmDEqgCcELliNfaiAIBIDgb0jMGJVT4hsuAr0QBAJAcDekZgxKqfENlwFelazEHscd5UjMGJVFsCmDW374djrU+IbLgK9CACQGAby9OEFgRFDUIqQHU59iiaQzapkmJi7XKlDdBAC5nPVlQZZCwIPc6mu9a8RakBzGOWkLliZmAOTGOUkLljDUgeQxFqQHMYw2WRtHDvtnDsdeHZtPWd614opIMZrPGJJsDD+sVwwSWl1xmCbCg/rHFJhnN54opIMZrPHI5lzLUfHAIBQIH5P1w7HXh2bT1neteIlCATyxuQR54iREApkM8bgEeeMFiQRzxEoQCeWMFkwQvngpFPDcfZ+3DsdeHZtPWd614i1IDmMctIXLEzMAcmMcpIXLGGpA8hiLUgOYxhssjaKWKAN2RL+8ex14dm09WDCc6FUoTK6nPriikgxms8YkmwMP6xXDBJaXXGYJsKD+scUmGc3niikgxms8SMwYlUHAY5Tdl7XHvSmRAc3Rf7/XHsdeHZtPWd614iUIBPLG5BHniJEQCmQzxuAR54wWJBHPEShAJ5YkeROGYH9UOskgurA/1g7HXh2bT1neteItSA5jHLSFyxMzAHJjHKSFyxhqQPIYi1IDmMRliDhtH1h7HXh2bT1neteKKSDGazxiSbAw/rFcMElpdcZgmwoP6xxSYZzeeKKSDGazwJ4CKidcqYMRKQyuNEIQkmSTnh7HXh2bT06ZApk/itMkuEC2/JujVq41h9uXavB0Js1k6VcQRl3lunxQyDmwtLb0WwiN4qWkLlV/UIqNqLYRG8VLSFypJJHJFvmi2ERvFS0hcqv6hFRtRbCI3ipaQuVX9Qio2rJEAXJzqWkLlV/UIqNqLYRG8VLSFyq/qEVG1KDkrjM1LSFyq/qEVG1FsIjeKlpC5Vf1CKjai2ERvFZGj27+qv6hFRtRbCI3ipaQuVX9Qio2othEbxUtIXKg5WEkx7Z0WwiN4qWkLlV/UIqNqLYRG8VLSFypJJHJFvmi2ERvFS0hcqv6hFRtS4CwNz/wUV05CDp+gPnF2OtX9Qio2p4CMyN3rO9a8RakBzGOWkLliZmAOTGOUkLljDUgeQwGrYmuaoDUlgDIomUhAQ7uCMwYlVI1AhpCT/h2OvDs2npRkLGA3cypy7FSHBewxoYX7/WLvWvFFJBjNZ4xJNgYf1iuGCS0uuMwTYUH9Y4pMM5vPApizIsh5FKYxQRMEC51ohMzIGif6odLGHoopAZMfcRfzRMDQJIHPx/h2OvDs2npW8AElRspQgNrEZmAr4u9a8RKEAnljcgjzxEiIBTIZ43AI88YLEgjnwXzBBm5oA0dzi7rW1DpQQCAXFA2E7ZD5f8Al2OvDs2mKCqMAGgcxvXhagQgDIIE6eFq8LV4WoFJAIoMRp4WpRwBEEM6BtjS4IopgDYnPlQxCDZRoTHsPfCTCcaB0oRC6jPriLUgOYxy0hcsTMwByYxykhcsS+YIM3NAVWGDa/8Az2oRc76MlRREEw0yv1TMxRlf7djrw7Npi+P4RIEcsJCP0dpoQ1AAViuSfg6Km50QSNDZfuT8Um7csQ3bkUbKMGIAFswjs++Hc9ccgSyBNFfNGsQDAXLhS7W+LvWvFFJBjNZ4xJNgYf1iuGCS0uuMwTYUH9YigZYbgi/TgRGYgfoOx14dm0xSk0YHV4FSwmzJ0shrSLD3PXHA4hEo8jRM5Y+0Lydfk4u9a8RKEAnljcgjzxEiIBTIZ43AI88BOoLAmTV8QjLPL59H2OvDs2mK/wAK+Z/Q4A9wwpfkoeEWQRKJ6LPMjlQJIQKAC5EN2fmojrBKg3zfCg0bKQWgOU4+c1QpoRnzoBtiyQI0Gwxd614i1IDmMctIXLEzMAcmMcpIXLiUFAZNBawg4LP+CnlhX4vb29H2OvDs2mJBm22tfmR/KKjkDwBNKwOcwl+hUwrC7MZ86UXclcwNtLRpUQINnzL6ewoQIAAAAZT/AIyYTjQOkBYEVBm+6yOeVFBLwDszET7GztRQkQE0EhvfI+1OBSJRY8uRrvWvFFJBjNZ4xJNgYf1iuGCS0uuMwTYUH9cRvK+wB+vh6XsdeHZtMR6ZrkJNeBV4FXgVeBV4FXgVeBU8lrwP/FmQE5M1zZQqBCtAD3+6KsZ0uclGvstRWRQF55H9ZVDOyyiD23oYAYAS4NRAkEgFSNqRkDMOp8w2FBd6IEgkAqRtSMgZh0ASLhBneiBIJAKkbUjIGYdT5hsKC70QJBIBUjakZAzDqfMNhQXekDPWBd9ukZAzDqfMNhQXeiBIJAKkbUjIGYdT5hsKC70IV1IDOkZAzDqfMNhQXeiBIJAKkbUjIGYdT5hsKC70QJBIBUjakA15E/T5oBAEi1t6EAlfI331oOQIWa3pex1qfMNhQXehEhAKINpes71rxFqQHMY5aQuWJmYA5MUXnMQDe3etKbZAuIG+dGRBmAGF/wBUUFgYNW5rYSSW76UQkicgRF3fSgGAqOYk19jV04GQZB/hoz+aG4G3t6bsdeHZtPWd614opIMZrPGJJsDD+sTdjkAEJNGeL0lrbiWxByCYHYvvQIGgX8y3TK7Xqex14dm09Z3rXiJQgE8sbkEeeEMWRfqoJRAg55/31/Y68OzaerBkAS2Yyp47FRPQYi1IDmMctIXLhnhEVRiQiBuaR0FH8lrSPT3og1yC9Zt+Adjrw7Np6zvWvFFJBjNZ4xJNgYf1T4m6AakmPQ+FFBRGDwIQhJMknP8AAdjrw7Np6zvWvEShAJ5YSgoDJpgyME5Xv7fNMSg8Fm4n2KoxGYeyiGmjAaD8H2OvDs2nrO9a+KPzQz7/AFSMwYlcAsEAebNqJ3BAxAuedM1rMcyPo8B8romonTpiRY+Qaj9gp5Z0RGZiX4XsdeHZtPTszAHJijtApBIGschTDSkSZBnWy9PJF8wgWLZKEmQAAOZOovQUcgZsLy21FsIDeaIdLKXOb0CHM4TCHkUlIFImzYj3FZjIxMnX6piTe5K4PsAwTlP/AE1f1CDjarARyeX4jsdav6hBxtTwAZk7vUFBA5JCDnRNM/aCgIxAUFJNLCboFXetfAkYBCHBN3802IBcCdIIDd5fr24kAQgiQRlRoJKEenxWXgKDlH4jsdeHZtPWd618APEXNo+v8C7CAbAfiOx14dm09Z3rXT9ECwQuaAQAgkBGc/kOx14dm09WTCcaB0oRC6jPrQ6ggx23H5HsdeHZtPWd610SYUEV0fkex14dm09YDdQ8T/tQinJo/wAj2OvDs2nrDTCgy/JHY68OzaeqKCgMmnApEoseXI0EigQe4/f5LsdeHZtPVSinNo6hnZZRB7b0NV8TI614FXgVBy/ACVdzXgVeBUNV8DA614FXgVeBVCnEws14FXgVBy/ACVdzXgVeBUUNbOBmM68CrwKoU4mFivAq8Crw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

--==TSBoundary-SPR
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<html><body><BR><BR>Trade Graphs - Total Efficiency<BR>
<p><img src="cid:images\7.0.jpg"></p>
<BR><BR>Trade Graphs - Entry Efficiency<BR>
<p><img src="cid:images\7.1.jpg"></p>
<BR><BR>Trade Graphs - Exit Efficiency<BR>
<p><img src="cid:images\7.2.jpg"></p>
<BR><BR>Trade Graphs - Total Trades<BR>
<p><img src="cid:images\7.3.jpg"></p>
<BR><BR>Trade Graphs - Winning Trades<BR>
<p><img src="cid:images\7.4.jpg"></p>
<BR><BR>Trade Graphs - Losing Trades<BR>
<p><img src="cid:images\7.5.jpg"></p>
<BR><BR>Trade Graphs - DrawDown<BR>
<p><img src="cid:images\7.6.jpg"></p>
<BR><BR>Trade Graphs - DrawDown P/L<BR>
<p><img src="cid:images\7.7.jpg"></p>
<BR><BR>Trade Graphs - Maximum Adverse Excursion<BR>
<p><img src="cid:images\7.8.jpg"></p>
<BR><BR>Trade Graphs - Maximum Adverse Excursion Percent<BR>
<p><img src="cid:images\7.9.jpg"></p>
<BR><BR>Trade Graphs - Run-up<BR>
<p><img src="cid:images\7.10.jpg"></p>
<BR><BR>Trade Graphs - Run-up P/L<BR>
<p><img src="cid:images\7.11.jpg"></p>
<BR><BR>Trade Graphs - Maximum Favorable Excursion<BR>
<p><img src="cid:images\7.12.jpg"></p>
<BR><BR>Trade Graphs - Maximum Favorable Excursion Percent<BR>
<p><img src="cid:images\7.13.jpg"></p>
</body></html>

