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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, USDJPY, 60 min, 10/14/2003 5:00:00 PM - 10/23/2008 3:59:00 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>$63,305.95</TD>
<TD id=Long_TotalNetProfit align=right width="15%" height=15>$30,835.64</TD>
<TD id=Short_TotalNetProfit align=right width="15%" height=15>$32,470.32</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>$217,171.37</TD>
<TD id=Long_GrossProfit align=right width="15%" height=15>$92,078.18</TD>
<TD id=Short_GrossProfit align=right width="15%" height=15>$125,093.19</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>($153,865.41)</FONT></TD>
<TD id=Long_GrossLoss align=right width="15%" height=15><FONT color=red>($61,242.54)</FONT></TD>
<TD id=Short_GrossLoss align=right width="15%"><FONT color=red>($92,622.87)</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">1.41</TD>
<TD id=ProfitFactor_Long align=right width="15%" numberkind="real">1.50</TD>
<TD id=ProfitFactor_Short align=right width="15%" numberkind="real">1.35</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><FONT color=red>($2,635.12)</FONT></TD>
<TD id=Long_RollOverCredit align=right width="15%" height=15>$2,492.98</TD>
<TD id=Short_RollOverCredit align=right width="15%" height=15><FONT color=red>($5,128.10)</FONT></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>$1,201.24</TD>
<TD id=Long_OpenPositionPL align=right width="15%" height=15>$1,201.24</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>$59,787.67</TD>
<TD id=Long_SelectNetProfit align=right width="15%" height=15>$38,004.86</TD>
<TD id=Short_SelectNetProfit align=right width="15%" height=15>$21,782.81</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>$198,604.60</TD>
<TD id=Long_SelectGrossProfit align=right width="15%" height=15>$88,277.07</TD>
<TD id=Short_SelectGrossProfit align=right width="15%" height=15>$110,327.53</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>($138,816.93)</FONT></TD>
<TD id=Long_SelectGrossLoss align=right width="15%" height=15><FONT color=red>($50,272.21)</FONT></TD>
<TD id=Short_SelectGrossLoss align=right width="15%" height=15><FONT color=red>($88,544.72)</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">1.43</TD>
<TD id=Long_SelectProfitFactor align=right width="15%" numberkind="real">1.76</TD>
<TD id=Short_SelectProfitFactor align=right width="15%" numberkind="real">1.25</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%">$46,557.51</TD>
<TD id=Long_AdjustedNetProfit align=right width="15%">$19,922.53</TD>
<TD id=Short_AdjustedNetProfit align=right width="15%">$19,700.08</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%">$207,573.66</TD>
<TD id=Long_AdjustedGrossProfit align=right width="15%">$86,006.72</TD>
<TD id=Short_AdjustedGrossProfit align=right width="15%">$117,644.00</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>($161,016.15)</FONT></TD>
<TD id=Long_AdjustedGrossLoss align=right width="15%"><FONT color=red>($66,084.19)</FONT></TD>
<TD id=Short_AdjustedGrossLoss align=right width="15%"><FONT color=red>($97,943.92)</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">1.29</TD>
<TD id=Long_AdjustedProfitFactor align=right width="15%" numberkind="real">1.30</TD>
<TD id=Short_AdjustedProfitFactor align=right width="15%" numberkind="real">1.20</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">975</TD>
<TD id=Long_TotalNumberTrades align=right width="15%" numberkind="int">390</TD>
<TD id=Short_TotalNumberTrades align=right width="15%" numberkind="int">585</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">52.51%</TD>
<TD id=Long_PercentProfitable align=right width="15%" numberkind="percent">58.97%</TD>
<TD id=Short_PercentProfitable align=right width="15%" numberkind="percent">48.21%</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">512</TD>
<TD id=Long_NumberWinningTrades align=right width="15%" numberkind="int">230</TD>
<TD id=Short_NumberWinningTrades align=right width="15%" numberkind="int">282</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">463</TD>
<TD id=Long_NumberLosingTrades align=right width="15%" numberkind="int">160</TD>
<TD id=Short_NumberLosingTrades align=right width="15%" numberkind="int">303</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">0</TD>
<TD id=Long_NumberEvenTrades align=right width="15%" numberkind="int">0</TD>
<TD id=Short_NumberEvenTrades align=right width="15%" numberkind="int">0</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>$64.93</TD>
<TD id=Long_AvgTrade align=right width="15%" height=15>$79.07</TD>
<TD id=Short_AvgTrade align=right width="15%" height=15>$55.50</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>$424.16</TD>
<TD id=Long_AverageWinningTrade align=right width="15%" height=15>$400.34</TD>
<TD id=Short_AverageWinningTrade align=right width="15%" height=15>$443.59</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>($332.32)</FONT></TD>
<TD id=Long_AverageLosingTrade align=right width="15%" height=15><FONT color=red>($382.77)</FONT></TD>
<TD id=Short_AverageLosingTrade align=right width="15%" height=15><FONT color=red>($305.69)</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">1.28</TD>
<TD id=Long_RatioAvgWinAvgLoss align=right width="15%" numberkind="real">1.05</TD>
<TD id=Short_RatioAvgWinAvgLoss align=right width="15%" numberkind="real">1.45</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>$3,013.75</TD>
<TD id=Long_LargestWinningTrade align=right width="15%" height=15>$2,142.07</TD>
<TD id=Short_LargestWinningTrade align=right width="15%" height=15>$3,013.75</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>($2,428.66)</FONT></TD>
<TD id=Long_LargestLosingTrade align=right width="15%" height=15><FONT color=red>($2,428.66)</FONT></TD>
<TD id=Short_LargestLosingTrade align=right width="15%" height=15><FONT color=red>($1,502.96)</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">1.39%</TD>
<TD id=Long_LargetWinTradePercentGrossProfit align=right width="15%" numberkind="percent">2.33%</TD>
<TD id=Short_LargetWinTradePercentGrossProfit align=right width="15%" numberkind="percent">2.41%</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">1.58%</TD>
<TD id=Long_LargetLosingTradePercentGrossLoss align=right width="15%" numberkind="percent">3.97%</TD>
<TD id=Short_LargetLosingTradePercentGrossLoss align=right width="15%" numberkind="percent">1.62%</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">2606.62%</TD>
<TD id=Long_NetProfitLargestLoss align=right width="15%" numberkind="percent">1269.65%</TD>
<TD id=Short_NetProfitLargestLoss align=right width="15%" numberkind="percent">2160.43%</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">2461.75%</TD>
<TD id=Long_SelectNetProfitLargestLoss align=right width="15%" numberkind="percent">1564.85%</TD>
<TD id=Short_SelectNetProfitLargestLoss align=right width="15%" numberkind="percent">1449.33%</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">1917.00%</TD>
<TD id=Long_AdjustedNetProfitLargestLoss align=right width="15%" numberkind="percent">820.31%</TD>
<TD id=Short_AdjustedNetProfitLargestLoss align=right width="15%" numberkind="percent">1310.75%</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">16</TD>
<TD id=Long_MaxConsecutiveWinners align=right width="15%" numberkind="int">8</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">9</TD>
<TD id=Long_MaxConsecutiveLosers align=right width="15%" numberkind="int">5</TD>
<TD id=Short_MaxConsecutiveLosers align=right width="15%" numberkind="int">9</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">17.58</TD>
<TD id=Long_AvgBarsInTotalTrades align=right width="15%" numberkind="real">19.95</TD>
<TD id=Short_AvgBarsInTotalTrades align=right width="15%" numberkind="real">16.00</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">17.80</TD>
<TD id=Long_AvgNumBarsInWinners align=right width="15%" numberkind="real">20.00</TD>
<TD id=Short_AvgNumBarsInWinners align=right width="15%" numberkind="real">16.00</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">17.34</TD>
<TD id=Long_AvgNumBarsInLosers align=right width="15%" numberkind="real">19.88</TD>
<TD id=Short_AvgNumBarsInLosers align=right width="15%" numberkind="real">16.00</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">0.00</TD>
<TD id=Long_AvgNumBarsInEvens align=right width="15%" numberkind="real">0.00</TD>
<TD id=Short_AvgNumBarsInEvens align=right width="15%" numberkind="real">0.00</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">100000</TD>
<TD id=Long_MaxNumContractsHeld align=right width="15%" numberkind="int">100000</TD>
<TD id=Short_MaxNumContractsHeld align=right width="15%" numberkind="int">100000</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">97600000</TD>
<TD id=Long_TotalSharesHeld align=right width="15%" numberkind="int">39100000</TD>
<TD id=Short_TotalSharesHeld align=right width="15%" numberkind="int">58500000</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%">$6,528.84</TD>
<TD id=Long_AccountSizeRequired align=right width="15%">$4,432.14</TD>
<TD id=Short_AccountSizeRequired align=right width="15%">$4,967.65</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>$4,875.000</TD>
<TD id=Long_Slippage align=right width="15%" height=15>$1,950.000</TD>
<TD id=Short_Slippage align=right width="15%" height=15>$2,925.000</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>$4,875.000</TD>
<TD id=Long_CommissionPerTransaction align=right width="15%" height=15>$1,950.000</TD>
<TD id=Short_CommissionPerTransaction align=right width="15%">$2,925.000</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">63.31%</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">9.77%</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>(11.25%)</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">969.64%</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%">$1,169.40</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%">$2,417.93</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">0.32</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">245.85</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">0.45</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>5 Yrs, 6 Dys, 20 Hrs, 59 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">53.32%</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>2 Yrs, 8 Mths, 2 Dys, 18 Hrs, 59 Mins</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>6 Dys, 4 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%">$65,456.45</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%">10/23/08 15:59</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%">65.46%</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>($7,789.89)</FONT></TD>
<TD id=Long_MaxIntradayDrawDown align=right width="15%"><FONT color=red>($6,173.55)</FONT></TD>
<TD id=Short_MaxIntradayDrawDown align=right width="15%"><FONT color=red>($5,075.34)</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%">09/18/08 12:00</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_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">7.79%</TD>
<TD id=Long_MaxPTV_Drawdown_div_InitCap align=right width="15%">6.17%</TD>
<TD id=Short_MaxPTV_Drawdown_div_InitCap align=right width="15%">5.08%</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">812.67%</TD>
<TD id=Long_NetProfitMaxDrawDown align=right width="15%" numberkind="percent">499.48%</TD>
<TD id=Short_NetProfitMaxDrawDown align=right width="15%" numberkind="percent">639.77%</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">767.50%</TD>
<TD id=Long_SelectNetProfitMaxDrawdown align=right width="15%" numberkind="percent">615.61%</TD>
<TD id=Short_SelectNetProfitMaxDrawdown align=right width="15%" numberkind="percent">429.19%</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">597.67%</TD>
<TD id=Long_AdjustedNetProfitMaxDrawDown align=right width="15%" numberkind="percent">322.71%</TD>
<TD id=Short_AdjustedNetProfitMaxDrawDown align=right width="15%" numberkind="percent">388.15%</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>($6,528.84)</FONT></TD>
<TD id=Long_CTCDrawdown align=right width="15%"><FONT color=red>($4,432.14)</FONT></TD>
<TD id=Short_CTCDrawdown align=right width="15%"><FONT color=red>($4,967.65)</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%">09/18/08 03:00</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">6.53%</TD>
<TD id=Long_CTCDrawDownInitialCapital align=right width="15%" numberkind="percent">4.43%</TD>
<TD id=Short_CTCDrawDownInitialCapital align=right width="15%" numberkind="percent">4.97%</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">969.64%</TD>
<TD id=Long_NetProfitCTCDrawDown align=right width="15%" numberkind="percent">695.73%</TD>
<TD id=Short_NetProfitCTCDrawDown align=right width="15%" numberkind="percent">653.63%</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">915.75%</TD>
<TD id=Long_SelectNetProfitCTCDrawDown align=right width="15%" numberkind="percent">857.48%</TD>
<TD id=Short_SelectNetProfitCTCDrawDown align=right width="15%" numberkind="percent">438.49%</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">713.11%</TD>
<TD id=Long_AdjustedNetProfitCTCDrawDown align=right width="15%" numberkind="percent">449.50%</TD>
<TD id=Short_AdjustedNetProfitCTCDrawDown align=right width="15%" numberkind="percent">396.57%</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>($3,210.65)</FONT></TD>
<TD id=Long_MaxTradeDrawDown align=right width="15%" height=15><FONT color=red>($3,210.65)</FONT></TD>