--==TSBoundary-SPR
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IX4WopYUIBQqFXfmJpE/Katooqeq28yYD9ozAmhxMGxscTIAUsMAxAaWSd5uRjO5doWPxuJ9QJpuV54hwDEGIEYbQabrx5NSpgv2lVMV+0xEIB5mI+0ArjpiLuUIVBlD+Mf/xAA8EAABAgIFCQYFBAIDAQEAAAABABECIQMQEiAxIjIzQVFhcZLhE1BygZHBMEBiodFCUrHwI0MEYIDxov/aAAgBAQAGPwL/AK0CIgXwVkRAkanqAcOcK2hpISdxqeIgDfcy4hDxKGUMrDerVuGztdPEQBvTwxA8EcoZOM8E8JBG6ohw4xU0coZOM8FaEQbarXaQttdWrQba6tW4bO108RAG9DKGVhPFPFEBxVm0LWyoBw5wRAiBbFMIgTxVoRAga3Ryhk4zwTwkEbkTaDDGaeEgjcrVuGztdSIPc8eRKiitQfaQUrbmjeT42v5RgHaWO0h1nDXNMO0YGkbHZJZNudEMf3OqYPFZDNaf3X/LIBnCLPoqOz2jkZUziyjtikJMMNkAHzUzHpNkrP8ACyrZE3Jl09FgLO11S59v6Pt9mVH2ZMiZ7JDFUcUdGYobJFlsJrsrMUUVl8N+Cpo2IhiZnDKk7OiIFhmZmmv+QWIMUURh2r/boXxOcp9pOKB8RqmqPtHsCliAtfZZdEYhDRsQ31KOGycqKKKetU0UMETmGECW5dnRwkiCH3/+qMdmf8kcTRWc0KhsAkQRQneygFmK2YWZvq+ycQ0hnGJ8NW5QiwcaM+gmsBZ2uqKkAJxc7JKOOGCKjNmxDDZZlojDDA7Q2c72VI0BEMcUOIaWxRDszKjb/wDSpAXFqIzwPFRwmGMQdtgBqQFN2gJgnsx/lUUqQRQ2mAh16lNtGLQ2HutimhhA4X8uERcQmHwJ/wDigdpZOwRLOEVJahsnWRLqoGbNHa+ox+6j7IgQ2snYoYrUEw+b1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVTpaPl6rSUfJ1WfBydVBaihIiLSh3dx0fhF2d7feldLyF7feLXS8hXIIA1UXi9j3FkgE71A4GaPltvyO29ReL2PcdH4Rdl8Sd2XyMr1F4vY/Pw2Wzg/qsSwiA3KA2tIH4TH5UYnHZLb1R5JwFeB4VTlNYHhXgeFR2rA8K8DwqLbVgeFeB4KeDY1YHhXgeCHCrA8K8DwRbzqwPCty42zwrwPCuh1ZXsfn5q0sPvgpKj8I+W2/I7b1F4vY9xPPyCgxzRquy+JO7L5GV6i8Xse46Pwi7O9vvSul5C9vvFrpeQvUXi9j8+JEuWVgNL6poGznB4Z/3aorbQ2SxnJUeUMAE1TuGTKU07hk1TuGTIjYncMmqdwyZcE7hk1TuGW/ZU7hk1TuGTVO4ZNU7hk1TuGTVWsfdNU7hk1VCR+72Pz7bwUcrJJERDf3YgLWaGhl/diLlyS5VH4Rdl8Sd2XyMr1F4vY9x0fhF2d7feldLyF7feLXS8hWeCEzVReL2PcTRAEb1AwAeEfLbfkdt6i8XsfnxaLOWQBM4sFj9sVJQH6AgJXJfEndl8jK9ReL2Pz4YTcfyoYwQz7MJKAWdGG4zH4UdoEWi+M1AJzhGtOBU0/VOpnXtTT9U9TT9U6M58U0/VPU0/VOixee1NP1T1NP1TktLbU0/VPU0/Vb6mn6p6mn6oz+6GUcU0/VPUxJA4p6gA5RJBqoR9Xse46Pwj5bb8jtvUXi9j3FiRvCgmTki7L4k7svkZXqLxex7jo/CLs72+9K6XkL2+8Wul5C9ReL2Pz8Jcyih/lAPCKRxN58FAzZo7X1GP3VJYzbWS3knwB1lZ0KxWIerasQ9eIeorEPXiHqmsQ9eIde1WIevEOt1WIevEOt1WIevaaiUAwfbXQv+72PcdE2wfwsEAa5fEndl8jKpk866Lxex+dOVBAB+5TY/UNdzJAJ3qBwM0XZ1uVKrfeldLyF7feLXAJIvIVS2oua6LxexuwCFsotMblnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVZ8HJ1WfBydVnwcnVRQxkFgDINfJpIzBrzmeSaEmIfu23aPwj4DOjN/i7appx8XBbb1F4vY3aLxexvURiIAta+BX+OOGy0p535Ui8TxZDcWQHahjFjDPUdypAYmySBLOxvx+Ee99gY8PxuQd33oMNY/lHCyIhC394qEyyw43YflRW/0lpBUeOAGCap5+iZSTz9E1Tz9EyKefomqefomqefomqefomGNQLkeSs1PP0refomqefpW8/RNU4/hNVj9k1VCfq9jdovF7H4Fqb7z8GPwj3vw4kbISxWUmO107nFyFiZZv0ozJJxJVH4Rdne33pXS8he33jPimBuF5CsmVdF4vY3aLxexrIlcMWyaicZAefD+/ZZUJJhziMB/WURskYseCLgiGc+CMNkgjaozSEEQlsmHh+UIInBKBYiGy89eCBAJm2pRH6Ife/OEtCbLiJjNuiafmbjxEAb1AxBaEKacKSL3ZIv8Tb8BibkQQMqpFAsTJYeVRUwcK6Lxexu0Xi9jXhcYoQbFGJ5YY/f8qzPEn1f8psZk+r/AJUUUZmd7o4ziEX99E7nEFt6xikGG5NbiUQ+iH3vvFRwk7wmhAA3XaPwhM2CZ1NSCxA4okTTNVNSF+d2XwCZICp2Rr/SapV5wrovF7G7R2cbUn4Ff6fuv9P3X+n7r/T91/p+6FrHWycqLF4hk2g01kQ4lg6LiECGFz9/wuzIAif879yeGEFplsMT+LsfhHv8JmOLErAzzfqRkQRiCqPwhPO55qIRa04e5vvSrmnCLyF0ZJxW+6xRY1iSkorZl6VZxQiaVdF4vY3aIxEAWtfArSwcy0sHMtLBzLSwcy0sHMtLBzJjSUfqtJR+qsmOjbY4UqSjHmFZFJRwjcyDx0ZabkhaWDmWlg5lpYOZaWDmUZhiByRh5/CtSxBtaxu/u1QiWQGG/D8KLtADaLtioIckSDjenqZgyc+qyWPBMwZPUzBk6MvNMwZYCVTMGToxAMVZMIYJ1sTGc3Ts5qZgyepmDLDzqZgyepmDLDCpmDJ1gFm+SBZ09kBMwZPVQgfu9j3HDFqM04qxCMLeaf4GFxopqQuSqPBCZ+KGW1C0Vkl7lF4vY9xNPyKg8IUGE0ThwW0oO7oAm9vvSul5C9vrMihwqyTN5ovXNOR91JTuUXi9j3BZtC1sRyhk4zwRihIO8ID9IWGClekRfmRf2/EmFIXNqPBCZuUXi9j3BFjOIFmlqVFkn/HCLUt4/CpMYbRlLcFBOZALrOqxPGrFYnipeiymEtqGV51F4xwQY+axqDTkg/opl1ieNeJ4oMFPasTxQyTjU2KmjGJowzwxTzCHFYnisasTxrYRT2oEEhFysTxrodeV7HuODwhTJwuWW+6BqkFZMOCBRZTGATdmLkqxlHFTRLy9E7IyZGZQ4LKWS3qrBTh7ha4UbURZttTlSKAlVReL2PcWSQDvUDkZoqcqVTzTVvNMmdMnnVLajai9boZHXwQBJUkUXJMlZs4oEioCV0TqzgjknFFSUO9DesKqLxex7jo/CEzIObKLRPVKsMiDVPFAmogFBBkMk43ZV4alYeSedREk7a0VMnCoTWAUM2euSwKyphAgV0Xi9j3BAMoB2wxkqLKP+SEWp7x+VSCGdmKTncFRyGA1qaAhGCMLVM+uSAs1MU4x41ZbLJZMymA6As1HjtUMgpsmZAhTzWmXqwDrcs0KbWkOG1RRGFMAKiCECyLec0SR900peaETSqMLBcQs5YatSh4VUL/u9j3CckZWMsU0IAG5ULH9KntqedW3gnicNWGKzih6Iun1rgpO4WUPRSU0wTzW4LWU6GUca32rDBWWKkKrRiZMC7VTKtYqyIcECZOjE1quRQc5VVF4vY9xYE7goT2lNDL9y01L5xLSUg4FBqal5k5pqXmTdtT8y01NzLTU3Mie2puZaWk5laNJSk8UHipR5rTU3MtNTcy01NzLTUnqtLSeqIFLSeqftqbmRy6T1WnpuZSpKU+anHSBD/LS8yftabnWmpuZaam5lOlpeZMKakbitNSeRWmpuZaam5lKlpTxiRekpBwiWnpeZSpY/OJaal8olpaXmQHaUnmVpqQea01NzLTU3Mp0tLzJ7T8TVReL2PccG2wEzKRQEU4uCNmXCrKi9UHiKfUv0rYpH7qZWcLmTFNM6JAQUicFlHiXU00JUOVNT2rOCmfvUSmZYoZJxRZeaiqd0xMtuFREk4rovF7HuAYM7NrUJllhxuw/Kit/pLSQ3ABOXMkwT/ysqSk5VrUUNwUQ3IEowgzKciQUigymnE1ZlNOdVTB6sCpTTTVpvssmFQhjKsLXPcnDu1UhJASTIx6kLIKntTsSmWTCVPamqoT9Xse4LduLhJYmWb9Ka0XJckoNrRCDknyRpHqDEJnWd9kyd3QRYjBZTMtyFmIKy+t0ykhE4TkozRNpZ8IKEQmi4RhnVNkbMkJupA4KYOCzvsgHmjHsTWJ1WnxCwCkE5TpmrovF7HuIrKRaIooBSDKzvxdZUShsn0U9tWQJqIFOjC2pC1JZqfahhVMr9Kkx80YlsLIWjJZJESaYWcVDObKHipbVE5RLESWKML8VanJTDIkTZNZbzTBBM6MVqamThVReL2PcdGNkKY1SNYMMOpAFESREkbJmpufNWWx3pw5dO1Qdk7SQsRLbOoxIndVZszOtDeiRVKSiJmyk486hsIU/sE7IyKDY71EDrRIfBTCsiHDfdovF7HuF0ZEEYgqjl+kVGI4BTZSE1lEAOmqNTtJNEU7GSmpImIIkMyZ5VO0mNRcI2mATJ9lWCEvRAIwjBWhiE5RMnC2eSsykgyxQBNUURLa086p10Xi9j3Cw2gqLtADaLtigOzhLbQtFByojs4Q+wLRQcq0UHKtHCPJaKDlWig5UGhAbUpQQ+iexC+1lOEHcQtHCOAWCwU4AeK0UHKmZYLRw8WTEPxWig5UQ2KzVmhB4cFooOVaKDlWHkmAEPBYPxTsnsQvwU4IT5LYpQQjyWaPRMYQeK0UHKiOzhD7AtFByrRQcq0cI8looOVaKDlQihgEJGwdxQiFniLTTnaRciihDkBRM2RDaO/8ArIYWTEYW/vC4MGdm1qEyyw43YflRCJnhLSuMWfhh+cV2eTaGtuH5UMW0PWYigMkRG1vwKtyELwhuLfm4AMkNMmElW5GF4g3B/wAIwRMWDuBcjMmDyY6t67PJtHW3H8JztIrySAd6hnC8TkFtStyELwhuLfm4ANe5/srUmcBuLa/NQu2XDaG7+v3CJkEYEJrhhOsMsSHDHenc4uBct24uEliZZv0ozJJxJuTiiOzcntxWv3IQjAVtEARvWQ8GOCk4hlk3M4tgRtU3MM8lEuYidZuTcwzyU9uK1+5NWYTrDIFzCRrCk4hlk3AXMJGsKTiGWSsSWDDd3i5TKRBapxVZEcNrY9wTE8P+jMV2kTmOBvNv6fsrMdphsJE2h6q3FbtvD7PL1Vo27Tw6zuf3UINvMNp9slTGF9HJvNZBjLCWtysm3beLhgWUUyRvBH8qjhhBwfgbJQbtBBLdtVG/aNInbgXQnEP2yJ1//MVEYiXtHHj/ANHyIRDwH/nH/8QALBABAAIBAwMDBAMBAAMBAAAAAREhADFBYSBRcRCh8YGRwfBQsdFAMGDhgP/aAAgBAQABPyH/ANaFEUQ6461dCx6LqGgW31Os2gK+j0i1VB0RltpROXHuL+zEywVEEOPSLVUGRhOkqcGq/wCo4dYtFSegapoBsxAlBteDVf8AUcEIOgNO2c44picqW+mh+1iZYKiCHHpFqqDErn+oZGE6SoxIsFZK30XUNAtuOCKgZjKz5MEmMdauhQwar/qOHWLRUmJNnYWgcOsWipMTLBUQQ4dJHDP8PuggrBlWh2H6uSgbzvP8GC2HXcDyRkaohwe5emTQ7lkuhMToxtkJrRKRX1YkJZANWWmEwUlSJ7mv04wOrJBPcFa98MifYDfqTT3yIHfA+4Z8JYMo9hqfaMbpozF5V3R2/s3xYsI6dX2MpfnAO7XilbcmFaapEj/Y7cYjXwklBdOaLcCuE0Ip774JKQ0aK5zl/X/PGVdOi0ODS8PcCHjv13hxWXtfyyanXN1sQiMQT2ZTtphklzBkgwa1itICRqws5g+7nI0TKRstLGt4gaVK0OMOTvum7Xd5yN7FRm2mDK3JFQhbTFhDuNT7Rjkou+Ng43++MkDBOBdVjuzW2bIDKI0hV2ZDjgbYSo7QR9cvyWYm9q71dZFWdmsH2ORaRNpdlOpp3w96tKf+h7Y/sxSEXsf/ADfbHdUR3da/v+LBAEaR3yMJ1gR1xlNpZGAAAFAbf+BAgDvf/IAVAJt5/wDwpHtGmVP1/v8A3AUEDhTJOP8AWd2tB3t+3fzlt8jExgmI5n65AHihOpx82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82x82wmgPl4AJEOFj5thESYSDqe/H8H+m7dNVoJN436iy9BJP46qrSS7zv06hotmI+vU0XoYJ/HVZNLN3MV7dOoaLZiPr6iWYjvjmIT09/8A4KjfYAoM02aEM1HSsFC+OqbEPnqGSxPPSoSDDY36poQ+eoZWkj36VCQYbG/V7/8Awd+m7dLMWDydVysjx1ExYfB0ylIHaTquFkeOomWU4rplKQO0nV7/AP8AfLCBAnWwR74NRsRNUa7ze1ac4HKMOg1jX+p0MIaSNoKh4N8dUQW10Xrk0IfODK0ke+Si3MbJMmhD5xENwCGYnJRbmNkmTQh84MrSR75KLcxskyaEPnEJ3CKnbvH3+2Si3MbJMmhD5wZWkj3yUW5jZJk0IfOISyBXMz3yUW5jZJk0IfODK0ke+Si3MbJMRImTTKIwZWkj3yUW5jZJk0IfODK0ke+Si3MbJMUguZb+NsGVpI98lFuY2SZNCHzgytJHvkotzGyTEQSfLRqsGVpI98lFuY2SZNCHzgytJHvhTEE7D9U7ZNCHzgytJHvkotzGyTJoQ+cGVpI98csjLQ7f98ZAkkfszjKhnXVhe8aYCJO61fZ2+nYyNT7qsr9c/TdulYKF8dU2IfPUMlieelQkGGxv1TQh89QytJHv0qEgw2N+r3/+CjVUO4vthxdAWjbpZiweTquVkeOomLD4OmUpA7SdVwsjx1EyynFdMpSB2k6vf/4O/Tdumq0Em8b9RZegkn8dVVpJd536dQ0WzEfXqaL0ME/jqsmlm7mK9unUNFsxH16vf/8AvuzwpoSh+chImqEYaJo3L/vByjV3UoXVaO++HN/VEdfqY5hIZejBWQhIluMAqCMU8ZXuIhmmdMhCRLcZG9QYQ2yvcRDNM6ZCEiW4wCoIxTxle4iGaZ0yEJEtxgUnk/j975XuIhmmdMhCRLcYBUEYp4yvcRDNM6ZCEiW4w5d1CZXuIhmmdMhCRLcYBUEYp4yvcRDNM6YNNYKDVwCoIxTxle4iGaZ0yEJEtxgFQRinjK9xEM0zpiQb0X9++AVBGKeMr3EQzTOmQhIluMAqCMU8ZXuIhmmdMjdTtO/PvgFQRinjK9xEM0zpkISJbjAKgjFPGIRIHSE8MhCRLcYBUEYp4yvcRDNM6ZCEiW4wCoIxTxhKBGQm/wD30fKI+wR/GMqBqwSRv9GDlGrsoRu70dt8eUpYCDQPxn6bt0sxYPJ1XKyPHUTFh8HTKUgdpOq4WR46iZZTiumUpA7SdXv/APB36bt01Wgk3jfqLL0Ek/jqqtJLvO/TqGi2Yj69TRehgn8dVk0s3cxXt06hotmI+vqoU7sCFjl9Pf8A+CnrFqCTL9gMGrHSsFC+OqbEPnqGSxPPSoSDDY36poQ+eoZWkj36VCQYbG/V7/8A98PAgDlcHYaDvgos6vV9nf6dzJ1PsiQn0yBtk9seJB7dDMWDydVysjx1ExYfB0ylIHaTquFkeOomWU4rplKQO0nV7/8A99ShF/EF/rHIUMjYC55fvg8oQ6jStf6jUxy9B1BQanjJmohv2P2MqwTnAhdb5yMdAjdORS1c4AKhI+rbIx0CN05FLVzgQut85GOgRunIpaucAjUoUtH02yMdAjdORS1c4ELrfORjoEbpyKWrnABNJTqvIx0CN05FLVzgQut85GOgRunBIoClpBgQut85GOgRunIpaucCF1vnIx0CN040XoYJ/GBC63zkY6BG6cilq5wIXW+cjHQI3TgkCUpNmm32/XFC6DfIx0CN05FLVzgQut85PiJbMfvkUtXOBC63ziQMD5cAQ84ELrfOGEmtzP8AB36bt0rBQvjqmxD56hksTz0qEgw2N+qaEPnqGVpI9+lQkGGxv1e//wAFMoN4J98aTMS4qtOlmLB5Oq5WR46iYsPg6ZSkDtJ1XCyPHUTLKcV0ylIHaTq9/wD4O/Tdumq0Em8b9RZegkn8dVVpJd536dQ0WzEfXqaL0ME/jqsmlm7mK9unUNFsxH16vf8A/vpuwEaNcSWYFUHZ57c/fu1oO9v27+cIZGLsxGj6zkrICtBytpecUywR0jNPsJYrnLhZHjKTyoNs0+wliucuFkeMJllOKzT7CWK5y4WR4wpOmzmn2EsVzlwsjxhMspxWafYSxXOXCyPGTToujNPsJYrnLhZHjCZZTis0+wliucgssBpq4TLKcVmn2EsVzlwsjxhMspxWafYSxXONB2M4TLKcVmn2EsVzlwsjxhMspxWafYSxXOW7R33wmWU4rNPsJYrnLhZHjCZZTisY7R1g198uFkeMS1DFhkOxa7Oay4WR4wmWU4rJ3BdUH8HABlzfvTHMQnqzFg8nVcrI8dRMWHwdMpSB2k6rhZHjqJllOK6ZSkDtJ6SC3IwaWR39ff8A/to4iMtpn6kZ5pDRHRG+wBQZps0IZqOmq0Em8b+toNYrJSDXf0LL0Ek/jqqtJLvO/TqGi2Yj69TRehgn8dVk0s3cxXt0KAsxmoaLZiPr6AFJwy9jpq+vv/TOJDakiz34z5tj5tj5tj5tj5tj5tj5tj5tj5tj5tj5tj5tj5tj5tj5tj5tisSB3E8vbrIVJgKmpTP/AN+mFUsSykTrH77z0/pu3SsFC+PWBouc5I49JsQ+eoZLE89KhIMNjf0hIN9stBrF+s0IfPUMrSR79AgS5zihIMNjfq9/6b3/AKo4iuqDKFg2Nopa0dhRGubNw1Yg9yB52yaZAmHqRMDYykG8oh9g00nt1/s+/XNjEoAkjdT5/XNapTNp18H9YFHZJXYQfnCOWRC2Yuf1WE2K1O9F9/s0xTVMxe6HS++MqprPY/ZyaWvjBlda4yMdBjdOTS18ZKyUR3MjHQY3Tk0tfGDK61xkY6DG6cmlr4wV7RWmRjoMbpyaWvjBlda4yMdBjdOTS18Y1kdR7RkY6DG6cmlr4wZXWuMjHQY3TiewhhSTBlda4wY4ec3kWyzcxgyutcZGOgxunFYG0O35wZXWuMjHQY3Tk0tfGDK61xkY6DG6clq72QYMrrXGRjoMbpyaWvjBlda4xncJ0lb8ZNLXxgyutcZzDysmlr4wZXWuMcJN7iOm9/8A/BAazVah4Nv/AA/s+/XKCIzM00vUr/TCUlN6soTR9sIpKFOGfxiGoijCmj32PthAE4I0bhr7Gs6YJsCdQ/sZ+m7dNVoJN436iy9BJP46qrSS7zv06hotmI+vU0XoYJ/HVJnsd0xWXYLx0ahotmI+vqIGzPr7/wBN7/6wgKMdDBxveN/bNszAboF/P3fRxxApTUTdndgwCIqCLLaeHtkEjyJxDadL2cCKeKDvP+YuAW5Kvk4ByE1TV+sv0rEgiijuBH339sHCGkdXmY98cFN6hG/XkMBNsnYNS92GIodxffoekWqoMr2Aw6MZCQb7ZaDWLwCuGcv+YjFgoXx0AVwzl/zEZNiHz1DJYnnpUJBhsb9U0IfPpVgnGCATR9SxkbE71jxYHb0EkRHbCXOAcuQUqSeXoEAS8YkRcj19/wCm9/8AWUK3eegEARpHfFFSkGXV7z5ufLmsLH1FflkosPyj+2USwhLEuh7sniGHgng79sX12jyRimMUhpEX7ZoeYdMiR4g/M5YJ2ZWGeIiPb84YKa1Gd+u9ZtUVw6RaAg6f03bNhJpkjZc4BAHzmih4MidxrhSiPZyRpqdfQCAPnNFDwZcrI8dRMWHwdMpSB2k6rhZHj0OLB75IGxHpA2XGK5gRp6q9qfTABAQcZKUgdpPUZg+56+/9Nsa7sT1Ukk2pXgnARAC1dsIqIQ4LV9o07OHC9RC5hXc8a6zjJ6wveRtP9o5xTAIlNJFoL3b4NAioikGqkcr6f2ff/wAVDUBRgXQ77n3wgGME6NwV9zWNcE2BGoP2c/TdsUJsz0MERo1YyFcENHJYaIvoLL0Ek/jqqtJLvO/rCQb7ZaDWLzUNFsxH16RK6DbGi9DBP46bQazWOmbZvT9n1Y2om+AVwzjaFFs0+volf0KxQtTWfX3/AKY4iuqDL4FnwLPgWfAs+BZ8CxYkNIm8XRWiytYoRdqgd87OQVpZ3NZK/F4Im7Qkysr98+BZ8Cz4FnwLBBMMqd//ABKIuBaJFOGO+7CbNa3aq+33a5uFppFB+Mg0ilHZ75CECSpwAqATbzleoiCKI0yBqIqWEzYW6eJyvURBFEaZCECSpwAqATbzleoiCKI0yEIElTgBFGbe79jK9REEURpizXkDF4AVAJt5yvURBFEaZCECSpzXpLnfaclxJSAaRpkIQJKnCcibmtf2MCi7wwBtgxGvjACoBNvOV6iIIojTIQgSVOAFQCbecr1EQRRGmIQdcPhx+9sAKgE285XqIgiiNMhCBJU4AVAJt5yvURBFEaZAzb0F/f2MAKgE285XqIgiiNMhCBJU4rM3Mta4qwXeAXGmFBVZPbKrEe2V6iIIojTIQgSVOAFQCbecIQAQA2/g65bBeMOYkfRVCTy5MD2asokBNW+q5WR49FCt3noZ8Eu1YpMT56JSkDtJ6KFO7AhY5fW4WR46iZZTiugPu74BtPIyRUQ2MXkCe/R7/wDwUaqj3B9sMBLzM7ZHCUFzfcMYQx9RyGmIExiQgCAZjx1Fl6CSfx1VWkl3nfp1DRbMR9epovQwT+PVIGODBAvZ6TLttpivbbL/AJiPWHjMYoABaujAKIk1emIQwz0e/wD8BJFgrJW4NV/1HEoyGEkyQ2uIDFqrywCDB6rBQvj0UErBziUK8PrNiHz0JQLy4IJGTjBksTz0qEgw2N+qaEPnqQmUjvvmih4OhQkGGxvihTuwIWOXo9//AICgCcZeyJMxSQ77GSFaCzZa76tMUuSnVGINE4cubZACdNMlmTO0YELaz7ZKJcRslyKMvjItGp3NMlEuI2S4xJfleK31gZaBOmy8ijL4yNQbLbGWdo0Xn7wwIW1n2yzkYSxeE8iJ92ETqHtpkolxGyXIoy+MCFtZ9slEuI2S5ex10MQATlkolxGyXBK6DbAhbWfbElK0CuIVwRgoE7GnGCyx2pfbNg5NMQoLAnJRLiNkuRa02AwIW1n2yUS4jZLkUZfGBC2s+2NkchisCRBl7HTVyUS4jZLkUZfGBC2s+2GCVhqd/wCDmrGHb+mJBXJ6JJNiLIZzYT6CWYjvj6k5ZzYTkVx0dTIBidh8YHiz0VWkl3nf1ULoN8h5xOdgO2aZA2XGcEc4EBHDilXszt4XiISE1AzXv285LDRF9Fk0s3cxXt0JQMPGJqZysI9DmIDFImfGKAsx6e//AMFTvsBEma7NCCKj0tBrFZKQa7+idzWKIyAGxHqtbJ7ZADYjBanmS8kFuRg0sjv6AFJwz7WiWGJO8a9F4Fd8BElrG7Ebhe+Skm++JQMPGSWAbC4KYgh34yLgHPooCzHQMrSR74RtVNvRJh+5ilNRtn9P+8QlJ4xWNoXO8YsbhggS5z6e/wD8Hfpu2QNtTriVGTN4Ign29GYsHk9b/iZxaZqfQbCNRjuJX0i4BxjVuqGV/MTgldBt0ylIHaT1cUSGqMKK0SMGlkd8uFkeMOJA75MJEpC4lAw8YkFcn0RhGZ0rtkSnuZTJ+UJYxCreX0lKQO0mIpSOTCoYSiDIHKl+vv8A/ARap0nFm/298ga1Fm4121aY+woX7mtu7jtbFwg4wQZRGzl/hKLxAk2e+XCiPOCuBSbzvYY1y4UR5wQicJrlDUkI052y4UR5xCiUVq1+zglCREhoe2QNtTrmvv03/GShhLGuXCiPOaIIkobefec1wHXfJoIcZJ3xzggBcUuakgk0EYTLIcXmn2Ek1zjKxAwvAJhjRMrYKSXB9YyCRLSfZt+++EKLUW3ilONdXLhRHnHDVpGRGSgpOmbgPsNbYFPhleDYiBUU++KFqazhMshxeMAKuF7d8sBCL3s4OWRxWb3YHcaZEEVq74TLIcXk6gOqH+AkKKDFnGBVP9Rw6RaAgwmoV0eDECl5eihNmfQecJoEgT1vYa6OfK4DutYvAvtjlmkGMgGFRJkWthvTEnYxKQa75DxmMlGi71xa2T2ybLRGDa+gYInR74oXQb+q9joyAK4pJ9Mm9hN4pMT59FAZ9zHCGCKwZWkj3xSInxm3W3vB0ZyxdtE4nFripwAAaHoJIiO2AV7j09//AIKZUbwT74zcgVGNNuMn2TjGQ22uO+D3yo1GKykiQfUquDMd/S7RqXLyE79BVW4+5LGKpMfRKI59MLmNutvkmSYRDV9GeJNL3cisszpHJGFcfqPVV1V+cNYHcYlz7J6qqjMzpiHFg5Z4cSRNZIIg/RxdKjz/APGGhesZQLZiK+qqlKPOCSdx1PT3/wDg4xWlH0yBpudcX0pyMHkwP8YxZZcSehG7A0CbvNkPPASAbxGRSgGKqq7Y0UPLgzB9z1UCuhhUgtss5I2XOTcB5wo3UDAgLg4DKuGSHvkJJrtileEm8evcmHECl5YMwfcwVUTbAySZxYTkHXPOKEbnGCV0G2WTSzdzFe2GuHY8ekDTUaYrrhmXoEBRjLQaxfr7/wDwEga4EbTvPGv0wmxWp3ovv9mmKSzbMTQ6fXCY3v7RkPKCUiTHiJXCEIewxFop2MAJFhtGMraomtu2DXsGKBVvBODojJUQMEZLMar9MFXAZERYZccun0cOt5BW+TqUJ7ZoQkmGizZIReQw0TeDK61xnwsZ3ytgNcbskcYJ1OauTriVoOkaYYmTDXBgqE1MVSurinUoNuMVuhjVN4ykiSYssuaReWPEg9saAzG9eMdgqRWTwiJ2xABOWMI+wAvJpa+MlfkU65pRvRH0yaWvjBlda4xwk3uI/gJTVbbEfbCAJwRo3DX2NZ0wVSNwDUYTKBE5zYRkuoJrBEQImE7ZVSHLmgdEC65A0XPooOcxiAQGIQsHOLFcMK2wBs3A5AShhoySd8LgTg05F4yXnE47PEX5xQDSIMIyou2d7DOmQNJ3cfxKAy9hpqYNyUxgZsVGuQUoTd4VUDwcmCBUmLcCKuBiRFyPRBqGpw1mZ19MrPBviIjJ3MqWbEYTXhsk83iiDWKw5RO2Qdc8+vv/APBSUDDxkz0RVYmgTV4soHXJhnDtjBOdbQwoiiN6xgVLOrECl5YgEdHBjuu+RAjTE+ck4zGMCiy3wuKSLEjvOONFaMkkoJMuACAg4zRQ8uK2X+uSxW6GIPAC2XTGGKBXzGMDlTGTTOKoJWS5O5A58rjGXhzrpnsmAFJwxAztRLhLnBOTBaEhvlgjOl0/SMJ5UhYXCYQO84O2icgC57mBEmk3hDmyBoucgxQ0isSCuT6e/wD8HOCKg+2KINZr0ltSKpyoey+2ETdnGUKqa45iEwQFGMEBRjGBwonJYqdHCIuIgkwiSFIXIGio9HaUY8YTM4VhzFYHJMVq+PRHbH95MWhox0kCNMJhClYWNww3Ej6AVn31x7aJyWKnQwssuaPoGEnEJhG8GVZBtO+JAxwZdlD1woJWKxeCZf1kNWjU0yKaKjpe/wD8DFNl0AN1owTYEag/ZxCbu9x6KDASuQUoTd4gqoIXkKwgd9WMETod/QhHiJqRObw5Rk5lRJGCBlKbMhIFdslIF98ALmtJxhgiTE548iI9L0m4jjAVAS8Zew01MAu4MNZILZjKrvuffNYBboGRaZymR4TVuJA3Yxn/ALDFqIwd8eYlckaJIFDTEiUgbYJ5EJJTL/iZxFtrtxk3AePQL2Ap1DFCbM+hkqCQ+7Hr7/8AwM1ZICeGfxm4WmkUH4ylORIy58CylORIyZ8Cz4Fhsa4aPfPgWfAsGAASAReEiBLLAz+j7OJ0xCghr/uQaO7iOfvXAFszzpi/syf7wNkBOGAyStZz965dKj3W++EYP35z4FiRRCJHO2DgzUPtY/EZTDY1nwLPgWAVMQlKZxRKHaGKzZwmMJUVgRFft5OazeE4fBnIzsSOxoZvHdiYtq+CaRVajvOfAspTkSMmfAs+BYbGuGj3z4FnwLByJkSNo/P8FRpAIkKXT6Y1ZIiOGPx0FhQb0KzSGsCd1cfdjHaIhZE3P6voQNcCNp3njX6YTYrU70X3+zTLNJBEDQ6fXoazVEWCSHwRpziUIkmeGBaT/fbKRiKHafUpQxsavGQfqhhBRx3wWCQNb5P8bdCBFgU+5p9cVogDS+T/ABvkpUCg1naXt0PmJwm2mh00/wAwKlQRPBItJ/vvjVkiI4Y/HrO+wESYOYQlMQSKneZwWCQNb5P8bdEepZmftXvr/uB0JXqf0PtmkNQEbK5+z+BE2BOoP2cKLLqq7rb0BJoZRiBaAkV7e7pgGoKjAur33fv0KarbYj7Y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BwFhnABxHfiUQ7gv+Oud9tZv3Zf888OIkAwtE6fW+98gpVgK27UXGXF8cwiePOQWBqdH98SAUigY8Ix+Ti5HW46esg/5zIrMTQlHR5nKPZ4DbHn+AYhfMBItNR9/6FWMEgaYTuZnj+AIRKWnoVX8vMLB+lFBzzeSQwETntD8JzzoMI5m+TmfAc/42UidU8fx+9zYm45TZeN2GJ2yH2B9ub0JIHWE4PSiJmMpb1vU/lMLgFU6A4mF0CKNicAKwQW9hpH1M3fN6EkTvAckfMwomJ6fuLgVwgVEIwdx265poMVg2J2fzl2rAoeDdpvx75cGdRrlh1eJhcAqnQHEwugRRsTlHXMrICZozvnpDzZhbR5OAgBWoKdUrPy/RRbcWApmncuu/wCQwQpVEO4Uv5OBCfymr8H/AKcWwOGgrC/nla1lng9kh3mcOBxBA0FPmPv/AAUSgUrgIH2AOUUHSTAXMHxwbByIVCnxZyrmqmAWpgxn+P1/n/ochgKubKIkhh7L64kAqgnCQXqoH34tKDcEqR7x3wRFaSYdQO71wynArmpoFtu+IoBSIKdxjPw8iArAcJgA1envJjnoAw7JbknrlFB0kwFzB8c9zXik30t/48DC6BANqz+UwuAVToDme0xaYE6JDfd4ictgL2YJmu3fX8kRzSOAM3H2d9O7j2A5Fykg+HhWvAY1F7DxwotjaookTtubr+QPOxbfBBNIV1mn8kgvaRQWk0eefr/PlVD3WIxMcapmCsC5M9w/BzC5KiYsJ/KKpKaoqiDLXF98xsS4UqB4r098FPW2WjSYdmv4VQjqFAhowl4RMTjlllMUAl8jmlo3imkuz3/A+qQosXa30Yxy1IXRjKWXt74YO6LRUg2R3x7fwtSIdh4/j9f5/wCemuYWbGFsNn550vmQM5PbZrychAuEAQTHr/3gmVZLltU6nXO75AIhc+Efvzqhe3gcP3nNzxQLEMmdhxFZ9KALC/8Ap+/NeR6wLlRLHrh4ymtKswfLxOyxRDaBOXj9p/vje/kysAXXtjfvhAYIPqk+HR3wJoPmJQIsW9w8pynMs7n0K6HXCmraUrXMO719PW25WLVny8CD7AwfMX3wKJtUUSzyTzzK49SRJR3s4kZ/Aavy/wDhzMAc+MKJhTYfwigFIgp3GM/D/Hr75htYAGwM+OEVyLXQKL+mOBDrogAAAZo+gpQMimdIGnfn7nxICJNEq8tdcy8NmKj/APTnsOLQnzZBBfxwAIdFQBHSPROeOeXQKJCrccXFfWQyuML0/wC8SkLOKAf+P/eJSFnFAP8Ax/7x1Jqlc5HxGv65X4HTDwB2z7507KqmOx4bfx+v8/8AOpL1ajhoBeHfevKvnUkAMGtxkFOilJmkNUYg69bb4YmHqAMG8Uz14nVzwRRCAYwlzq5vno911KLoBiU1rXXe+GxUxkpcXvs6ODS6a4BIZP8A2eAzWUUdsbCYCzD3OJoAkbEJWeNPyfx/4f8A1rlWzpje+J8IgyoCViS8TC4hFGkeYkiwCwAwY0HAiYxTKAmTGOuuMWQgYwmTVzfPR7vEiQQTuChvKHrLmiWETaZiRzp8J7qQfaEB8U9+JMDE0ZE2v/c48HA1SnIhQDyhfjhkUVR2Uu8D065VTcKyEzB55+l/OT8LOUWnhYBc1Nyb74cqgtCjOBZGk+/fHkpwDsBBQwnbje3uFHiSnfj+MyRYDKI4caXjxpCkCB0Bg+3I8urYsWMu2FxomuNxAQRJYkImaTE3w0WkLHoAE1Z4LUVBDZkDNWK5cfg4rqakhEQ8B+/HWSAEHSKIyaTgcXggCgF5lReUqBK/M/8Aef8AGykTqnjnoByLhbR8HMoCtUZFIG4fjjgZgRkWTEx1R1m8TIBTqiFtbRtqzPk8lewgrJbYEfUjlrepm5pXwF8g9cWxOGijGfjljQ5SzLq3pvjrNYatrHaTB1r7d/6GqwhhKeE5+j/3zE24PYEp9se/fGz4kwlYBxQvvfFyLQkRJYdzh2MhEKgdGjri+xVJq7dYjPfvjYBgxTAVfsC8BIUOipodYOvHGImzogRRK5eAdgLquUy9euYFSnLOEpdm/XFhji1wrkiqjnOm9czAiLsoG2Q1wKHNUFRMzd3lvOrwQGPYnCsWtbN0VCy45bmaEQhlLnZ9jgQbIUg8VffP3nP3nHwNuUdyS4zeNacgxoD1fPCxVNGFS4Xw8/ec6whE83Jl/O88bPSsQa4j8M++d3L3El0vk4VE2BkJDBDM/PHDwIl8ol/HDMqSBVEZHECFUMc7kCSHWE4oq8AXvssa2n/vCAlEYTtgSQ/Tn6P/AHx5BVCpAj1kOOinUg9MuDvf365B3WSiC1IY5rQkg6wnA0CpAlO41n4efgvWiNx45+//AOnEJGQwCMKmdMpi8mkrQygmRmk5DVWKAVSXWfvxLSpEs3tQHed/x+v8/wDQ+hSOT0retz1yw0oijJgqXMXL54UCYLItmDPbPIO6ZgCKdf8Abnqdwe0Z+OLykFraF0bPzzr+KdhOFux4IEOuQgZVNF98z5Fk5RHCzS8/IzYDbJJm8KhRoF5mzp1ynJHYUmU8nGO6g1WAjDT3d553PFDKRgztOdO5ryTCVz45+Piy4bDw8UHEFYlZvdw/j+AJFreWq6B/4cIN0K/eYDh9RqkHaC8QwQpVEO4Uv5OF026qhAXSvG+WcBzKZmdv8vHIHz1xcjI2f1z2pSbGXVmZzsbNDJZaceOTJUa+EKeD8cLGpTcxlDoJ+OPb8gg0B6XzxfDXPioVT/GPYIOFMDXSa4kLABhK2gNGZ3wqWlI4YkXLsTn/ANPiL2u2+EuEGEyKR8UyYeprmdzYrIOYPPBoB5oKFn55TkjTKFyvg5/0utU6rzxKKQhAPcYv4OVeZa7ldRnxX5eY8iwdgBgZoORUPdYBAz/P6/z/AM8ItHJiVACqDWWRuniCQFIkVFk1RHCehlli5BYhkzsOHb6lmSdET475TY71BpkaOvfO9tys25fg/huwxO2Q+wPtw3/XKFpBBR9U+7w2klYBy45bEr0FC5Dycqoe6USJjki9jgK5rVhMe/XMKk1cGxLk4zjdWcCHXt1yDrmUtBF2Y3xZdaGhKohMs5vQkgd5HgcXAoE0Th2TZGIAXqcCtxRGXwmnP9McFjW0UFoYcY5fTabICYA6z648t85AEiA4eb1AY4SoJ9vTlDKx0Ow8Ffk88O39LQgHQ+ee4npmy0PJyTNyhS0YXfl1z1O4PScfHPEU0mDj77ffjoV4tFBYuz4SchIMzMqKObv8HKKDpDkrmB54MrmMHohvb+eNr5TBIcQvnHvm5HSOlSZy9+eY9raKRTL/APXMeRYOwAwM0HDh5hjaNx1D7chTlnGMgmq98DiBKVAGkrRe9/jnWt9HVJK+OftP98WC7QwPinzzqU+hqkleOf8AGykRuHj+P1/n/nDDdUt0YHDDGI6941uKFOmuqYU2a0OAZh0zQM3oN/8AArL70SkBAYMC7jOATVk5QDc78dcouUHzAlTDh6eAemxXmAX882hNttRsQ36rDxyzV0LoGicUsnZpBvkrqfGOBrDAZFGPnIP25XZehgwoYx2NHkbhFBWgz1rm57ZuItTb54UARxdPtBfxP642WvgQKNS3pE23OJxeCAqIzgm6CfRWAnz1ybRHu20/A/HHiEntKwDggTGwPBzIOF7A7G9p4mNcSQkQCEaSDmeyZJkwEooAlTF60b33jwcUr2T2LY2m8TXUnE4vBAVEZw4UMRYKk8rhXmpAoTJu7JJ1Jye1NgeaDkykeyzTwJRQBKmL1o3vvHg4pXsnsWxtN4mupORU3AsAMVeOFQY7vNNkNujP44yscEZCsTJlda65nLFxCBTbdE9bjjnW25Xk29p/HMro20AkwTwmpjgpWnSI6TM3vT89cBA2q5AGETt1XHjicGnMsPDx/wBeJhdQqnavC2EFJAtxtlmgOjmNzYrIGYPPIkutLUahDBd6t41iwQowK148c0vFWoUKhAVhovXP6tI/U3+8cDi8EAFVnGD6pwR8VbZuQJOO4uBWqmO9PgOF8gVCR2+9+jwcMaQtkdp38661/ohdVDzWAVccInskoqxY1eVU3CshMweeQUHSDBHFHxxTXoaR3wGjzy5odTvtlNXnf8U5ScLNLz4nFdRbvXMzgxBgnFHxwRoQhp7k/HjkBLNKE2uhNE3wVhwIBCIAA8Rt2TP8Vc1UwQQcGMcYy81gGmDjuvJM+auvLzyRQSIGzK6yY6z5xzWhJA6yvEg+UsDzB98pyR2FJlPJzqeKGVjJjScBrBcCIQ3nOb4/t+jz8e8kuh8nGDMYHsJlgTPfrXPQDkXC2j4OPb8li1A6Dx/MRxbAg5Wew13ytPO5ovR0PfM+RZOURws0vE4vBAVEZzEFqqCjnBsO+Vfz+VZaT8t8SwMIlGl+zlH11QgdWymr9+Dkcbnr6yT/AJwXLdriiHU0+OPAKzBFjcbz45hYM0qhXHP1/n/oQh1HHl8CI+9zGuZeK4jBTZs5csLZcKj8L/ONzYLAGYvHCXAaMgEHeZmYvV5rQkid5HiRfKWJ4oev49xPRdEg+H+Kwho/2iygC6ZzL1c/x1PFDKThxpeQ5I7CFwHl/hQl95wrHwuc9z1/HU8UFjOXGh5DkjsKTC+H+QBQqlmsgVNaP461vo6LbHxz9ZceCfw9xPRdEg+HlXUBBgRkMih/j0A5MwtqeTj2/IINAel8/wAtRnIzWZekk6k65hDvnrbKO6fjmR3QtDET2/jmoCNMopBx8uePj3ks2vl4nF4ICKJebHs9Vk7Vp3eEVdpQKZGXHriRfKWJ4oeubkFIOsqcDC4BAGgOfr/P/OqoeawCrjiiAuVZFwOlMhx7KIqmwYBDTmPzjyXgvr+KdhOFux49kkdU7Qznb54trkWk2R+P5UUQiuMJMbub46fV4Fg4RCsL930ZODMwEBn+FOSOwhcj4OE9gDAHKSdH44kXylieKHr+BMEAJjG3G7ieOz3OegHJmFtTyce35BBoD0vn+WT6ZRBQFhW848bS3yDF0VPXDt+CwaCdj556AcmZSQPLz/pdah1Xnns/5cAy/fjRSwCuwCeS38a53jeDoN5Lb/zmEC4KVDMw/wD++d630dAkr44GF1CANq8O/wAd4Iul8T78K6JiwsAwN0/Z8cZ3XO0YqxDF345m2aFFRgBcdh4lvkGLoqev5RhALK+jFPw8poeZqtXHAUnUECwXIlWYOVU3QsBcxeP4/X+f+cD1/C4kqml6GuPfWdGEIGKDtrnOAOt4syVw1szlGrhUMGBNcb1czzwEBEKMoWF9V/LxZXVtsNHdrfN4BoqOKtRyMKU88u68qgjZmCvz74EHqMHciZ3/AN4Ey3WwCICGSf0zTlBmA7fbtj28Di8FAiicTWOiWolPGFPvwEBEKMoWF9V/LxZXVtsNHdrfN46zUakJm/m+b+QQEQoyhYX1X8vNgWyxlV2eVflePotBg21Drb+XgICIUZQsL6r+XiyurbYaO7W+bxiOCh7gW/DNed3AICIUZQsL6r+XhYVwyDFdnYvu8fuLTkIwy9XPvgICIUZQsL6r+XiyurbYaO7W