<TD id=Short_MaxTradeDrawDown align=right width="15%" height=15><FONT color=red>($1,908.33)</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>$63,305.95</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">1.41</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>$217,171.37</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>($153,865.41)</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><FONT color=red>($2,635.12)</FONT></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>$1,201.24</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>$59,787.67</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">1.43</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>$198,604.60</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>($138,816.93)</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>$46,557.51</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">1.29</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>$207,573.66</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>($161,016.15)</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">975</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">52.51%</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">512</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">463</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">0</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>$64.93</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">1.28</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>$424.16</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>($332.32)</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>$3,013.75</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>($2,428.66)</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">1.39%</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">1.58%</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">2606.62%</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">2461.75%</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">1917.00%</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('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">16</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">9</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">17.80</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">17.34</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">17.58</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">100000</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>$6,528.84</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>$4,875.000</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>$4,875.000</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">63.31%</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">9.77%</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>(11.25%)</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">969.64%</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>$1,169.40</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>$2,417.93</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">0.32</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">245.85</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">0.45</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">5 Yrs, 6 Dys, 20 Hrs, 59 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">53.32%</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>2 Yrs, 8 Mths, 2 Dys, 18 Hrs, 59 Mins</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">6 Dys, 4 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>$65,456.45</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>10/23/08 15:59</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">65.46%</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>($7,789.89)</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>($6,528.84)</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>09/18/08 12:00</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>09/18/08 03:00</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">7.79%
<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">6.53%</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">812.67%
<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">969.64%</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">767.50%
<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">915.75%</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">597.67%
<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">713.11%</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>($3,210.65)</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>$30,835.64</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">1.50</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>$92,078.18</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>($61,242.54)</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>$2,492.98</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>$1,201.24</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>$38,004.86</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">1.76</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>$88,277.07</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>($50,272.21)</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>$19,922.53</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">1.30</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=Long_AdjustedGrossProfit align=right width="15%" height=15>$86,006.72</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>($66,084.19)</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">390</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">58.97%</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">230</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">160</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">0</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>$79.07</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=Long_RatioAvgWinAvgLoss align=right width="12%" height=15 numberkind="real">1.05</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>$400.34</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>($382.77)</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>$2,142.07</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>($2,428.66)</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">2.33%</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">3.97%</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">8</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">20.00</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">19.88</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">19.95</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">100000</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>$4,432.14</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>$1,950.000</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>$1,950.000</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">1269.65%</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">1564.85%</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">820.31%</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>($6,173.55)</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>($4,432.14)</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">6.17%</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">4.43%</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">499.48%
<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">695.73%</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">615.61%
<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">857.48%</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">322.71%
<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">857.48%</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>($3,210.65)</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>$32,470.32</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">1.35</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>$125,093.19</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>($92,622.87)</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><FONT color=red>($5,128.10)</FONT></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>$21,782.81</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">1.25</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>$110,327.53</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>($88,544.72)</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>$19,700.08</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">1.20</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>$117,644.00</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>($97,943.92)</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">585</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">48.21%</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">282</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">303</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">0</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>$55.50</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">1.45</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>$443.59</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=Short_AverageLosingTrade align=right width="12%" height=15><FONT color=red>($305.69)</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>$3,013.75</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>($1,502.96)</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">2.41%</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">3.97%</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">9</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">16.00</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">16.00</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">16.00</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">100000</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>$4,967.65</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>$2,925.000</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>$2,925.000</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">2160.43%</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">1449.33%</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">1310.75%</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>($5,075.34)</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>($4,967.65)</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">5.08%</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">4.97%</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">639.77%
<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">653.63%</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">429.19%
<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">438.49%</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">388.15%
<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">396.57%</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 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>($1,908.33)</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 id=FooterInfo>Created by TradeStation: 12/22/2008 8:36:36 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></FORM></BODY></HTML>

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<TBODY>
<TR>
<TD><SPAN class=Header>TradeStation TradeManager Performance Report</SPAN></TD>
<TD align=right><SPAN class=Header id=HeaderInfo>!Lines, USDJPY, 60 min, 10/14/2003 5:00:00 PM - 10/23/2008 3:59:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize cellSpacing=0 cellPadding=0 width=512 border=0>
<TBODY>
<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">975</TD>
<TD id=NumberWinningTrades align=right width="20%" height=18 numberkind="int">512</TD>
<TD id=NumberLosingTrades align=right width="20%" height=18 numberkind="int">463</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>$64.93</TD>
<TD id=AverageWinningTrade align=right width="20%" height=18>$424.16</TD>
<TD id=AverageLosingTrade align=right width="20%" height=18><FONT color=red>($332.32)</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>$522.61</TD>
<TD id=Win_STDEV align=right width="20%" height=18>$401.29</TD>
<TD id=Loss_STDEV align=right width="20%" height=18>$310.69</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>$587.54</TD>
<TD id=Win_AverageTradePlus_STDEV align=right width="20%" height=18>$825.45</TD>
<TD id=Loss_AverageTradePlus_STDEV align=right width="20%" height=18><FONT color=red>($21.64)</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>($457.68)</FONT></TD>
<TD id=Win_AverageTradeMinus_STDEV align=right width="20%" height=18>$22.88</TD>
<TD id=Loss_AverageTradeMinus_STDEV align=right width="20%" height=18><FONT color=red>($643.01)</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">804.89%</TD>
<TD id=Win_CoefficientOfVariation align=right width="20%" height=18 numberkind="percent">94.61%</TD>
<TD id=Loss_CoefficientOfVariation align=right width="20%" height=18 numberkind="percent">93.49%</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, 4 Mins</TD>
<TD id=AvgTimeInWinningTrades align=right width="20%" height=18>1 Dy, 30 Mins</TD>
<TD id=AvgTimeInLosingTrades align=right width="20%" height=18>23 Hrs, 34 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>22 Hrs, 3 Mins</TD>
<TD id=AvgTimeBetweenWinningTrades align=right width="20%" height=18>2 Dys, 13 Hrs, 31 Mins</TD>
<TD id=AvgTimeBetweenLosingTrades align=right width="20%" height=18>2 Dys, 23 Hrs, 8 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>226 Dys, 21 Hrs, 45 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">18</TD>
<TD id=TT_PosOutlier align=right width="20%" height=18 numberkind="int">8</TD>
<TD id=TT_NegOutlier align=right width="20%" height=18 numberkind="int">10</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>$3,518.28</TD>
<TD id=PL_PosOutlier align=right width="20%" height=18>$18,566.77</TD>
<TD id=PL_NegOutlier align=right width="20%" height=18><FONT color=red>($15,048.48)</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>$3,504.18</TD>
<TD id=DrawDown_Maximum align=right width="20%" height=18><FONT color=red>($3,210.65)</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>8/16/2007</TD>
<TD id=TradeAnalysis_DrawDownDate align=right width="20%" height=18>9/15/2008</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>$425.95</TD>
<TD id=DrawDown_Average align=right width="20%" height=18><FONT color=red>($341.69)</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>$418.71</TD>
<TD id=DrawDown_STDEV align=right width="20%" height=18>$324.80</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>$844.66</TD>
<TD id=DrawDown_AverageTradePlus_STDEV align=right width="20%" height=18><FONT color=red>($16.88)</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>$7.24</TD>
<TD id=DrawDown_AverageTradeMinus_STDEV align=right width="20%" height=18><FONT color=red>($666.49)</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">98.30%</TD>
<TD id=DrawDown_CoefficientOfVariation align=right width="20%" height=18 numberkind="percent">95.06%</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">6.93%</TD>
<TD id=EntryEff_Average align=right width="20%" height=18 numberkind="percent">53.70%</TD>
<TD id=ExitEff_Average align=right width="20%" height=18 numberkind="percent">53.23%</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('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">51.40%</TD>
<TD id=EntryEff_STDEV align=right width="20%" height=18 numberkind="percent">31.67%</TD>
<TD id=ExitEff_STDEV align=right width="20%" height=18 numberkind="percent">28.19%</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">58.33%</TD>
<TD id=EntryEff_AverageTradePlus_STDEV align=right width="20%" height=18 numberkind="percent">85.37%</TD>
<TD id=ExitEff_AverageTradePlus_STDEV align=right width="20%" height=18 numberkind="percent">81.42%</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>(44.48%)</FONT></TD>
<TD id=EntryEff_AverageTradeMinus_STDEV align=right width="20%" height=18 numberkind="percent">22.03%</TD>
<TD id=ExitEff_AverageTradeMinus_STDEV align=right width="20%" height=18 numberkind="percent">25.04%</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">742.28%</TD>
<TD id=EntryEff_CoefficientOfVariation align=right width="20%" height=18 numberkind="percent">58.98%</TD>