+bzRfbvVvznImGfIICIUZQsL6r+XiyurbYaO7W+bxNY6JaiU8YU+/IqbgWAGKvHCLEMgUK3KzPnPNBRKd5qDQ/HJ5kjWmua/DHrgzXZEKKNPmcTWOiWolPGFPvxlMewOgvyvy8XYrQDDJl7nXJk7cYgSzxHzuHPz8WTLS+TiyurbYaO7W+bxNY6JaiU8YU+/HdJlgAV+T+Xj24agEhETLl4BoqOKtRyMKU88BARCjKFhfVfy8UTDakqLZGofvzF8+JE1w6UcnfAQEQoyhYX1X8vCsrIJlRfuq/6QWmFwCUaRn8Z3Nisg5g88EkKCwGCOBfLs4tCfNFAM/HMjrxMSUbdn8+4npmiRPLydUKgRrS2KZ6vvP0qEvvOFY+FznuevqfpJ7kYnpGe73zE4MC5AzE88a18JGgdr5/kIPkLA8VPfBcBaZKg8bY619TT76e6qX00nUnX8Bb7Bg6KHvmVyVAzZHjglymKFDPJ5ldhEwJp07OLPATDGhs+bf4tIEFqoK5fHFoT5ooBn4/j9f5/6FUMGBNcb1czzwLfYMHRQ98CXiBCKo6fDz2ptZs5fg/jHkWDsAMDNBy8MBaCAMt1/43q8+X3jIsvy/nz8essuk8HLYqpYMDtuTxjD9+BxeCqVAOYHFUGLKn8iYIATGNuN3E8dnufzqQUg7yLwMLiFA6R4gUigs6DSPuZmuYkiyCxEyZ2HLYlegozK+D6GRVqSOmXD3v79cpoe5iMTH0iq1jQrBMzNHeveONa8khBDpfP0SC2qqRsQM+/EryoGJCLHUapzuU+xiEkef4+H3jIlnw/j9f5/522gxWBYHbw8BKh1QOQQdK35YpkLCYS+ZO/YrBfGaIqO2V3Odyn2MQkjzxjasYezKPpPXE3nrc+AJs7657U2s2cvwcSV1bbBT1I3xOTlBAeQRvgwn4mZEVGIOOEdu3p4YNiAlyVA8G/HE1jgsqLDzgX7cFAxCrINjPcfw8SV1bbBT1I3xOTlBAeQRvgwn4mcDiqDNgHg0ku3JkX0jb74mscFlRYecC/bgoGIVZBsZ7j+HiSurbYKepG+JxmCQQRZLm5wanT9hQMQqyDYz3H8PEldW2wU9SN8TiaxwWVFh5wL9uCEYMLJLFpkPs8VNo5VkF1hEfjmuTDKLtN5cLEx8XgoGIVZBsZ7j+HiSurbYKepG+JxNY4LKiw84F+3BQMQqyDYz3H8PEldW2wU9SN8ThuByTyIAuUH/Fxw3SZYAlPg/h4krq22CnqRvicTWOCyosPOBftymh7mIxMcJK6ttgp6kb4nJWHD8YgnL7Ol9cD7d84AmzzPz44krq22CnqRvicy8PHCMe9LjoeZ3NgsE4q8cxPQcAOrcJm3U5FpmM7BQjebrXMsp2IQGk364qswYUQYBNv88AErA1sFOqe8fHBQMQqyDYz3H8PCspYrkBPsif51MckkBHanLlHrxwYm9SABzkcdb8GwyFhcJfMnfuRuRQcgwbFHxxrXkMIo9B44yvYFyIJQztw8vcSmhGGfOj+AMLBmlUK44oWes6Ur5TGer74MF2BgfMfnlZXoylwh4z9ChZ6zpSvlMZ6vv6IqbpWQOKPPBsBhsCUv54oS+84Vj4XOe56+p+knuRiekZ7vf04WDNYiRzxALLIvIl319tfQFAeVApL938NPvp7qpfTSdSdfy1PMXWl7Oh74ZV0SD1hRumb/AI/AzYDbJJm8LKIIzBcmnUPtwWfgEaVab/8AjnoByZlJA8v8fr/P/LEp9WRoqoDOs1jLGC0+jI0UUjneaUspfoIVJYQxDEeh/PjkOSMMKTAeXkFB0gwRxR8csptdCRcA8c/af64GFwCANAcUUQiuMJMbub46fV5g4MzRSOfoKKIRXGEmN3N8dPq/z/wutAbjxz0f8mALPtwTBACYxtxu4njs9z6UCkUFnQaR9zM19P8A6Ay4kubqcLP4ATZRPJ/xz4+pkVakjplw97+/XCteCwip2njlFBwAwUzF8cEWnTaAP/X55u3rGotvv/z/AAjCAWV9GKfh+n9f5/5Ykba5QtSMQQQWjHN5nNGrccEqkrcrKWU+kGFYg4UmfYfseOLFdoYXzD4+lLDBabLiZvz12amfpSwwWmy4mb89dmpn6QscEhsObm/HXTu4+kGsFwIhDec5vj+36MnBmYAVxwSqFcwxcdvU+fWv4/62UoNx887lPsYhJHn+SVQrmGLjt6nz61zqU+xitseeZNWAhVQvvzzKDIxhXtn/ANOBr0jFFdHcl5/wutE6jxwZ8QhqHA0b4NgMNgSl/PKckdhC5Hwc6nigsIwY0H8fr/P/AC0p0lwqKoRkkFjmBzRDyNDCV4qyzwy3iyYfzIrkLrvDXOBM8SgWSsu3T8MoNZxbkplvbnCNzKQ6jjyeENfW5nXAsFAVqZvenWuseTiEeyOhbCV1ib6t4IUpwielzNa2/HfAsFAVqZvenWuseTiEeyOhbCV1ib6t5DCwa5MKoYxDLqy9gsFAVqZvenWuseTiEeyOhbCV1ib6t4IUpwielzNa2/HfAsFAVqZvenWuseTiEeyOhbCV1ib6t5DCwa5MKoYxDLqy9gsFAVqZvenWuseTiEeyOhbCV1ib6t4IUpwielzNa2/HfAsFAVqZvenWuseTiEeyOhbCV1ib6t45REErDIU1UyxZLrgWCgK1M3vTrXWPJxCPZHQthK6xN9W8EKU4RPS5mtbfjvgWCgK1M3vTrXWPJxCPZHQthK6xN9W8hbYC4xjvQHoz5chYKArUze9OtdY8nEI9kdC2ErrE31bwQpThE9Lma1t+O+BYKArUze9OtdY8nEI9kdC2ErrE31bwoEsCzShcyImcGvBwLBQFamb3p1rrHk4wW6r3sCK56DetnLi7iAPKCezjracCwUBWpm96da6x5OIR7I6FsJXWJvq3hQJYFmlC5kRM4NeDgWCgK1M3vTrXWPJy7CSoYUm3pN9b4bjWAstLKKfL8d8guNcBJlphc86woHgI1CpN7LwXnJzTCrKia798a51eJpBxTNYuOJHw1j04BK5sm7i3jTkpO2Loh3nz7eBYKArUze9OtdY8nDWABZDQd/G+9/V2PvPAMvz/APmBgwYMGDBgwYMGDB5XND2FEfB/P1ug61Nx3UXxkyTNPF22bgyPwYH2ODBdgYHzH54Go3WCfTPfvxxgbKXXAAHRvX4EUVTIcCgoxX5x4J9QtRRCK4wkxu5vjp9X+f8Apdah1Xnns/5cAy/fiiiEVxhJjdzfHT6v0iYIATGNuN3E8dnufSgUigs6DSPuZmvqZFWpI6ZcPe/v19TIq1JHTLh739+voGmDa1qRmM987/inKRgbtOAXBBIg1swppefn4smWl8n0fr/P6v1/j9H6/wA+P40gSEFgUgyNs20yi2kUGUMQgGQYOQobR7S/VKi0MAuEwwCO8Ehydjsll1Bbt8rPwcn/AMj4LD1gDcUJs2YH4QtPWAMxRuzbhPg+hIdRx5PCGvrczr6ksMFpsuJm/PXZqZ/mKm4FgBirxxbE4bIEL+OJYYLTZcTN+euzUz9IWOCQ2HNzfjrp3cfSDWC4EQhvOc3x/b9JKoVzDFx29T59a+olUK5hi47ep8+tfUCAEKgL3Cs/L/CUD5Uggv2fz+v8/q/X+P1ApwURLwL8lGmP/nfKL/Ga1kVmOF2G2gqhxMqYnBZMhCAB9QvK5KgYsJwLfIMHZF9/QoWes6Ur5TGer7+pQs9Z0pXymM9X39ShL7zhWPhc57nr6n6Se5GJ6Rnu9/U0++nuql9NJ1J19TT76e6qX00nUnX1JLhfXphq357/AIpoeZqtXH8v1/n9X6/x/j3E9M0SJ5ePb+AoQTtfP0IBcd0CRguUNpKWimFKAQlEAPJQyA6cIkCiRo6LFJFuxY3netdmBEEwZGQL3xiYZYAoyAmG0WZC8dvYLZcU3g+8gUiDJcjMd4QGJ+QOuYWD9KKDn6ww6akunOqnSyIUJM1hYiBkmFPIDWHBiuwML4r8cD1CxCRdGoUxNHlSMXtKySknayi04AzDpmgZnYb/AOBAw8QQiziGe/E7uOCYIATGNuN3E8dnuORmBWBZMzPVTeZxAhFFJ0WtfUxd8OFhLHOmMmuzvFzMLul51Ybk8cINLRg+a3Pofc4JggBMY243cTx2e45GYFYFkzM9VN5nECEUUnRa19TF3wTBACYxtxu4njs9xyMwKwLJmZ6qbzOEGlowfNbn0PucEwQAmMbcbuJ47PccjMCsCyZmeqm8ziBCKKTota+pi74JggBMY243cTx2e45GYFYFkzM9VN5nEAUUwYb93o66e4JggBMY243cTx2e45GYFYFkzM9VN5nECEUUnRa19TF3wTBACYxtxu4njs9xyMwKwLJmZ6qbzOeCO5Ey7WXHm9TPBMEAJjG3G7ieOz3HIzArAsmZnqpvM4gQiik6LWvqYu+CYIATGNuN3E8dnuORmBWBZMzPVTeZwTIK1XAWLOmGs5KGYJggBMY243cTx2e45GYFYFkzM9VN5nECEUUnRa19TF3wTBACYxtxu4njs9xyMwKwLJmZ6qbzOCZBWq4CxZ0w1nJQzBMEAJjG3G7ieOz3HIzArAsmZnqpvM4gQiik6LWvqYu+CYIATGNuN3E8dnuORmBWBZMzPVTeZxCqNxrC5z9sXL4zwTBACYxtxu4njs9xyMwKwLJmZ6qbzOIEIopOi1r6mLvgmCAExjbjdxPHZ7jLVlI6C4e9/fr6v1/j/Hn49ZZdJ4OWxK6ZQLlfB9DeYd8gy6IKWOnCnMkN9F0yiaLI4fOeG2K6hUQrlKPKpVOKMZvsUhlEICYAdcD38AxtgZ8GICGOB5RpAkwtywg9eZ4yoHUWywMppfK8WxPmyAl/H1yASNCDpXFQHywTHLkZbMVKBgrVnae/4SQCOVGERx5DOeFDcCswIW1ipphmuIIAUARVSXdVcr7G8FhQPlQIGfd9KWGC02XEzfnrs1M/SlhgtNlxM3567NTP0hY4JDYc3N+Oundx9INYLgRCG85zfH9v0kqhXMMXHb1Pn1r6iVQrmGLjt6nz619QIAQqAvcKz8v0/r/P6v8A7r2lmN36W2/xv8q38P8Av8QMiWVJqS9MGf2IgDYrRWo7IUxu3wHkT4CBjEeAh2gEyHCh0WzAYwntwHFXTjkiBl5tCaXgvcUEXAij4CvPc/8AhfLaRokQhKQ2xcmSZB5puIcjGLozFFhYfQGHiCEWcQz34ndxyGh7mI0c/wAqaHuYjEx/BQs9Z0pXymM9X39ShZ6zpSvlMZ6vv6lCX3nCsfC5z3PX1P0k9yMT0jPd7+pp99PdVL6aTqTr6mn3091UvppOpOvqSXC+vTDVvz39P6/z+oOLwSgUS8/af75+0/3z9p/vn7T/AHz9p/vn7T/fE1joHUCuc4A+3PEA8asGcGDHo4YObASaL5RzfPCpeFFAwW9IPznjiEkDHHMI2C3XzzUgJB3gHn7T/fBtdwwOmnz/AIIsKA8qBSX7v4UUQiuMJMbub46fV+lRRCK4wkxu5vjp9X6RMEAJjG3G7ieOz3PpQKRQWdBpH3MzX1MirUkdMuHvf36+pkVakjplw97+/X1IwgFlfRin4fp/X+f+aIBLI1+Av35q8dY+6FB3l8ECx9OMBvUAasMluSpN0gojMPXvafLcoMKRumgoTN84nfBkcEjsubifHfbqZWkh2tbyZi4uGe+I1guTEI6xnM8f0jI4JHZc3E+O+3UytJDta3kzFxcM987izBQPCP8Aye7cRGRwSOy5uJ8d9uplaSHa1vJmLi4Z74jWC5MQjrGczx/SMjgkdlzcT477dTK0kO1reTMXFwz3zuLMFA8I/wDJ7txEZHBI7Lm4nx326mVpIdrW8mYuLhnviNYLkxCOsZzPH9IyOCR2XNxPjvt1MrSQ7Wt5MxcXDPfGBkYI02Vub0mJlrrgyOCR2XNxPjvt1MrSQ7Wt5MxcXDPfEawXJiEdYzmeP6RkcEjsubifHfbqZWkh2tbyZi4uGe+Ydz7r8ivsw+sjI4JHZc3E+O+3UytJDta3kzFxcM98RrBcmIR1jOZ4/pGRwSOy5uJ8d9uplaSHa1vJmLi4Z74RDldFjKQzXRs7fXBkcEjsubifHfbqZWkh2tbyZi4uGe+I1guTEI6xnM8f0jI4JHZc3E+O+3UytJDta3kzFxcM98IhyuixlIZro2dvrgyOCR2XNxPjvt1MrSQ7Wt5MxcXDPfEawXJiEdYzmeP6RkcEjsubifHfbqZWkh2tbyZi4uGe+QPRBRrYZ7mF07xkZHBI7Lm4nx326mVoVKFBIunTfT54LGoARDFW71j5xEZHBI7Lm4nx326mW7hqpjB0dT497/zgQEQoyhYX1X8vH0WA0ZIp3o/BzpfMg4yemjXg+sWoWes6Ur5TGer7+pQs9Z0pXymM9X39ShL7zhWPhc57nr6n6Se5GJ6Rnu9/U0++nuql9NJ1J19TT76e6qX00nUnX1JLhfXphq357/jEkWQWImTOw5bEr0FGZXwfx+v8/wDQ5QYUjdNBQmb5xO/qUUQiuMJMbub46fV+lRRCK4wkxu5vjp9X6RMEAJjG3G7ieOz3PpQKRQWdBpH3MzX1MirUkdMuHvf36+pkVakjplw97+/X1IwgFlfRin4fp/X+f+nFpYYLTZcTN+euzUz9KWGC02XEzfnrs1M/SFjgkNhzc3466d3H0g1guBEIbznN8f2/SSqFcwxcdvU+fWvqJVCuYYuO3qfPrX1AgBCoC9wrPy/T+v8AP/NBJ1lynvAf95VDVFRUAamAnzlVU0gMbWOUAK3PpOfgCN/6vR4fHmUGAIzbUFJiec3rgWOCQ2HNzfjrp3cJCU7WN5FzMXJfXA4wHBqkdZxmef7AscEhsObm/HXTu4SEp2sbyLmYuS+uRgkq16bCzDtGWY4CxwSGw5ub8ddO7hISnaxvIuZi5L64HGA4NUjrOMzz/YFjgkNhzc3466d3CQlO1jeRczFyX1yMElWvTYWYdoyzHAWOCQ2HNzfjrp3cJCU7WN5FzMXJfXA4wHBqkdZxmef7AscEhsObm/HXTu4SEp2sbyLmYuS+uMdFEqvihZTczOHRAscEhsObm/HXTu4SEp2sbyLmYuS+uBxgODVI6zjM8/2BY4JDYc3N+OundwkJTtY3kXMxcl9chukyFjDBn2f1m8CxwSGw5ub8ddO7hISnaxvIuZi5L64HGA4NUjrOMzz/AGBY4JDYc3N+OundwkJTtY3kXMxcl9clQTSreWg3E+Ukh0FjgkNhzc3466d3CQlO1jeRczFyX1wOMBwapHWcZnn+wLHBIbDm5vx107uEhKdrG8i5mLkvrkqCaVby0G4nykkOgscEhsObm/HXTu4SEp2sbyLmYuS+uBxgODVI6zjM8/2BY4JDYc3N+OundwkJTtY3kXMxcl9cheaGlw8Svhrb97wLHBIbDm5vx107uEhKdrG8i5mLkvrgcYDg1SOs4zPP9gWOCQ2HNzfjrp3cE3DdDGDt6nz61/pxaiiEVxhJjdzfHT6v0qKIRXGEmN3N8dPq/SJggBMY243cTx2e59KBSKCzoNI+5ma+pkVakjplw97+/X1MirUkdMuHvf36+pGEAsr6MU/D9P6/z/0OUGAIzbUFJiec3r6ksMFpsuJm/PXZqZ+lLDBabLiZvz12amfpCxwSGw5ub8ddO7j6QawXAiEN5zm+P7fpJVCuYYuO3qfPrX1EqhXMMXHb1Pn1r6gQAhUBe4Vn5fp/X+f+cKBiFWQbGe4/h4muYWbGFsNn550vmQM5PbZryfWLULPWdKV8pjPV9/UoWes6Ur5TGer7+pQl95wrHwuc9z19T9JPcjE9Iz3e/qaffT3VS+mk6k6+pp99PdVL6aTqTr6klwvr0w1b89/T+v8AP/NCN/kcT5P/AA4YKDg2I0qPI2QhgnKeeCYMBEHIdmUMKTNIaoxB1623wxMPUAYN4pnrxOrngiiEAxhLnVzfPR7rgZgRkWTEx1R1m8RIRVCdEjT3cTXBFEIBjCXOrm+ej3XAzAjIsmJjqjrN5YCBcgdVc93HyekRRCAYwlzq5vno91wMwIyLJiY6o6zeIkIqhOiRp7uJrgiiEAxhLnVzfPR7rgZgRkWTEx1R1m8sBAuQOque7j5PSIohAMYS51c3z0e64GYEZFkxMdUdZvESEVQnRI093E1wRRCAYwlzq5vno91wMwIyLJiY6o6zeMAYWGzT2xh66y5OCKIQDGEudXN89HuuBmBGRZMTHVHWbxEhFUJ0SNPdxNcEUQgGMJc6ub56PdcDMCMiyYmOqOs3npnwh+TK+m+GxFEIBjCXOrm+ej3XAzAjIsmJjqjrN4iQiqE6JGnu4muCKIQDGEudXN89HuuBmBGRZMTHVHWbwyGVq05C7w4cR1ezgiiEAxhLnVzfPR7rgZgRkWTEx1R1m8RIRVCdEjT3cTXBFEIBjCXOrm+ej3XAzAjIsmJjqjrN4ZDK1achd4cOI6vZwRRCAYwlzq5vno91wMwIyLJiY6o6zeIkIqhOiRp7uJrgiiEAxhLnVzfPR7rgZgRkWTEx1R1m8pdNinW29Xp2bmxFEIBjCXOrm+ej3XAzAjIsmJjqjrN4iQiqE6JGnu4muCKIQDGEudXN89HusNW1jtJg619u/wDTi0sMFpsuJm/PXZqZ+lLDBabLiZvz12amfpCxwSGw5ub8ddO7j6QawXAiEN5zm+P7fpJVCuYYuO3qfPrX1EqhXMMXHb1Pn1r6gQAhUBe4Vn5fp/X+f+hTD1AGDeKZ68Tq5+pQs9Z0pXymM9X39ShZ6zpSvlMZ6vv6lCX3nCsfC5z3PX1P0k9yMT0jPd7+pp99PdVL6aTqTr6mn3091UvppOpOvqSXC+vTDVvz39P6/wA/85HtGdSkDKSNBpXh4MlQhCVsjK1kH4GIJAUiRUWTVEcJ6GfULUUQiuMJMbub46fV+lRRCK4wkxu5vjp9X6RMEAJjG3G7ieOz3PpQKRQWdBpH3MzX1MirUkdMuHvf36+pkVakjplw97+/X1IwgFlfRin4fp/X+f8AmhC/yuJ8H/pw2E6EsBdgAaa5TgzDY0QFJ9wGvSgZh0zQM3oN/wDAoQ6jjy+BEfe5jXAlFAEqYvWje+8eDileyexbG03ia6k4KVp0iOkzN70/PXAlFAEqYvWje+8eDileyexbG03ia6k5iQuxRXRpki4RzHE4EooAlTF60b33jwcUr2T2LY2m8TXUnBStOkR0mZven564EooAlTF60b33jwcUr2T2LY2m8TXUnMSF2KK6NMkXCOY4nAlFAEqYvWje+8eDileyexbG03ia6k4KVp0iOkzN70/PXAlFAEqYvWje+8eDileyexbG03ia6k4gaE0DcjcxImEwl8QJRQBKmL1o3vvHg4pXsnsWxtN4mupOCladIjpMze9Pz1wJRQBKmL1o3vvH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Lg06t4cQrhacq08v8oXRNYIz2FGcqe9f8K9oyK71o71XPE9kIisjYjeEVgDLYE5wyLG/OOWh2WYPlxQBEWDcr01w78W/HuwXmxxlFzgOC3eI0vq+BgZ6T8WyBgg75QduEItkxdujgESZrMj+eSvF772/+eakEzv9/wDKiSfNMiey26s3UEDgpD3Xt/8APJOH/RvzjaIa6h7LlBsF0gdoZjigCaogZqcE4aY62Atd2Shf1tqg7UGjYq4q4q/uaX1fAwM9J+LTOTa4BH+5v5QY2BImSE00DTCDqXeyI84/ymg3e0y95LSuBPZZeALjG1ZCglyDqRLqeQKI0giLH+kfOONJ9PskCHZ+aH04u8LB6m/lAz5IOqp2WmTAVJtlSjNBjEVFlcAioxXtHBrWUXOA4YaYjGLS+r4GBhc4DsnP7LvWcy71nMu9ZzLvWcy71nMu9ZzKHaTRkcSFdnQxuor1/R3t8hRf0fuFe+s0nzCM6TR14hdp+jPmQr1/RzvkKGv0Y8iF3rOZPLXA9kZff9mjS7yTXDIub+RbnCzlSjFYwQqLfj3Wa4V1rq27sRBCDRs8DpfV8Dx0XWuG0OTA+HkFok+YRugUyUkgzmogQqgFdkBEdlTZECFNkADhRTZECFKPaaDtQiC3YgAc8qLjtO9OkdgZJx9vKyIEITE77IgQpsiBCkxNkQIU2RAhSYmyIEKbIgQppwsiBCmyIELS+r4Hj/uPypGsgSZlCFGzKx1+jTmZxGaDC0tzyQaNiD8w3I5q611cH07/APZCKjFTFTEYxaX1fA8fG9TdC1R7Igtibd+LfbDjB8kbukcW+aDiImyo+ycfbywXtq3eI0vq+B4/L7qIjBKkYqWa39k3KE28yIHuq0srbAdnwtririr+5pfV8Dx/3H5skGCFGywsRqYxGaBG6YKGx0qHb5TXOcAWqKnyQdWu9CKiz6cNmU5+zZaIqMVMVMRjFpfV8Dxw+pdO4OTA14Or2t9Qroqo+yrdKFRCrmqV38UAYszE2dpwG5As0gI2wo0mW9Esi95KpHEoFrmmOKEwAD7oCnshs4WB9L4EW5iUNnCzMTbmJtzE25ibcxNuYlcLMxNuYlaX1fA8fG9CQJlCNi/uqbFXNUVMyoIysguA+6GlbXfCdoyzjKuugbDOxElwzqZUBwP3TpHY2INGyyuKuKuKuOVBzwaX1fA8eLPNXr39l2aQpV00EVKBaMrIIMJjgIkbUHBop2aIgnzKMNd9SV9D6c7M8098SRkrtz+9oioxCKjFTFTEYxaX1fA8fxs4GwQBOalOkZKVduz91/tCu3pa3JMht4HbKqIdsC+ohpNsWPdvqq52bsW7xGl9XwPHgWD8po3Z2HhRE6pCIaLw81uPEymv2OQaNqh1B5ZJxa8CnZla7fdF7YdGwHYj2IjjZQCyuKuKuKv7ml9XwPHNuxrCfdC2QCUIzK/wou2RFd6ax+ipG9O0rBlvX03to7cnXoDnbCntihGadfbU0qoANt6D5IKYMZLI+VuR8kIqIzsyPlbkfJUrxsyPlbkfJUrxsyPlbkfJGPvZkfK3I+S0vq+B46qAtoKq8Yjii0XsIaMkXD7cERt2Lic0HNGdEGjZbVUEcMQL6SjcMx4fS+r4Hjxb/dFx22hl2bu0HNS8ErKnFXw2CbHaL6dTTNR/tzxBsOk8MV05oDbtw1xV/c0vq+B48W1OCBtTSPJXSHX96DRo8uKPZu8ZQdMovu58UbwzwnSAyCKYhFRipipiMYtL6vgePvStmMNutgIQ5t4big9xzQazLOVLm1hcAq52Xxm1AbdtgaA6uLd4jS+r4HjgILidgQe3zGMn7L6m40TnuEMbVcEUTMQLKAIQ2Z2qIEbbPpw2ZX1Zm8JFocMjaDMyLQ4ZG3Oa20tzmttLXVyNpjZbpfV8Dxwe2DAiCUxh/pCCqSVQkFbUKRVagb5Bd20+YVNG0fZFpaDxiq7pnKqsb7Ij6bRO4Lumcq7pnKiAxreIC1AfOq7pnKp+m3yhAfTaY3hd0zlXdM5UB9NpjeF3TOVd0zlQH02mN4XdM5V3TOVAfTaY3hd0zlXdM5V3bT9l3TOVd0zlXdtP2XdM5V3TOVd20/Zd0zlXdM5V3bT9l3TOVd0zlR/TbXgu6ZyrumcqP6ba8F3TOVd0zlRuiJMx490R2G3jx/kYhA2j84qFrd5KBIiRlh7MflScO8mgCY47ROEkCSqkH7RhlVj2jDROvEETAgYSdwRB2cI/t4/MiRB44oO+cQ7REblvw5kcQoww5oPmgxuQwxJHkjUknMnDCNSScycQaNgjCWnIomS4naf9TulwBOybZcQBxUtII4YAQ4GclT/g7paSHNAyzzT5c4kQP7CUYJmYE8dvuqyQxw+9f8fKv9oaMxMTO3ohUw6nkJ/wmXy7ODFNh+fhObpJ1YE7pPRFwBdskjP+fCfuge/8j/iFP/Wv/8QALBAAAgIBAwMEAgMAAgMAAAAAAREAITEgQWFRcaEQgfDxQJGxwdEwYFCA4f/aAAgBAQABPyH/AKkcEVAlOAxiQLLWPQDUmADY0AIQACyTtB0xYJMR/cEUcHQAhAALJO0eU2bFoJ1BgE2fV8TlAOkACAg2CN/R8TlAMtbvTYyocEVAFqFbGDA4sJwyUIhMBWGs+h6IskkPQYSHBRouEQmArDWYEiyKANn8IgexggOVLfGT5UOCKgC1AYxIFlrEWE4ZOA1T/EMHTFgkx6EYmAqCEYFe42XzMIrj+IJ/C+fMGEQmArDWYvuCDOTP9j36hOoMAmzAcxIFFDG35AedAhsJV7WIPTndjm/hntCqeISIAfzPo4GaeUgfguDIXGcD99uY+yeZI5bzl+P9+I9A24tkmNOiXW4N1cRSE6AZAJHYBMDvuBmCa6SsnHAlQOIAFIT5IHthRAxGPKXcn93EkEAx3FB//Eq9p9y+P4Ql1bYCe/C4gCjmWKZ5YGMXNjT1Eke5s8R+/FbcTvDxArQzSdrRMapOHUt1cIfOvhWDBJbzipSA7keZ8dkFhH2AGfcdPMJ1xI/sHiAPOohhtvDAhodzor2gAUGCGgCduSr3O0AABvDBgI9hjzOy2lhgdS2fMLi1UJ8O8CCCJuw6n94gEDpHYAjuY95FIL8bwS8srI0PtW0AVW3CntwuY8vWqHBFqBELALYZJ0+OHGTTVuwHQkz0iM+gARkwyudoDIQTRFFjPvKGm/gGd0m+kFtQiBsAEcQgGkYfK2OnWAmXrW+11rpHthPzDbtDlD0Hicv2mMypJeLxATZABbOx9PcRCPhGu6S3A327xLDHGxGL2b/cGpqJnqYyT1HxwoIxqxuH+P1EU1gssZfGfYRw0RZh2Qem/uTFsBoATsZ3fvtOwL37/wDk3xOGAf8ACABJAAdnn8MgCAHe/wD0NaFVsDetuufMLCCKhisgdR1n3aPu0fdo+7R92j7tH3aPu0fdo+7R92j7tH3aPu0fdo+7R92j7tH3aPu0fdo+7R92j7tH3aPu0fdo+7R92j7tH3aPu0fdo+7R92j7tH3aPu0fdo+7R92j7tH3aPu0fdo+7R92j7tBwkjaQ6Hrz+f8106shostL31ZDRZaXvryGii2/fVkNFFt++qqzDO731VWYZ3e+qxzLu2q8avH/n3zXTqJEQCmw31EiIBTYb6yYEgtsdtRMCQW2O2oFiwR31AsWCO+oFk0QvOrx/58cUAQjyLgAAAAoAbaWZgDsxqZmAOzGtkYE7oamRgTuhqDVgew1BqwPYag2WRxWrx/59810+hdwyYIYYPrkNFlpe+rIaLLS99eQ0UW376shootv31VWYZ3e+qqzDO731WOZd21XjV4/wDOkiSKTGOBmrigzIORQQCeA7KAsnNcRVwFbnHS18QFk5riFF9AALjpa+ICyc1xFXAVucdLXxAWTmuIUX0AAuOlr4gLJzXEVcBW5x0tfEBZOa4irgK3OBrAJDR2gLJzXEVcBW5x0tfEBZOa4irgK3OBrAJDR2gLJzXEVcBW5x0tfEBZOa4irgK3OBiiA3AWTmuIq4Ctzjpa+ICyc1xFXAVucDFEBuAsnNcRVwFbnHS18QFk5riKuArc50R0OxgLJzXEVcBW5x0tfEBZOa4irgK3OeP/ADoRh4H6I/ufNdPo3jQzMAdmNTMwB2Y1sjAndDUyMCd0NQasD2GoNWB7DUGyyOK1eP8Az75rplhXshIoNr0ZDRZaXvqyGiy0vfXkNFFt++rIaKLb99VVmGd3vqqswzu99VjmXdtV41eP/PhLdBs2reMjAndDSSIgFNhvqJEQCmw31kwJBbY7aiYEgtsdtQLFgjvqBYsEd9QLJohedXj/AM++a6dTMwB2Y1MzAHZjWyMCd0NTIwJ3Q1BqwPYag1YHsNQbLI4rV4/86UDkQjA79xDTO8gW3VkNFlpe+rIaLLS99eQ0UW376shootv31VWYZ3e+qqzDO731WOZd21XjV4/86xjpG3avB6eYqCEbJoP7grAiCGBAAJIADs8yvUJBUFiIiBinBKoY+USkAAIB0xERAxTgAEkAB2eZXqEgqCxERAxTgAEkAB2eYUICMBA2xERAxTgAEkAB2eZXqEgqCxERAxTgAEkAB2eZXqEgqCxAAyqb5HEAAkgAOzzK9QkFQWIiIGKcAAkgAOzzK9QkFQWIAGVTfI4gAEkAB2eZXqEgqCxERAxTgAEkAB2eZXqEgqCxAASygwHmAASQAHZ5leoSCoLEREDFOAASQAHZ5leoSCoLEABLKDAeYABJAAdnmV6hIKgsREQMU4ABJAAdnmV6hIKgsRAub0BPz4oABJAAdnmV6hIKgsREQMU4ABJAAdnmV6hIKgsTx/598106STK7iUMJ0VWpmYA7Ma2RgTuhqZGBO6GoNWB7DUGrA9hqDZZHFavH/nzhFsqdvSEgHfULTkNFlpe+rIaLLS99eQ0UW376shootv31VWYZ3e+qqzDO731WOZd21XjV4/8APvmunUSIgFNhvqJEQCmw31kwJBbY7aiYEgtsdtQLFgjvqBYsEd9QLJohedXj/wA++a6dTMwB2Y1MzAHZjWyMCd0NTIwJ3Q1BqwPYag1YHsNQbLI4rV4/86NLtlNI/sc/BHAMi7sBtiDeFWhkwNlkcVMfQMquZaWF2gbLI4qO61dAc71LSwu0DZZHFTH0DKrmWlhdoGyyOKjutXQHO9S0sLtA2WRxUx9Ayq5lpYXaBssjipj6BlVzNrHBu+lwNlkcVMfQMquZaWF2gbLI4qY+gZVczaxwbvpcDZZHFTH0DKrmWlhdoGyyOKmPoGVXM4xs97fX9wNlkcVMfQMquZaWF2gbLI4qY+gZVczjGz3t9f3A2WRxUx9Ayq5lpYXaBssjipj6BlVzNgHoyjX6gbLI4qY+gZVcy0sLtA2WRxUx9Ayq5nj/AMycLI4G/IU70gwh6EgJ+QwKXXSSIgFNhvqJEQCmw31kwJBbY7aiYEgtsdtQLFgjvqBYsEd9QLJohedXj/zIzSA0WbiwHQUA8PaLyIGyWXbs+mwQ2PwhAtbrpZmAOzGpmYA7Ma2RgTuhqZGBO6GoNWB7DUGrA9hqDZZHFavH/mQirKQXHpY6gL/7CLiSjSCUl6HFAEI8i5xgv1pyGiy0vfVkNFlpe+vIaKLb99WQ0UW37+hesGQ0EOwAx61WYZ3e+qqzDO739CIqcpIZ/eixzLu2q8avH6K8SA7BcjrPu0fdo+7R92j7tH3aPu0fdo+7R92j7tH3aPu0fdo+7R92isSA7h8nprRTO/dSH9wbUAM45fyz7+nzXTAcoA3czoME+ugkRAKbDfUSIgFNhvrJgSC2x21EwJBbY7egfhHytALFgjvqBYsEd/QJ4450AsmiF51eP0XyfXVHEVySEkqNhmhM1g7BQWZs3DKkPIgedo6Yg4HkTQbCUg3dED4Axh9NfyfXXVNk2T2ORzKrMs7tXg8jEKMmCAeA2fm4jhFsqdvSATwHZQZyAlzFXAVucdLXxAWTmuIXuB4Zb8R0tfEBZOa4irgK3OOlr4gLJzXEL3A8Mt+I6WviAsnNcRVwFbnHS18QFk5riKuArc4CRkJkCoCyc1xFXAVucdLXxAWTmuIq4CtzgJGQmQKgLJzXEVcBW5x0tfEBZOa4irgK3OAkHISzQqAsnNcRVwFbnHS18QFk5riKuArc4CQchLNCoCyc1xFXAVucdLXxAWTmuIq4CtzjNTvYQgLJzXEVcBW5x0tfEBZOa4irgK3OeP0XyfX/AIIBmZWkDsNv+H5Prr8QVMfdhEFlmCeZJwYYVQgFX2RKUAgAYCwE0kyGiy0vfVkNFlpe+vIaKLb99WQ0UW376qrMM7vfVVZhnd76rHMu7arxq8fovk+vrF0DGghjUDxDIDi0g5FOgJnz49oIs0TV3vIzMIgImMCAXU/YQHCYioILIMFZEIlUQFA2AhkqF4DYQY5wYuNFoAFZvmcEhRm11qyMqE4TEHBBZDkrJhwWQB99cRJBkUl7K3hygVkg9+5/n0rXcL5JQgYalkLSSIgFNhvqJEQCmw31kwJBbY7aFXJGAmQNIITAkFtjtqBYsEd9QLFgjvqBZNELzq8fovk+vrDkCOToEJlBTgv+oQNlk/Zf5LAdgKu2HjLxDvYWwQQB/SEzBQ2GzXx/sQUfab3eUV9wyMvzCPpX+TB3hxYIXZD+3AJESRZcE2A8jhBROshe+vvVTaOLwcf3DDVvQwLx7Y9BLdBs2reCgn6bwe2MGBAO/q7ogFZOBApddLMwB2Y1sjAndD0Sy4BRgA80gR7ACMxEgoyMCd0NQasD2GoNWB7DUGyyOK1eP0XyfX0kACCGDtDidGPXp840EIIiiu2NKQlhhbMdYTWL5WRh7G+nS7hYVGkXTc4qUKgZwQ85lvJYA3B8QWS3FckoMkdM32hXG1SifMx7VmD2khGB4Z6enyfXXJJkLcGyp0z02n6h7fT5rpicB0RgSO7RuEYiDoICwx6AWKLLShAtbr6iOWBAgHeZDRZaXvryGii2/f0WK0WO+jIaKLb99VNkFub9+sEyBpBpqswzu99VjmXdtV41eP0QQSlkt4+hT6FPoU+hT6FPoUPTNkFCc4XZHCYTKFCwIFAIoroY/gQ4bnZHnOF0EN4URdwhwFEwGM5lyzvI6RYXlAT6FAglLJ7/APCMjY7J/cOSyIPpAGRaKMIIFQ4hOejETbsGKis2DQJ4kDiAAgiQesJEQCmw31kwJBbY7QkASSgN4zH2y4KMFgI+pMCQW2O2ogEJFggzESC0gsWCO+oFk0QvOrx/50vi3C/uKghGyaD+4qBkVXb4IROGEkMr1CQVBYhMEoMMRRKB7QHg9E0RioiIGKcAAkgAOzzK9QkFQWIiIGKcAAkgAOzzCFYWBoFioiIGKcAAkgAOzzK9QkFQWIiIGKcIMSV2AMEcImzFQFkkEa75H7/qZZEthN1gDnWAd3HNbK+XyoABJAAdnmV6hIKgsQZGCEggAEkAB2eZXqEgqCxERAxTgAEkAB2eZXqEgqCxBawDRW3xQACSAA7PMr1CQVBYiIgYpwACSAA7PMr1CQVBYgtYBorb4oABJAAdnmV6hIKgsREQMU4ABJAAdnmV6hIKgsTdMdysCAASQAHZ5leoSCoLEREDFOAASQAHZ5leoSCoLE8f+fdYEi8DokLBJ1mI6oUbggMMKiYi6toWAUGek2BBNBf5qyGiy0vfSYCybtMRIKMag7aQUYLAR0CLyNFMTIaKLb99VVmGd3vqqswzu99VjmXdtV41eP8Az5WWwLHBBgANvEIwS5dIITALCqHqSIgFNhvqJEQCmw39f2viB2Fq4qEpmab9PfBZRzWyvl8rRtGKfEJgSC2x21AsWCO+oFiwR31AsmiF51eP/PiAB7vZAUQWyMQ+hR6eojlgTDIJFO0dTMwB2Y9CUQVI2aDYFFFX8/2Er8BgUnyoZIkGVjp6MjAndD0JQJ6QTZJIW9WRgTuhqDVgew1BqwPYag2WRxWrx/59YhVgDHCYN+I7dGFEIiel8wCMplQpSQB03gdLOb1ZDRZaXvBFUNGDuzcrHtA4DACD7VyJTn7GVI/mBCABsjIaKLb9/QJJ6BR/eYH2T759chootv31VWYZ3e+qqzDO731WOZd21XjV4/8AOl7IaMp+/wDP+w60gEg9gcxiy/XrDICibE7Q7DKGzUqwA6neJSATCJgGEIBpUEZoFXiBssjipj6BlVzLSwu0K5rdULk8EgFGLyg2aY6YhLCK6IVUNgAjYrmEkhYFocQKWRkN/nEAAIELFP1AzYKyzA2WRxULnbgVfr9/uWlhdoGyyOKmPoGVXMDNgrLMDZZHFTH0DKrmWlhdoGyyOKmPoGVXMDF4F0cwNlkcVMfQMquZaWF2gbLI4qY+gZVcwMXgXRzA2WRxUx9Ayq5lpYXaBssjipj6BlVzLdIdd4GyyOKmPoGVXMtLC7QNlkcVMfQMquZ4/wDPgIYbfxFDGAVDgdwdYWIJsnfCAAWTJBhkii3CMzAHZiVmTQFDAKBpY9GJ3QwZEBgocw3H12+d4NgjJLFQd5dCnHzmMTuggIsgHucxEgvRkYE7oamRgTuhqDVgew1BqwPYag2WRxUCQ9oQhKaPH/nzcagKLEPiQxQraHc3NGMdAUoZghhgwUz9QJe8ooY3BiHRgOkMFPcsxRZhyfOsyamWqu+0R1QF46/FNwTbG3tCSxo9eYRJaZOz1yGii2/fVkNFFt++qqzDO731VWYZ3e+qxzLu2q8avH/nwiBIvQ9EbPU9DYNC1QQwwYThGTeTAgHeDUr3pAMAZsS1BIN04qFIECx3fqXYYg24E8ccw9qS/v0HAwXs4jHYPoTAkFtjtqJgSC2x21AsWCO+oFiwR31AsmiF51eP/Puxg4CixHmo4PVGkfTOYCwxAhdUHtyMzljv0hJRFYNjjEyKZ7TMSSjTjyGgQ1huaPifR4EjNpggVAZtCACIY5hJhdh6MjAndDUyMCd0NQasD2GoNWB7DUGyyOK1eP8AzosEAQRzYBeZzcwUYU1V0cMFINgQwRwKyBKD3Q4oZzvCBIgLiFHCLtmOCqI6eI8YWQsAK8/4YpogVblBlRJsPf3lmD9EdvnEOYglOiDBYFkFO/8AI6BHvAWTRC8y1bXKUcHFltf3NjfojKbitjEdAj3gLJoheYym4rYxDCXwmcBZNELzGU3FbGI6BHvAWTRC8xlNxWxiGMOF5NF4+dICyaIXmMpuK2MR0CPeAsmiF5jKbitjEMYcLyaLx86QFk0QvMZTcVsYjoEe8BZNELzGU3FbGIQQx7sGqgLJoheYym4rYxHQI94CyaIXmMpuK2MTx/50MQMMH9FwgYyYqcIW7hhBQ2eohIGOykzYyGwuNL5s8g4Al0wVIVOF90SMb8HfhJ/6gNvPUAhYljHskcanscwa/U74StILFgjvqBYsEd9QLJohedXj/wA+d1rr6oIKRTvC5R6jSFz3v2hVWEAB1lg24CDjxYent829KhYvL9QHxJW4j0GgSnxHeqqp/OpwsrlK46cr7tIasD2GoNWB7DUGyyOK1eP/AD5dtq+voFxftA6o0GHYSQmZoy7wVqD33+5USBfKhCEIA6l7QmWGkK95dBxD2mBC2d9PXJBfcv5nVkNFFt++qqzDO731VWYZ3e+qxzLu2q8avH/n1QLCgFD1ew6yRNuF/wCzhbTH1hvFDQhCMkDk3jzSOAMPYkY7B9KU6naOnK+6GgSnxHE5LGomBILbHbUCxYI76gWLBHfUCyaIXnV4/wDOlA5EIwO/cQgXQiyNKI29HgwowBKPqIqQyjxEMUHMUz3HaNMGCyGoQARDHMJMLsIZBdRtHMMQyAPoEk9Ao/vMdiAgQFnJ+dfUoLAwfVJggWAn6lBYGD6viAsFBYK9RjJhkfor1fEBYKCwV6jGTDI/RXqsIaMYoH+/UoJWaP6f9+vj/wA6SUhKDK3R6RuCVBimoVQEAN8wsDjefyDkAmsOhMChBGoZ4ioKBFQyIiHkAJje6yhgZQLDgkAywAjhAKIHQhKU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function SetMode( sprMode )
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		_text		= 'TradeStation Strategy Settings';
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<TABLE class=hiddentable id=hftable width="100%">
<TBODY>
<TR>
<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN class=Header id=HeaderInfo>!Lines, @NQ.D, 30 min, 3/7/2002 9:00:00 AM - 12/23/2008 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
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<TD id=SettingMessage></TD></TR></TBODY></TABLE>
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<TR>
<TD class=title width="100%">TradeStationChart Settings</TD></TR></TBODY></TABLE>
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<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('symbol__strategy_performance_report_');" href="?">Symbol</A></TD>
<TD id=Symbol align=right width="32%">@NQ.D</TD>
<TD align=left width="32%"></TD></TR>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('description__strategy_performance_report_');" href="?">Description</A></TD>
<TD id=Description align=right width="32%">E-Mini NASDAQ-100 Continuous Contract [Mar09]</TD>
<TD align=left width="32%"></TD></TR>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('compression__strategy_performance_report_');" href="?">Interval</A></TD>
<TD id=Interval align=right width="32%">30 min</TD>
<TD align=left width="32%"></TD></TR>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('start_date__strategy_performance_report_');" href="?">Start Date/Time</A></TD>
<TD id=StartDate align=right width="32%">3/7/2002 9:00:00 AM</TD>
<TD align=left width="32%"></TD></TR>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('end_date__strategy_performance_report_');" href="?">End Date/Time</A></TD>
<TD id=EndDate align=right width="32%">12/23/2008 3:15:00 PM</TD>
<TD align=left width="32%"></TD></TR></TBODY></TABLE>&nbsp; 
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<TR>
<TD class=title width="100%">TradeStation Strategies Applied</TD></TR></TBODY></TABLE>
<DIV id=strategyAppliedTable>
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<TR>
<TD id=strategy width-?100%?>!Lines(On)</TD></TR></TBODY></TABLE></DIV><!-- <p id = "StrategiesApplied"></p> --><BR>
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<TD class=title width="100%">TradeStation Strategy Inputs</TD></TR></TBODY></TABLE>
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<TD width="66%">
<P align=left><B><A class=helpLink onclick="return HelpTip('strategy_input_desc__strategy_performance_report_');" href="?">Description</A></B></P></TD>
<TD width="33%">
<P align=left><B><A class=helpLink onclick="return HelpTip('strategy_input_value__strategy_performance_report_');" href="?">Value</A></B></P></TD></TR></TBODY></TABLE><B>
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<TD id=inputName width="66%">!Lines - H16</TD>
<TD id=inputValue width="33%">1</TD></TR>
<TR>
<TD id=inputName width="66%">!Lines - L2</TD>
<TD id=inputValue width="33%">16</TD></TR>
<TR>
<TD id=inputName width="66%">!Lines - C18</TD>
<TD id=inputValue width="33%">1120</TD></TR>
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<TD id=inputName width="66%">!Lines - O8</TD>
<TD id=inputValue width="33%">1</TD></TR>
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<TD id=inputName width="66%">!Lines - c4</TD>
<TD id=inputValue width="33%">1</TD></TR>
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<TD id=inputName width="66%">!Lines - L8</TD>
<TD id=inputValue width="33%">1</TD></TR>
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<TD id=inputName width="66%">!Lines - H8</TD>
<TD id=inputValue width="33%">1</TD></TR>
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<TD id=inputName width="66%">!Lines - O11</TD>
<TD id=inputValue width="33%">0</TD></TR>
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<TD id=inputName width="66%">!Lines - O10</TD>
<TD id=inputValue width="33%">9950</TD></TR>
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<TD id=inputName width="66%">!Lines - C16</TD>
<TD id=inputValue width="33%">10</TD></TR>
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<TD id=inputName width="66%">!Lines - entry17</TD>
<TD id=inputValue width="33%">0</TD></TR>
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<TD id=inputName width="66%">!Lines - LongTrades</TD>
<TD id=inputValue width="33%">true</TD></TR>
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<TD id=inputName width="66%">!Lines - SH16</TD>
<TD id=inputValue width="33%">1</TD></TR>
<TR>
<TD id=inputName width="66%">!Lines - SL2</TD>
<TD id=inputValue width="33%">0</TD></TR>
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<TD id=inputName width="66%">!Lines - SC18</TD>
<TD id=inputValue width="33%">0</TD></TR>
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<TD id=inputName width="66%">!Lines - SO8</TD>
<TD id=inputValue width="33%">0</TD></TR>
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<TD id=inputName width="66%">!Lines - Sc4</TD>
<TD id=inputValue width="33%">0</TD></TR>
<TR>
<TD id=inputName width="66%">!Lines - SL8</TD>
<TD id=inputValue width="33%">1</TD></TR>
<TR>
<TD id=inputName width="66%">!Lines - SH8</TD>
<TD id=inputValue width="33%">60</TD></TR>
<TR>
<TD id=inputName width="66%">!Lines - SO11</TD>
<TD id=inputValue width="33%">1251</TD></TR>
<TR>
<TD id=inputName width="66%">!Lines - SO10</TD>
<TD id=inputValue width="33%">16</TD></TR>
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<TD id=inputName width="66%">!Lines - SC16</TD>
<TD id=inputValue width="33%">0</TD></TR>
<TR>
<TD id=inputName width="66%">!Lines - entry17S</TD>
<TD id=inputValue width="33%">1</TD></TR>
<TR>
<TD id=inputName width="66%">!Lines - ShortTrades</TD>
<TD id=inputValue width="33%">true</TD></TR></TBODY></TABLE></DIV>&nbsp; 
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<TBODY>
<TR>
<TD class=title id=Settings_Settings width="100%">TradeStation Strategy Settings</TD></TR></TBODY></TABLE>
<TABLE cellSpacing=0 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD width="36%"><B><A class=helpLink onclick="return HelpTip('costscapitalization__strategy_performance_report_');" href="?">Costs/Capitalization</A></B> </TD>
<TD align=right width="32%"></TD>
<TD align=left width="32%"></TD></TR>
<TR>
<TD width="36%">
<P align=left><A class=helpLink onclick="return HelpTip('initial_capital__strategy_performance_report_');" href="?">Initial Capital</A></P></TD>
<TD id=InitialCapital align=right width="32%">$100,000.00</TD>
<TD align=left width="32%"></TD></TR>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('commission__strategy_performance_report_');" href="?">Commission</A></TD>
<TD id=Commission align=right width="32%" numberkind="int">$2.50</TD>
<TD id=CommissionType align=left width="32%">&nbsp;per Share/Contract</TD></TR>
<TR id=Settings_Slippage style="DISPLAY: block">
<TD width="36%"><A class=helpLink onclick="return HelpTip('slippage__strategy_performance_report_');" href="?">Slippage</A></TD>
<TD id=Slippage align=right width="32%" numberkind="int">$2.50</TD>
<TD id=SlippageType align=left width="32%">&nbsp;per Share/Contract</TD></TR>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('interest_rate__strategy_performance_report_');" href="?">Interest Rate</A></TD>
<TD id=InterestRate align=right width="32%" numberkind="percent">2.00%</TD>
<TD align=left width="32%"></TD></TR>
<TR>
<TD width="36%">&nbsp;</TD>
<TD align=left width="32%"></TD>
<TD align=left width="32%"></TD></TR>
<TR id=Settings_BackTestingResolution style="DISPLAY: block">
<TD width="36%"><B><A class=helpLink onclick="return HelpTip('look_inside_bar_back_testing_strategy_performance_report_');" href="?">Back-testing Resolution</A></B></TD>
<TD align=right width="32%"></TD>
<TD align=right width="32%"></TD></TR>
<TR id=Settings_LookInsideBar style="DISPLAY: block">
<TD width="36%"><A class=helpLink onclick="return HelpTip('look_inside_bar_back_testing_strategy_performance_report_');" href="?">Look-Inside-Bar Back-Testing</A></TD>
<TD id=BackTestingDescription align=right width="32%">Intra-day 1 minute(s). Intra-day data from 03/07/2002 08:31 AM to 12/23/2008 03:15 PM.</TD>
<TD align=right width="32%"></TD></TR>
<TR id=Settings_MaxBarsBack style="DISPLAY: block">
<TD width="36%"><A class=helpLink onclick="return HelpTip('maxbarsback_strategy_performance_report_');" href="?">MaxBarsBack</A></TD>
<TD id=MaxBarsBack align=right width="32%" numberkind="int">50</TD>
<TD align=right width="32%"></TD></TR>
<TR>
<TD width="36%">&nbsp;</TD>
<TD align=right width="32%"></TD>
<TD align=right width="32%"></TD></TR>
<TR id=Settings_PositionLimit style="DISPLAY: block">
<TD width="36%"><B><A class=helpLink onclick="return HelpTip('max_shares_contracts_per_pos__strategy_performance_report_');" href="?">Position Limits</A></B></TD>
<TD align=right width="32%"></TD>
<TD align=right width="32%"></TD></TR>
<TR>
<TD id=PositionLimitDescription width="100%" colSpan=3>Disabled: No entry orders allowed in the same direction as the currently held position.</TD></TR>
<TR>
<TD width="36%">&nbsp;</TD>
<TD align=right width="32%"></TD>
<TD align=right width="32%"></TD></TR>
<TR id=Settings_MaxContractSharesPerPos style="DISPLAY: block">
<TD width="36%"><A class=helpLink onclick="return HelpTip('max_shares_contracts_per_pos__strategy_performance_report_');" href="?">Max. shares/contracts per pos.</A></TD>
<TD id=MaxSharesPerPosition align=right width="32%" numberkind="int">20000</TD>
<TD align=right width="32%"></TD></TR>
<TR>
<TD width="36%">&nbsp;</TD>
<TD align=right width="32%"></TD>
<TD align=right width="32%"></TD></TR>
<TR id=Settings_TradeSize style="DISPLAY: block">
<TD width="36%"><B><A class=helpLink onclick="return HelpTip('fixed_shares_contracts_strategy_performance_report_');" href="?">Trade Size</A></B></TD>
<TD align=right width="32%"></TD>
<TD align=right width="32%"></TD></TR>
<TR>
<TD id=TradeSizeDescription width="100%" colSpan=3>Fixed Shares/Contracts: 1</TD></TR>
<TR>
<TD width="36%">&nbsp;</TD>
<TD align=right width="32%"></TD>
<TD align=right width="32%"></TD></TR></TBODY></TABLE>&nbsp; 
<TABLE cellSpacing=0 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD class=title width="100%">TradeStation Report Settings</TD></TR></TBODY></TABLE>
<TABLE cellSpacing=0 cellPadding=0 width="100%" border=0>
<TBODY>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('display_periods__strategy_performance_report_');" href="?">Display Periods</A></TD>
<TD id=DisplayPeriods align=right width="32%">40</TD>
<TD align=left width="32%"></TD></TR>
<TR>
<TD width="36%"><A class=helpLink onclick="return HelpTip('number_of_standard_deviations__strategy_performance_report_');" href="?">Standard Deviations</A></TD>
<TD id=NumberofStandardDeviations align=right width="32%">1</TD>
<TD align=left width="32%"></TD></TR></TBODY></TABLE></B></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE class=hiddentable id=hftable>
<TBODY>
<TR>
<TD><SPAN class=Header id=FooterInfo>Created by TradeStation: 12/23/2008 5:38:27 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></B></BODY></HTML>