<TD id=ExitEff_CoefficientOfVariation align=right width="20%" height=18 numberkind="percent">52.96%</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>$3,013.75</TD>
<TD id=LargestLoss align=right width="20%" height=18><FONT color=red>($2,428.66)</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">1.39%</TD>
<TD id=Loss_PercentNetProfit align=right width="20%" height=18 numberkind="percent">1.58%</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>$6,656.97</TD>
<TD id=LargestConsecutiveLoss align=right width="20%" height=18><FONT color=red>($5,074.78)</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">3.07%</TD>
<TD id=Loss_PercentConsecutiveNetProfit align=right width="20%" height=18 numberkind="percent">3.30%</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>122</TD>
<TD align=right background="" bgColor=#ffffff height=21>$430.80</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($332.11)</FONT></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>2</TD>
<TD align=middle background="" bgColor=#ccffcc height=21>56</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$398.88</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($349.84)</FONT></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>3</TD>
<TD align=middle background="" bgColor=#ffffff height=21>40</TD>
<TD align=right background="" bgColor=#ffffff height=21>$500.84</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($317.96)</FONT></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>$296.43</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($273.37)</FONT></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>5</TD>
<TD align=middle background="" bgColor=#ffffff height=21>7</TD>
<TD align=right background="" bgColor=#ffffff height=21>$382.16</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($264.68)</FONT></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>6</TD>
<TD align=middle background="" bgColor=#ccffcc height=21>6</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$497.77</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($364.93)</FONT></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>7</TD>
<TD align=middle background="" bgColor=#ffffff height=21>2</TD>
<TD align=right background="" bgColor=#ffffff height=21>$319.22</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($365.44)</FONT></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9</TD>
<TD align=middle background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$354.39</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($194.59)</FONT></TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>16</TD>
<TD align=middle background="" bgColor=#ffffff height=21>1</TD>
<TD align=right background="" bgColor=#ffffff height=21>$416.06</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($164.63)</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>125</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($321.16)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>$426.57</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>2</TD>
<TD align=middle background="" bgColor=#ccffcc height=21>68</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($337.90)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>$345.86</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>3</TD>
<TD align=middle background="" bgColor=#ffffff height=21>30</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($315.57)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>$406.77</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>($272.72)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>$277.01</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>5</TD>
<TD align=middle background="" bgColor=#ffffff height=21>7</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($444.54)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>$627.94</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>6</TD>
<TD align=middle background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($533.05)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>$708.84</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>7</TD>
<TD align=middle background="" bgColor=#ffffff height=21>2</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($420.24)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>$482.05</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9</TD>
<TD align=middle background="" bgColor=#ccffcc height=21>1</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($181.42)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>$253.13</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: 12/22/2008 8:36:36 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
Content-Transfer-Encoding: 7bit
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, USDJPY, 60 min, 10/14/2003 5:00:00 PM - 10/23/2008 3:59:00 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%">$11,635.24</TD>
<TD id=Last12Months_PercentGain align=right width="12%">7.64%</TD>
<TD id=Last12Months_ProfitFactor align=right width="16%">1.26</TD>
<TD id=Last12Months_NumberTrades align=right width="16%">192</TD>
<TD id=Last12Months_PercentProfitable align=right width="16%">50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$11,214.79</TD>
<TD align=right background="" bgColor=#ccffcc height=21>7.32%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.30</TD>
<TD align=right background="" bgColor=#ccffcc height=21>157</TD>
<TD align=right background="" bgColor=#ccffcc height=21>49.04%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>1/1/2007</TD>
<TD align=right background="" bgColor=#ffffff height=21>$19,808.14</TD>
<TD align=right background="" bgColor=#ffffff height=21>14.86%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.79</TD>
<TD align=right background="" bgColor=#ffffff height=21>177</TD>
<TD align=right background="" bgColor=#ffffff height=21>59.32%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2006</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$12,106.70</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9.99%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.43</TD>
<TD align=right background="" bgColor=#ccffcc height=21>210</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.48%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>1/1/2005</TD>
<TD align=right background="" bgColor=#ffffff height=21>$9,213.93</TD>
<TD align=right background="" bgColor=#ffffff height=21>8.23%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.33</TD>
<TD align=right background="" bgColor=#ffffff height=21>195</TD>
<TD align=right background="" bgColor=#ffffff height=21>53.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2004</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$8,159.70</TD>
<TD align=right background="" bgColor=#ccffcc height=21>7.86%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.26</TD>
<TD align=right background="" bgColor=#ccffcc height=21>195</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.26%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>1/1/2003</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,861.02</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.86%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.83</TD>
<TD align=right background="" bgColor=#ffffff height=21>44</TD>
<TD align=right background="" bgColor=#ffffff height=21>52.27%</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>$11,214.79</TD>
<TD align=right background="" bgColor=#ffffff height=21>7.32%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.30</TD>
<TD align=right background="" bgColor=#ffffff height=21>157</TD>
<TD align=right background="" bgColor=#ffffff height=21>49.04%</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>$31,022.93</TD>
<TD align=right background="" bgColor=#ccffcc height=21>23.27%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.49</TD>
<TD align=right background="" bgColor=#ccffcc height=21>334</TD>
<TD align=right background="" bgColor=#ccffcc height=21>54.49%</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>$43,129.63</TD>
<TD align=right background="" bgColor=#ffffff height=21>35.58%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.47</TD>
<TD align=right background="" bgColor=#ffffff height=21>544</TD>
<TD align=right background="" bgColor=#ffffff height=21>52.94%</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>$52,338.28</TD>
<TD align=right background="" bgColor=#ccffcc height=21>46.72%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.44</TD>
<TD align=right background="" bgColor=#ccffcc height=21>738</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.12%</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>$60,497.98</TD>
<TD align=right background="" bgColor=#ffffff height=21>58.25%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.41</TD>
<TD align=right background="" bgColor=#ffffff height=21>933</TD>
<TD align=right background="" bgColor=#ffffff height=21>52.52%</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>$64,358.40</TD>
<TD align=right background="" bgColor=#ccffcc height=21>64.36%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.42</TD>
<TD align=right background="" bgColor=#ccffcc height=21>976</TD>
<TD align=right background="" bgColor=#ccffcc height=21>52.56%</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: 12/22/2008 8:36:36 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, USDJPY, 60 min, 10/14/2003 5:00:00 PM - 10/23/2008 3:59:00 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 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>10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,194.19</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.73%</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>10/22/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,215.24</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.75%</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>10/21/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$818.53</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.51%</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>10/20/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$20.43</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.01%</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>10/17/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($129.95)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.08%)</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>10/16/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($779.92)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.48%)</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>10/15/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($63.69)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.04%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.32</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>10/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$30.46</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.02%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.16</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>10/13/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,283.34</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.80%</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>10/12/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($575.37)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.36%)</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>10/11/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($3.97)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.00%)</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>10/10/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,386.04</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.87%</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>10/8/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$2,528.20</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.61%</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>10/7/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$612.48</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.39%</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>10/6/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,919.09</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.24%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.79</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>10/3/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$111.02</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.07%</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>10/2/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$317.57</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>10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$162.41</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.11%</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>9/29/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($2,375.52)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(1.52%)</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>9/28/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($276.16)</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>0.00</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>9/27/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($15.07)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.01%)</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>9/26/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($231.08)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.15%)</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>9/25/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$560.10</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.36%</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>9/24/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$106.70</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.07%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.44</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>9/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($280.39)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.18%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.52</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>9/22/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$30.88</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.02%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.95</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>9/21/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$327.57</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>9/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$230.40</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>9/18/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,748.55</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.14%</TD>
<TD align=right background="" bgColor=#ffffff height=21>11.16</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>9/17/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$136.73</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.09%</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>9/16/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($1,502.96)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.97%)</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>9/15/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$741.46</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.48%</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>9/14/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($2,353.68)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(1.50%)</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>9/13/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($3.70)</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>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>9/12/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$36.68</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.02%</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>9/11/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($1,048.23)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.66%)</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>9/10/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($787.17)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.50%)</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>9/9/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$557.73</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.35%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.11</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>9/8/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($1,018.82)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.64%)</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>9/5/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$643.31</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.41%</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></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>10/23/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,194.19</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.73%</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>10/22/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$2,409.43</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.49%</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>10/21/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,227.96</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.01%</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>10/20/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,248.38</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.25%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/19/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,248.38</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.25%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>4</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>10/18/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,248.38</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.02%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4</TD>
<TD align=right background="" bgColor=#ccffcc height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/17/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,118.44</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.94%</TD>
<TD align=right background="" bgColor=#ffffff height=21>25.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>5</TD>
<TD align=right background="" bgColor=#ffffff height=21>80.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>10/16/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$2,338.61</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.45%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.57</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>10/15/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$2,274.60</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.41%</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.34</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>10/14/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$2,305.28</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.43%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.99</TD>
<TD align=right background="" bgColor=#ccffcc height=21>8</TD>
<TD align=right background="" bgColor=#ccffcc height=21>62.50%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/13/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,587.74</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.24%</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.09</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>10/12/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,014.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.88%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.13</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>10/11/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,014.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.88%</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.13</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>10/10/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$4,407.57</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.41%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.80</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9</TD>
<TD align=right background="" bgColor=#ccffcc height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/9/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$4,407.57</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.77%</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.80</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>10/8/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$6,935.77</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.42%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6.97</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>10/7/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$7,557.06</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.84%</TD>
<TD align=right background="" bgColor=#ffffff height=21>7.51</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>10/6/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$9,472.77</TD>
<TD align=right background="" bgColor=#ccffcc height=21>9.47%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.50</TD>
<TD align=right background="" bgColor=#ccffcc height=21>12</TD>
<TD align=right background="" bgColor=#ccffcc height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/5/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$9,472.77</TD>
<TD align=right background="" bgColor=#ffffff height=21>9.47%</TD>
<TD align=right background="" bgColor=#ffffff height=21>5.50</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>10/4/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$9,472.77</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6.14%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.50</TD>
<TD align=right background="" bgColor=#ccffcc height=21>12</TD>
<TD align=right background="" bgColor=#ccffcc height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/3/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$9,583.79</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.22%</TD>
<TD align=right background="" bgColor=#ffffff height=21>5.56</TD>
<TD align=right background="" bgColor=#ffffff height=21>13</TD>
<TD align=right background="" bgColor=#ffffff height=21>69.23%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>10/2/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$9,901.17</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6.44%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.71</TD>
<TD align=right background="" bgColor=#ccffcc height=21>13</TD>
<TD align=right background="" bgColor=#ccffcc height=21>69.23%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/1/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$10,063.58</TD>
<TD align=right background="" bgColor=#ffffff height=21>10.06%</TD>
<TD align=right background="" bgColor=#ffffff height=21>5.79</TD>
<TD align=right background="" bgColor=#ffffff height=21>14</TD>
<TD align=right background="" bgColor=#ffffff height=21>71.43%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/30/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$10,063.58</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6.55%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.79</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>9/29/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$7,688.06</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.93%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.72</TD>
<TD align=right background="" bgColor=#ffffff height=21>15</TD>
<TD align=right background="" bgColor=#ffffff height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/28/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$7,410.72</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.74%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.56</TD>
<TD align=right background="" bgColor=#ccffcc height=21>16</TD>
<TD align=right background="" bgColor=#ccffcc height=21>62.50%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>9/27/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$7,410.72</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.74%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.56</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>9/26/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$7,194.99</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.60%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.45</TD>
<TD align=right background="" bgColor=#ccffcc height=21>16</TD>
<TD align=right background="" bgColor=#ccffcc height=21>62.50%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>9/25/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$7,755.09</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.97%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.56</TD>
<TD align=right background="" bgColor=#ffffff height=21>17</TD>
<TD align=right background="" bgColor=#ffffff height=21>64.71%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/24/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$7,863.31</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.04%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.58</TD>
<TD align=right background="" bgColor=#ccffcc height=21>18</TD>
<TD align=right background="" bgColor=#ccffcc height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>9/23/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$7,581.93</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.86%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.36</TD>
<TD align=right background="" bgColor=#ffffff height=21>19</TD>
<TD align=right background="" bgColor=#ffffff height=21>63.16%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/22/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$7,612.64</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.88%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.38</TD>
<TD align=right background="" bgColor=#ccffcc height=21>20</TD>
<TD align=right background="" bgColor=#ccffcc height=21>60.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>9/21/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$7,939.32</TD>
<TD align=right background="" bgColor=#ffffff height=21>7.94%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.44</TD>
<TD align=right background="" bgColor=#ffffff height=21>20</TD>
<TD align=right background="" bgColor=#ffffff height=21>65.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/20/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$7,939.32</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.10%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.44</TD>
<TD align=right background="" bgColor=#ccffcc height=21>20</TD>
<TD align=right background="" bgColor=#ccffcc height=21>65.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>9/19/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$8,169.72</TD>
<TD align=right background="" bgColor=#ffffff height=21>5.25%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.48</TD>
<TD align=right background="" bgColor=#ffffff height=21>21</TD>
<TD align=right background="" bgColor=#ffffff height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/18/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$9,909.22</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6.44%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.74</TD>
<TD align=right background="" bgColor=#ccffcc height=21>22</TD>
<TD align=right background="" bgColor=#ccffcc height=21>63.64%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>9/17/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$10,044.79</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.54%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.81</TD>
<TD align=right background="" bgColor=#ffffff height=21>22</TD>
<TD align=right background="" bgColor=#ffffff height=21>63.64%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/16/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$8,541.83</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.50%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.21</TD>
<TD align=right background="" bgColor=#ccffcc height=21>23</TD>
<TD align=right background="" bgColor=#ccffcc height=21>60.87%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>9/15/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$9,283.29</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.01%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.31</TD>
<TD align=right background="" bgColor=#ffffff height=21>24</TD>
<TD align=right background="" bgColor=#ffffff height=21>62.50%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/14/2008 - 10/23/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$6,932.42</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.42%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.80</TD>
<TD align=right background="" bgColor=#ccffcc height=21>24</TD>
<TD align=right background="" bgColor=#ccffcc height=21>58.33%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
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<TD><SPAN class=Header id=FooterInfo>Created by TradeStation: 12/22/2008 8:36:36 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, USDJPY, 60 min, 10/14/2003 5:00:00 PM - 10/23/2008 3:59:00 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>
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<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>$640.47</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.64%</TD>