--==TSBoundary-SPR
Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit
Content-ID: <navigation.htm>

<html> <body> <p><b><font face="Arial">TradeStation Performance Report<br> </font><br><br></b></p><a href="cid:Performance Summary" target = "second" > Performance Summary </a><br>
<a href="cid:Trade Analysis" target = "second" > Trade Analysis </a><br>
<a href="cid:Annual" target = "second" > Annual </a><br>
<a href="cid:Daily" target = "second" > Daily </a><br>
<a href="cid:Monthly" target = "second" > Monthly </a><br>
<a href="cid:Weekly" target = "second" > Weekly </a><br>
<a href="cid:Performance Graphs" target = "second" > Performance Graphs </a><br>
<a href="cid:Trade Graphs" target = "second" > Trade Graphs </a><br>
<a href="cid:Settings" target = "second" > Settings </a><br>
</body></html>

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Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit
Content-ID: <TSSPR.CSS>

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TR.Main
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A.helpLinkTitleSection:hover
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.help-tooltip
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    BORDER-RIGHT: #f5f5f5 solid;
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.Main
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TR.Main
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TR.Detail
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TABLE.hiddentable
{
    DISPLAY: none
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--==TSBoundary-SPR
Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit
Content-ID: <TSSPR.JS>

///////////////////////////////////////////////////////////////////////////////
// Global variables and constants
///////////////////////////////////////////////////////////////////////////////