<TD align=right background="" bgColor=#ffffff height=21>47.06%</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>$1,509.81</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.20%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.25%</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>$2,267.14</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.79%</TD>
<TD align=right background="" bgColor=#ffffff height=21>58.54%</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>$1,141.41</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.88%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.09%</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>$23.21</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.02%</TD>
<TD align=right background="" bgColor=#ffffff height=21>44.71%</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>$1,223.03</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.94%</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>July</TD>
<TD align=right background="" bgColor=#ffffff height=21>$897.25</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.68%</TD>
<TD align=right background="" bgColor=#ffffff height=21>53.41%</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>$39.19</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.03%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>48.19%</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>$836.60</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.63%</TD>
<TD align=right background="" bgColor=#ffffff height=21>57.83%</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>$2,020.87</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.52%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>51.61%</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>$1,556.69</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.20%</TD>
<TD align=right background="" bgColor=#ffffff height=21>54.95%</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>$316.54</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.25%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>48.19%</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>10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$10,063.58</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.52%</TD>
<TD align=right background="" bgColor=#ffffff height=21>5.79</TD>
<TD align=right background="" bgColor=#ffffff height=21>14</TD>
<TD align=right background="" bgColor=#ffffff height=21>71.43%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($4,206.01)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(2.65%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.57</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>8/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$149.03</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.09%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.05</TD>
<TD align=right background="" bgColor=#ffffff height=21>14</TD>
<TD align=right background="" bgColor=#ffffff height=21>42.86%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($887.38)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.56%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.76</TD>
<TD align=right background="" bgColor=#ccffcc height=21>18</TD>
<TD align=right background="" bgColor=#ccffcc height=21>38.89%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($347.98)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.22%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.92</TD>
<TD align=right background="" bgColor=#ffffff height=21>18</TD>
<TD align=right background="" bgColor=#ffffff height=21>44.44%</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>($111.17)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.07%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.96</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>4/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$2,803.35</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.79%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.92</TD>
<TD align=right background="" bgColor=#ffffff height=21>16</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$848.91</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.54%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.18</TD>
<TD align=right background="" bgColor=#ccffcc height=21>16</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($950.55)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.61%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.78</TD>
<TD align=right background="" bgColor=#ffffff height=21>15</TD>
<TD align=right background="" bgColor=#ffffff height=21>40.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,853.07</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.52%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.14</TD>
<TD align=right background="" bgColor=#ccffcc height=21>18</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>($2,380.26)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(1.53%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.38</TD>
<TD align=right background="" bgColor=#ffffff height=21>14</TD>
<TD align=right background="" bgColor=#ffffff height=21>35.71%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2007</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,429.90</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.25%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.12</TD>
<TD align=right background="" bgColor=#ccffcc height=21>16</TD>
<TD align=right background="" bgColor=#ccffcc height=21>68.75%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/1/2007</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,140.68</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.76%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.34</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>9/1/2007</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$4,445.47</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.03%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6.57</TD>
<TD align=right background="" bgColor=#ccffcc height=21>12</TD>
<TD align=right background="" bgColor=#ccffcc height=21>66.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/1/2007</TD>
<TD align=right background="" bgColor=#ffffff height=21>$2,167.49</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.50%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.71</TD>
<TD align=right background="" bgColor=#ffffff height=21>13</TD>
<TD align=right background="" bgColor=#ffffff height=21>53.85%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/1/2007</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$928.51</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.65%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.34</TD>
<TD align=right background="" bgColor=#ccffcc height=21>18</TD>
<TD align=right background="" bgColor=#ccffcc height=21>72.22%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2007</TD>
<TD align=right background="" bgColor=#ffffff height=21>$343.59</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.24%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.21</TD>
<TD align=right background="" bgColor=#ffffff height=21>13</TD>
<TD align=right background="" bgColor=#ffffff height=21>61.54%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/1/2007</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($124.70)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.09%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.92</TD>
<TD align=right background="" bgColor=#ccffcc height=21>17</TD>
<TD align=right background="" bgColor=#ccffcc height=21>41.18%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/1/2007</TD>
<TD align=right background="" bgColor=#ffffff height=21>$2,238.38</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.59%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.50</TD>
<TD align=right background="" bgColor=#ffffff height=21>17</TD>
<TD align=right background="" bgColor=#ffffff height=21>58.82%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/1/2007</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$2,405.04</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.74%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.43</TD>
<TD align=right background="" bgColor=#ccffcc height=21>13</TD>
<TD align=right background="" bgColor=#ccffcc height=21>69.23%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/1/2007</TD>
<TD align=right background="" bgColor=#ffffff height=21>$4,373.34</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.26%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>12</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2007</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$828.07</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.62%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.40</TD>
<TD align=right background="" bgColor=#ccffcc height=21>16</TD>
<TD align=right background="" bgColor=#ccffcc height=21>43.75%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2006</TD>
<TD align=right background="" bgColor=#ffffff height=21>$145.13</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.11%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.08</TD>
<TD align=right background="" bgColor=#ffffff height=21>17</TD>
<TD align=right background="" bgColor=#ffffff height=21>58.82%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2006</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$229.36</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.17%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.13</TD>
<TD align=right background="" bgColor=#ccffcc height=21>20</TD>
<TD align=right background="" bgColor=#ccffcc height=21>45.00%</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>($1,284.51)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.96%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.57</TD>
<TD align=right background="" bgColor=#ffffff height=21>16</TD>
<TD align=right background="" bgColor=#ffffff height=21>31.25%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2006</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,602.36</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.21%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.71</TD>
<TD align=right background="" bgColor=#ccffcc height=21>21</TD>
<TD align=right background="" bgColor=#ccffcc height=21>57.14%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/1/2006</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($856.92)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.64%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.73</TD>
<TD align=right background="" bgColor=#ffffff height=21>19</TD>
<TD align=right background="" bgColor=#ffffff height=21>52.63%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/1/2006</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,480.62</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.68%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.80</TD>
<TD align=right background="" bgColor=#ccffcc height=21>21</TD>
<TD align=right background="" bgColor=#ccffcc height=21>57.14%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2006</TD>
<TD align=right background="" bgColor=#ffffff height=21>$4,730.75</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.77%</TD>
<TD align=right background="" bgColor=#ffffff height=21>7.13</TD>
<TD align=right background="" bgColor=#ffffff height=21>16</TD>
<TD align=right background="" bgColor=#ffffff height=21>56.25%</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>($256.93)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.20%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.93</TD>
<TD align=right background="" bgColor=#ccffcc height=21>18</TD>
<TD align=right background="" bgColor=#ccffcc height=21>33.33%</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>($1,399.53)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(1.10%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.64</TD>
<TD align=right background="" bgColor=#ffffff height=21>16</TD>
<TD align=right background="" bgColor=#ffffff height=21>43.75%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/1/2006</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,612.84</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.93%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.92</TD>
<TD align=right background="" bgColor=#ccffcc height=21>18</TD>
<TD align=right background="" bgColor=#ccffcc height=21>61.11%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/1/2006</TD>
<TD align=right background="" bgColor=#ffffff height=21>$2,100.84</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.73%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.47</TD>
<TD align=right background="" bgColor=#ffffff height=21>18</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2006</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$22.01</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.02%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.01</TD>
<TD align=right background="" bgColor=#ccffcc height=21>18</TD>
<TD align=right background="" bgColor=#ccffcc height=21>55.56%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2005</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,687.17</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.41%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.55</TD>
<TD align=right background="" bgColor=#ffffff height=21>15</TD>
<TD align=right background="" bgColor=#ffffff height=21>46.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2005</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,153.05</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.97%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.65</TD>
<TD align=right background="" bgColor=#ccffcc height=21>16</TD>
<TD align=right background="" bgColor=#ccffcc height=21>56.25%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/1/2005</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($213.02)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.18%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.89</TD>
<TD align=right background="" bgColor=#ffffff height=21>15</TD>
<TD align=right background="" bgColor=#ffffff height=21>40.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2005</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$549.62</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.47%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.23</TD>
<TD align=right background="" bgColor=#ccffcc height=21>16</TD>
<TD align=right background="" bgColor=#ccffcc height=21>56.25%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/1/2005</TD>
<TD align=right background="" bgColor=#ffffff height=21>$364.18</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.31%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.12</TD>
<TD align=right background="" bgColor=#ffffff height=21>22</TD>
<TD align=right background="" bgColor=#ffffff height=21>45.45%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/1/2005</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$98.47</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.08%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.04</TD>
<TD align=right background="" bgColor=#ccffcc height=21>15</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.33%</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>10/1/2008 - Today</TD>
<TD align=right background="" bgColor=#ffffff height=21>$10,063.58</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.52%</TD>
<TD align=right background="" bgColor=#ffffff height=21>5.79</TD>
<TD align=right background="" bgColor=#ffffff height=21>14</TD>
<TD align=right background="" bgColor=#ffffff height=21>71.43%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2008 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$5,857.57</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.70%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.50</TD>
<TD align=right background="" bgColor=#ccffcc height=21>33</TD>
<TD align=right background="" bgColor=#ccffcc height=21>57.58%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/1/2008 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$6,006.60</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.79%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.41</TD>
<TD align=right background="" bgColor=#ffffff height=21>47</TD>
<TD align=right background="" bgColor=#ffffff height=21>53.19%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/1/2008 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$5,119.22</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.21%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.28</TD>
<TD align=right background="" bgColor=#ccffcc height=21>65</TD>
<TD align=right background="" bgColor=#ccffcc height=21>49.23%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2008 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$4,771.08</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.99%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.21</TD>
<TD align=right background="" bgColor=#ffffff height=21>82</TD>
<TD align=right background="" bgColor=#ffffff height=21>48.78%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/1/2008 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$4,658.18</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.92%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.19</TD>
<TD align=right background="" bgColor=#ccffcc height=21>94</TD>
<TD align=right background="" bgColor=#ccffcc height=21>47.87%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/1/2008 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$7,463.39</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.76%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.27</TD>
<TD align=right background="" bgColor=#ffffff height=21>109</TD>
<TD align=right background="" bgColor=#ffffff height=21>47.71%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/1/2008 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$8,312.30</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.33%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.25</TD>
<TD align=right background="" bgColor=#ccffcc height=21>125</TD>
<TD align=right background="" bgColor=#ccffcc height=21>48.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/1/2008 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$7,361.75</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.69%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.20</TD>
<TD align=right background="" bgColor=#ffffff height=21>140</TD>
<TD align=right background="" bgColor=#ffffff height=21>47.14%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2008 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$11,214.79</TD>
<TD align=right background="" bgColor=#ccffcc height=21>7.32%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.30</TD>
<TD align=right background="" bgColor=#ccffcc height=21>157</TD>
<TD align=right background="" bgColor=#ccffcc height=21>49.04%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2007 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$8,834.53</TD>
<TD align=right background="" bgColor=#ffffff height=21>5.68%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.21</TD>
<TD align=right background="" bgColor=#ffffff height=21>171</TD>
<TD align=right background="" bgColor=#ffffff height=21>47.95%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2007 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$12,259.62</TD>
<TD align=right background="" bgColor=#ccffcc height=21>8.06%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.27</TD>
<TD align=right background="" bgColor=#ccffcc height=21>186</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/1/2007 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$13,400.30</TD>
<TD align=right background="" bgColor=#ffffff height=21>8.88%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.28</TD>
<TD align=right background="" bgColor=#ffffff height=21>207</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.24%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2007 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$17,845.76</TD>
<TD align=right background="" bgColor=#ccffcc height=21>12.18%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.37</TD>
<TD align=right background="" bgColor=#ccffcc height=21>219</TD>
<TD align=right background="" bgColor=#ccffcc height=21>51.14%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/1/2007 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$20,013.25</TD>
<TD align=right background="" bgColor=#ffffff height=21>13.86%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.39</TD>
<TD align=right background="" bgColor=#ffffff height=21>232</TD>
<TD align=right background="" bgColor=#ffffff height=21>51.29%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/1/2007 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$20,941.55</TD>
<TD align=right background="" bgColor=#ccffcc height=21>14.60%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.38</TD>
<TD align=right background="" bgColor=#ccffcc height=21>249</TD>
<TD align=right background="" bgColor=#ccffcc height=21>52.61%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2007 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$21,285.14</TD>
<TD align=right background="" bgColor=#ffffff height=21>14.88%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.38</TD>
<TD align=right background="" bgColor=#ffffff height=21>262</TD>
<TD align=right background="" bgColor=#ffffff height=21>53.05%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/1/2007 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$21,160.29</TD>
<TD align=right background="" bgColor=#ccffcc height=21>14.78%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.37</TD>
<TD align=right background="" bgColor=#ccffcc height=21>278</TD>
<TD align=right background="" bgColor=#ccffcc height=21>52.16%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/1/2007 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$23,398.66</TD>
<TD align=right background="" bgColor=#ffffff height=21>16.60%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.40</TD>
<TD align=right background="" bgColor=#ffffff height=21>295</TD>
<TD align=right background="" bgColor=#ffffff height=21>52.54%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/1/2007 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$25,821.50</TD>
<TD align=right background="" bgColor=#ccffcc height=21>18.63%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.42</TD>
<TD align=right background="" bgColor=#ccffcc height=21>307</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.42%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/1/2007 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$30,194.84</TD>
<TD align=right background="" bgColor=#ffffff height=21>22.50%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.50</TD>
<TD align=right background="" bgColor=#ffffff height=21>319</TD>
<TD align=right background="" bgColor=#ffffff height=21>55.17%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2007 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$31,022.93</TD>
<TD align=right background="" bgColor=#ccffcc height=21>23.26%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.49</TD>
<TD align=right background="" bgColor=#ccffcc height=21>334</TD>
<TD align=right background="" bgColor=#ccffcc height=21>54.49%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2006 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$31,168.07</TD>
<TD align=right background="" bgColor=#ffffff height=21>23.39%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.48</TD>
<TD align=right background="" bgColor=#ffffff height=21>351</TD>
<TD align=right background="" bgColor=#ffffff height=21>54.70%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2006 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$31,397.42</TD>
<TD align=right background="" bgColor=#ccffcc height=21>23.61%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.47</TD>
<TD align=right background="" bgColor=#ccffcc height=21>371</TD>
<TD align=right background="" bgColor=#ccffcc height=21>54.18%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/1/2006 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$30,113.02</TD>
<TD align=right background="" bgColor=#ffffff height=21>22.43%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.43</TD>
<TD align=right background="" bgColor=#ffffff height=21>386</TD>
<TD align=right background="" bgColor=#ffffff height=21>53.11%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2006 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$31,705.42</TD>
<TD align=right background="" bgColor=#ccffcc height=21>23.90%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.44</TD>
<TD align=right background="" bgColor=#ccffcc height=21>406</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.20%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/1/2006 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$30,848.51</TD>
<TD align=right background="" bgColor=#ffffff height=21>23.10%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.41</TD>
<TD align=right background="" bgColor=#ffffff height=21>425</TD>
<TD align=right background="" bgColor=#ffffff height=21>53.18%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/1/2006 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$34,328.71</TD>
<TD align=right background="" bgColor=#ccffcc height=21>26.40%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.45</TD>
<TD align=right background="" bgColor=#ccffcc height=21>445</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.26%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2006 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$39,059.71</TD>
<TD align=right background="" bgColor=#ffffff height=21>31.17%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.50</TD>
<TD align=right background="" bgColor=#ffffff height=21>460</TD>
<TD align=right background="" bgColor=#ffffff height=21>53.48%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/1/2006 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$38,802.34</TD>
<TD align=right background="" bgColor=#ccffcc height=21>30.90%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.48</TD>
<TD align=right background="" bgColor=#ccffcc height=21>477</TD>
<TD align=right background="" bgColor=#ccffcc height=21>52.83%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/1/2006 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$37,402.48</TD>
<TD align=right background="" bgColor=#ffffff height=21>29.46%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.44</TD>
<TD align=right background="" bgColor=#ffffff height=21>492</TD>
<TD align=right background="" bgColor=#ffffff height=21>52.64%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/1/2006 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$41,007.03</TD>
<TD align=right background="" bgColor=#ccffcc height=21>33.24%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.48</TD>
<TD align=right background="" bgColor=#ccffcc height=21>509</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.05%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/1/2006 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$43,107.62</TD>
<TD align=right background="" bgColor=#ffffff height=21>35.55%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.49</TD>
<TD align=right background="" bgColor=#ffffff height=21>526</TD>
<TD align=right background="" bgColor=#ffffff height=21>52.85%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/1/2006 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$43,129.63</TD>
<TD align=right background="" bgColor=#ccffcc height=21>35.57%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.47</TD>
<TD align=right background="" bgColor=#ccffcc height=21>544</TD>
<TD align=right background="" bgColor=#ccffcc height=21>52.94%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>12/1/2005 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$44,811.53</TD>
<TD align=right background="" bgColor=#ffffff height=21>37.48%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.48</TD>
<TD align=right background="" bgColor=#ffffff height=21>558</TD>
<TD align=right background="" bgColor=#ffffff height=21>52.87%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>11/1/2005 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$45,964.57</TD>
<TD align=right background="" bgColor=#ccffcc height=21>38.82%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.48</TD>
<TD align=right background="" bgColor=#ccffcc height=21>574</TD>
<TD align=right background="" bgColor=#ccffcc height=21>52.96%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/1/2005 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$45,751.57</TD>
<TD align=right background="" bgColor=#ffffff height=21>38.57%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.47</TD>
<TD align=right background="" bgColor=#ffffff height=21>588</TD>
<TD align=right background="" bgColor=#ffffff height=21>52.72%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/1/2005 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$46,295.03</TD>
<TD align=right background="" bgColor=#ccffcc height=21>39.21%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.46</TD>
<TD align=right background="" bgColor=#ccffcc height=21>603</TD>
<TD align=right background="" bgColor=#ccffcc height=21>52.90%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/1/2005 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$46,658.50</TD>
<TD align=right background="" bgColor=#ffffff height=21>39.64%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.45</TD>
<TD align=right background="" bgColor=#ffffff height=21>624</TD>