var g_cSmallestTableWidth = 512;
var g_bIsTMA              = false;

///////////////////////////////////////////////////////////////////////////////
// TMA support
///////////////////////////////////////////////////////////////////////////////

function ConfigureAsTMA()
{
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//-------------------------------------------------------------------
// Override the function to init the document for use with the TMA
//-------------------------------------------------------------------
function InitTMA()
{
  alert("Override Function for local implementation");
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function UpdateTMAInformation()
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///////////////////////////////////////////////////////////////////////////////
// External shared functions - Called from outside the HTML file
///////////////////////////////////////////////////////////////////////////////

//------------------------------------------
// Called to change the font which will
// make it necessary to resize the table
// to be proportional to the font
//------------------------------------------
function SetTextSize(fontSize)
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// Implementation
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function SetFontSize(fSize)
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function SetHeaderFooterInfo( sHeaderInfo, sFooterInfo )
{
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}

//------------------------------------------
// Called to show or hide header and footer
//------------------------------------------ 
function SwitchHeaderFooter( value )
{
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}

function FrameScroll(frame)
{
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  {
    window.parent.frames(frame).document.body.scrollLeft = document.body.scrollLeft;
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}

function ExpandTable( Table, TName, Picture, bIsTMPR ) 
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			if(rows[i].className == 'Detail')
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			  if ( bIsTMPR == true ) 
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			  else
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function ExpandSpan(Span,SName,Picture) 
{
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  {
		document.images[Picture].src = "cid:GIFS/#3234";
		document.images[Picture].alt = "Collapse";
		Span.className = 'Main';
	}	
}

///////////////////////////////////////////////////////////////////////////////
// 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;
	
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		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) {
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		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";	
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	create:	function () {
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		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) {
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			helpTipHandler.hideHelpTip(this);
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	removeHelpTip:	function (d) {
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		d.style.filter = "none";
		d.innerHTML = "";
		d.onmousedown = null;
		d.onmouseup = null;
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		//d.style.display = "none";
	},
	
	hideHelpTip:	function (el) {
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		/*	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";
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			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";
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				top:	window.pageYOffset,
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				height:	window.innerHeight
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