<TD align=right background="" bgColor=#ffffff height=21>52.72%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/1/2005 - 10/1/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$46,756.69</TD>
<TD align=right background="" bgColor=#ccffcc height=21>39.76%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.45</TD>
<TD align=right background="" bgColor=#ccffcc height=21>638</TD>
<TD align=right background="" bgColor=#ccffcc height=21>52.82%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
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<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN class=Header id=HeaderInfo>!Lines, USDJPY, 60 min, 10/14/2003 5:00:00 PM - 10/23/2008 3:59:00 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>10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,248.38</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.02%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>4</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>10/12/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($234.39)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.15%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.83</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5</TD>
<TD align=right background="" bgColor=#ccffcc height=21>20.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>10/5/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$6,451.23</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.17%</TD>
<TD align=right background="" bgColor=#ffffff height=21>7.85</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>9/28/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($2,062.04)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(1.32%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.22</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>9/21/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$513.25</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.33%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.66</TD>
<TD align=right background="" bgColor=#ffffff height=21>5</TD>
<TD align=right background="" bgColor=#ffffff height=21>60.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/14/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($1,006.90)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.64%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.68</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4</TD>
<TD align=right background="" bgColor=#ccffcc height=21>25.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>9/7/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($2,262.83)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(1.42%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.24</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>8/31/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,318.47</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.83%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>8.95</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>8/24/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($952.77)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.60%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.17</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>8/17/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,121.68</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.71%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>7.81</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>8/10/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($248.97)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.16%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.80</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>8/3/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$313.13</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.20%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.42</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>7/27/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$25.15</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.02%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.09</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>7/20/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($106.32)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.07%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.90</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5</TD>
<TD align=right background="" bgColor=#ccffcc height=21>60.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>7/13/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$1,036.13</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.66%</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.44</TD>
<TD align=right background="" bgColor=#ffffff height=21>5</TD>
<TD align=right background="" bgColor=#ffffff height=21>60.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/6/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($1,546.48)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.98%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.23</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6</TD>
<TD align=right background="" bgColor=#ccffcc height=21>16.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/29/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($484.32)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.30%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.47</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>6/22/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$7.60</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.01</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>6/15/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$150.82</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.10%</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.72</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>6/8/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($1,203.23)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.75%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.38</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>6/1/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$630.72</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.40%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.49</TD>
<TD align=right background="" bgColor=#ffffff height=21>6</TD>
<TD align=right background="" bgColor=#ffffff height=21>33.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/25/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$232.36</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.15%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.89</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5</TD>
<TD align=right background="" bgColor=#ccffcc height=21>60.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>5/18/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($636.97)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.40%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.52</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>5/11/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($393.26)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.25%)</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>5/4/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$477.31</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.30%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.61</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>4/27/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($856.15)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.53%)</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>$847.61</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.53%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.52</TD>
<TD align=right background="" bgColor=#ffffff height=21>5</TD>
<TD align=right background="" bgColor=#ffffff height=21>80.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>4/13/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$903.78</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.57%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.59</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>4/6/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$85.37</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.05%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.07</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>3/30/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,520.76</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.97%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.09</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>3/23/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$366.84</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.23%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.33</TD>
<TD align=right background="" bgColor=#ffffff height=21>5</TD>
<TD align=right background="" bgColor=#ffffff height=21>60.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/16/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,279.55</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.82%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.90</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>3/9/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$930.48</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.60%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.73</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>3/2/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($1,244.38)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.80%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.19</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4</TD>
<TD align=right background="" bgColor=#ccffcc height=21>25.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/24/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$2,625.70</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.71%</TD>
<TD align=right background="" bgColor=#ffffff height=21>21.99</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>2/17/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($1,531.31)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.99%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/10/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>($1,398.20)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21><FONT color=red>(0.90%)</FONT></TD>
<TD align=right background="" bgColor=#ffffff height=21>0.13</TD>
<TD align=right background="" bgColor=#ffffff height=21>5</TD>
<TD align=right background="" bgColor=#ffffff height=21>20.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>2/3/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>($702.47)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21><FONT color=red>(0.45%)</FONT></TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.32</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>1/27/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$155.05</TD>
<TD align=right background="" bgColor=#ffffff height=21>0.10%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.92</TD>
<TD align=right background="" bgColor=#ffffff height=21>5</TD>
<TD align=right background="" bgColor=#ffffff height=21>60.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/20/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$1,132.76</TD>
<TD align=right background="" bgColor=#ccffcc height=21>0.73%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>7.02</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3</TD>
<TD align=right background="" bgColor=#ccffcc height=21>66.67%</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>10/19/2008 - Today</TD>
<TD align=right background="" bgColor=#ffffff height=21>$3,248.38</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.02%</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>4</TD>
<TD align=right background="" bgColor=#ffffff height=21>100.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>10/12/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,014.00</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.87%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.13</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>10/5/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$9,472.77</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.13%</TD>
<TD align=right background="" bgColor=#ffffff height=21>5.50</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>9/28/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$7,410.72</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.73%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.56</TD>
<TD align=right background="" bgColor=#ccffcc height=21>16</TD>
<TD align=right background="" bgColor=#ccffcc height=21>62.50%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>9/21/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$7,939.32</TD>
<TD align=right background="" bgColor=#ffffff height=21>5.09%</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.44</TD>
<TD align=right background="" bgColor=#ffffff height=21>20</TD>
<TD align=right background="" bgColor=#ffffff height=21>65.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>9/14/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$6,932.42</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.41%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.80</TD>
<TD align=right background="" bgColor=#ccffcc height=21>24</TD>
<TD align=right background="" bgColor=#ccffcc height=21>58.33%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>9/7/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$4,674.32</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.93%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.40</TD>
<TD align=right background="" bgColor=#ffffff height=21>28</TD>
<TD align=right background="" bgColor=#ffffff height=21>53.57%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>8/31/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$5,992.79</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.79%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.51</TD>
<TD align=right background="" bgColor=#ccffcc height=21>34</TD>
<TD align=right background="" bgColor=#ccffcc height=21>58.82%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/24/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$5,050.32</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.18%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.39</TD>
<TD align=right background="" bgColor=#ffffff height=21>37</TD>
<TD align=right background="" bgColor=#ffffff height=21>56.76%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>8/17/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$6,171.48</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.91%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.47</TD>
<TD align=right background="" bgColor=#ccffcc height=21>40</TD>
<TD align=right background="" bgColor=#ccffcc height=21>55.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>8/10/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$5,922.51</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.75%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.41</TD>
<TD align=right background="" bgColor=#ffffff height=21>44</TD>
<TD align=right background="" bgColor=#ffffff height=21>54.55%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>8/3/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$6,234.74</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.95%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.43</TD>
<TD align=right background="" bgColor=#ccffcc height=21>47</TD>
<TD align=right background="" bgColor=#ccffcc height=21>55.32%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>7/27/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$6,269.82</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.97%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.43</TD>
<TD align=right background="" bgColor=#ffffff height=21>49</TD>
<TD align=right background="" bgColor=#ffffff height=21>53.06%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/20/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$6,163.50</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.90%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.39</TD>
<TD align=right background="" bgColor=#ccffcc height=21>54</TD>
<TD align=right background="" bgColor=#ccffcc height=21>53.70%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>7/13/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$7,204.82</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.59%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.45</TD>
<TD align=right background="" bgColor=#ffffff height=21>58</TD>
<TD align=right background="" bgColor=#ffffff height=21>55.17%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>7/6/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$5,657.97</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.57%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.32</TD>
<TD align=right background="" bgColor=#ccffcc height=21>63</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.79%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/29/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$5,173.65</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.26%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.28</TD>
<TD align=right background="" bgColor=#ffffff height=21>66</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>6/22/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$5,192.78</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.27%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.27</TD>
<TD align=right background="" bgColor=#ccffcc height=21>69</TD>
<TD align=right background="" bgColor=#ccffcc height=21>49.28%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/15/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$5,343.60</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.37%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.28</TD>
<TD align=right background="" bgColor=#ffffff height=21>72</TD>
<TD align=right background="" bgColor=#ffffff height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>6/8/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$4,140.37</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.59%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.19</TD>
<TD align=right background="" bgColor=#ccffcc height=21>76</TD>
<TD align=right background="" bgColor=#ccffcc height=21>50.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>6/1/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$4,771.08</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.99%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.21</TD>
<TD align=right background="" bgColor=#ffffff height=21>82</TD>
<TD align=right background="" bgColor=#ffffff height=21>48.78%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/25/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$5,001.70</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.14%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.22</TD>
<TD align=right background="" bgColor=#ccffcc height=21>86</TD>
<TD align=right background="" bgColor=#ccffcc height=21>48.84%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>5/18/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$4,374.30</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.74%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.18</TD>
<TD align=right background="" bgColor=#ffffff height=21>89</TD>
<TD align=right background="" bgColor=#ffffff height=21>47.19%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>5/11/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,981.04</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.49%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.16</TD>
<TD align=right background="" bgColor=#ccffcc height=21>90</TD>
<TD align=right background="" bgColor=#ccffcc height=21>46.67%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>5/4/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$4,458.35</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.79%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.18</TD>
<TD align=right background="" bgColor=#ffffff height=21>93</TD>
<TD align=right background="" bgColor=#ffffff height=21>47.31%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>4/27/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$3,602.20</TD>
<TD align=right background="" bgColor=#ccffcc height=21>2.24%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.14</TD>
<TD align=right background="" bgColor=#ccffcc height=21>96</TD>
<TD align=right background="" bgColor=#ccffcc height=21>45.83%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/20/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$4,449.81</TD>
<TD align=right background="" bgColor=#ffffff height=21>2.79%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.17</TD>
<TD align=right background="" bgColor=#ffffff height=21>101</TD>
<TD align=right background="" bgColor=#ffffff height=21>47.52%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>4/13/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$5,353.59</TD>
<TD align=right background="" bgColor=#ccffcc height=21>3.37%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.20</TD>
<TD align=right background="" bgColor=#ccffcc height=21>104</TD>
<TD align=right background="" bgColor=#ccffcc height=21>47.12%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>4/6/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$5,438.96</TD>
<TD align=right background="" bgColor=#ffffff height=21>3.43%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.19</TD>
<TD align=right background="" bgColor=#ffffff height=21>106</TD>
<TD align=right background="" bgColor=#ffffff height=21>47.17%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/30/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$6,965.99</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.43%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.24</TD>
<TD align=right background="" bgColor=#ccffcc height=21>111</TD>
<TD align=right background="" bgColor=#ccffcc height=21>47.75%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>3/23/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$7,346.25</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.69%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.25</TD>
<TD align=right background="" bgColor=#ffffff height=21>115</TD>
<TD align=right background="" bgColor=#ffffff height=21>47.83%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/16/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$8,624.04</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.55%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.29</TD>
<TD align=right background="" bgColor=#ccffcc height=21>118</TD>
<TD align=right background="" bgColor=#ccffcc height=21>48.31%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>3/9/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$9,554.52</TD>
<TD align=right background="" bgColor=#ffffff height=21>6.18%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.31</TD>
<TD align=right background="" bgColor=#ffffff height=21>122</TD>
<TD align=right background="" bgColor=#ffffff height=21>49.18%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>3/2/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$8,312.30</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.34%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.25</TD>
<TD align=right background="" bgColor=#ccffcc height=21>125</TD>
<TD align=right background="" bgColor=#ccffcc height=21>48.00%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/24/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$10,938.00</TD>
<TD align=right background="" bgColor=#ffffff height=21>7.14%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.33</TD>
<TD align=right background="" bgColor=#ffffff height=21>129</TD>
<TD align=right background="" bgColor=#ffffff height=21>48.84%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>2/17/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$9,419.26</TD>
<TD align=right background="" bgColor=#ccffcc height=21>6.09%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.27</TD>
<TD align=right background="" bgColor=#ccffcc height=21>132</TD>
<TD align=right background="" bgColor=#ccffcc height=21>47.73%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>2/10/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$8,033.55</TD>
<TD align=right background="" bgColor=#ffffff height=21>5.15%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.22</TD>
<TD align=right background="" bgColor=#ffffff height=21>136</TD>
<TD align=right background="" bgColor=#ffffff height=21>47.06%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>2/3/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$7,331.08</TD>
<TD align=right background="" bgColor=#ccffcc height=21>4.68%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.20</TD>
<TD align=right background="" bgColor=#ccffcc height=21>139</TD>
<TD align=right background="" bgColor=#ccffcc height=21>46.76%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ffffff height=21>1/27/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ffffff height=21>$7,486.13</TD>
<TD align=right background="" bgColor=#ffffff height=21>4.78%</TD>
<TD align=right background="" bgColor=#ffffff height=21>1.20</TD>
<TD align=right background="" bgColor=#ffffff height=21>144</TD>
<TD align=right background="" bgColor=#ffffff height=21>47.22%</TD></TR>
<TR>
<TD align=middle background="" bgColor=#ccffcc height=21>1/20/2008 - 10/19/2008</TD>
<TD align=right background="" bgColor=#ccffcc height=21>$8,618.89</TD>
<TD align=right background="" bgColor=#ccffcc height=21>5.54%</TD>
<TD align=right background="" bgColor=#ccffcc height=21>1.23</TD>
<TD align=right background="" bgColor=#ccffcc height=21>147</TD>
<TD align=right background="" bgColor=#ccffcc height=21>47.62%</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: 12/22/2008 8:36:36 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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Content-Transfer-Encoding: base64
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Content-ID: <Trade Graphs>

<html><body><BR><BR>Trade Graphs - Total Efficiency<BR>
<p><img src="cid:images\7.0.jpg"></p>
<BR><BR>Trade Graphs - Entry Efficiency<BR>
<p><img src="cid:images\7.1.jpg"></p>
<BR><BR>Trade Graphs - Exit Efficiency<BR>
<p><img src="cid:images\7.2.jpg"></p>
<BR><BR>Trade Graphs - Total Trades<BR>
<p><img src="cid:images\7.3.jpg"></p>
<BR><BR>Trade Graphs - Winning Trades<BR>
<p><img src="cid:images\7.4.jpg"></p>
<BR><BR>Trade Graphs - Losing Trades<BR>
<p><img src="cid:images\7.5.jpg"></p>
<BR><BR>Trade Graphs - DrawDown<BR>
<p><img src="cid:images\7.6.jpg"></p>
<BR><BR>Trade Graphs - DrawDown P/L<BR>
<p><img src="cid:images\7.7.jpg"></p>
<BR><BR>Trade Graphs - Maximum Adverse Excursion<BR>
<p><img src="cid:images\7.8.jpg"></p>
<BR><BR>Trade Graphs - Maximum Adverse Excursion Percent<BR>
<p><img src="cid:images\7.9.jpg"></p>
<BR><BR>Trade Graphs - Run-up<BR>
<p><img src="cid:images\7.10.jpg"></p>
<BR><BR>Trade Graphs - Run-up P/L<BR>
<p><img src="cid:images\7.11.jpg"></p>
<BR><BR>Trade Graphs - Maximum Favorable Excursion<BR>
<p><img src="cid:images\7.12.jpg"></p>
<BR><BR>Trade Graphs - Maximum Favorable Excursion Percent<BR>
<p><img src="cid:images\7.13.jpg"></p>
</body></html>

--==TSBoundary-SPR
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Content-Transfer-Encoding: base64
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iBE6CjOzelTKds3ts3PXZKItQkg4FTQRW6Y8eh3gL6jPHRJJRTcLm0ltYIRCxmtBeHpbL2afDDQvpTl1TCtIjZHi0cqtVo3sY+oDzWoVq1CIUWnERoZYUogMWB4Z9/6kI/2+if5GFTrCIWksPUVmb6USNXLFkK+WbcsZSmSq5esNU6qZMq5qhf6CszgHOr4mZJOHqHA16hzZ4uzI1dOYZvbSBrVVlJl9QHm1G1KkhiGw1ZTmpzPdpcTEL0/gzxY3hFJrCtYmm8XZqJECNNMzyP2KYEblnk2lMlVC+oz8GlbMgKtV4zBCUwI+7XxTRbD7YINjTaWnFyq+Gff+p/36/BFxyHDOT/Ixo81MU2mZTJFDmHp1WYF7TXeZWR66yuIEsJYHOwiENWUtSt2LUChZCIkJCRwqKWEFBQH4elsv1IzDK1khfNpZrrXGE/UIlsVFn6Sq70lVsubZy1Z9fKz/AGF5ZueuxTYcl6Wy/wCixZCvldwuW0eaq1JinybGZTqGTHubD2FwXGpM32K7ZuyaVS5sw2m5eacMgq5V7pRVM3ISKAIwDBIThn3/AK5Czj1FhAHs7ZtGxlXKZodUV7INMkhwRR6XPYCFikrbZ2CAsIZN+wSzqxKjU1To2+bThslSSS07fNuZGqi0Spbzssskaspf7VGBzCdNnKtIlHcqGTS7KtGi6TCCUyYUsS2jaxWCxiEigDvwBNrLsypYoXbsMW9X+yr7jRlNvOsFlDGWqvsZWR0qdcWple72u2jbb52yQEgmiiYRUBBksTX6gV4m04sVaYqKbZevbFXTM9UmOWmxMVjjYv6M/wAjLFkK+dLLB3LZiyrUAfNlHsLq1vXyxdZyrUmKe2ut02KvOvSrHXwmAEpoRBebFYLGISKA8qvtNvghE4hjDxEHSNFgbGFMCIWksNrIUvr9qyoeCslSymI2ggA8JUdNakxT8lgBjacWGJpAk8vWGqdUMmV/omN4hSxlqAdKXVQ8DTQJXKhvbWXKkM+/+iQR7ORJuZWR66zqpYYxAj3JnBMD83YgbbbrMrHLKjrjxc+N0TG0rElafSawrVkDh2nuY36hqVxPDvqA9QaEJUzqOyj2F1q0V8aPNVakxT3r7k1qfrsydvD3CgK9kLH0XK7HMqAS6+OuPFyrIWXxEDEbfV8coVCLAzBDM7RDVlOM+/8AXmdo5Dyn+RZueuwrnGrVs+xl2ZGrpzDN/pWMoJYnwZcAcQXHVqkLXFusMQNdk+DLgBakGIYNtQAI5fcxOUWm1Ny2BKWZsr6cswf+cZp/Nlyob2qorhf0WWSpCrTLA1C42jtJAF3ksJ6xtqq1vX8WbrFPCwEp/wAinEObL8NCjg//ACW7Fs1Kr2SZWRe7nfR+bNJjXqHgp0SSRFlN1Z/sLZ9/69gWmqYLchn2bNZTChCWoRWGvObfDj6gnUogkOF4WWBC6P8AL2+H1DQGlYu/zL8mHMD0/gFRpg+N8JYnAgIZOnO2q1XBYtWfXmq6Xj/ss1PmKaLQPPb4/Pzm3wywyWGuGCqstWBQUBzXdEt09g5RUalZt8W6sMGrUaJTp0DFMAWOXJkKlMIsPKso4GuIpVSWplwZKrp6mC785tOE1YlGbfFisFjEJFAH939G6sytvSxlKglifosL7Uzprd6VY6+W6rmWK9MVSdpKzKFtUx6ap16iSjUo/wDPp7hUeWwXVKk4nKyzc9diGdycurWS6Jp3elsvamDRWp+uzJmBixcBeVn+wsNP6zawDVSUwbTb7QaD1Oy9G9TT5mLbLClEBiwPFzb0tM/kTO0Q1ZTiEth7GCoB1BMzdsf8NNMzxDmy+3acuws46X/+i3bWfpKc2pManO2M+/8Aolz9kriBJjQUL7rO5MySfCbjydmpAZ5pwkCLCO+wThqKJQ35QvpTbAmV69JsOxyVNhRV1DE7xZ9RrVLhS8m2yzgrGgU6gHXVs+x4fG6CAwysjuYhIoB0SSalVy7GGYPOnXOviUM7oUsZus7LFZcqRjpkU+w9+U6hoa1izVUquXYyXKiWcbSi0097HMMpL6691rBtKmuYP2GvRX/6W32g1ldTSnTk74z7/wCjP8htBptuJJ6qtPryI2jxCVRPlNN4utVvYysj114hLYfmorM3oAv8edVywpWezG0Gm3wNNAlZR7AWa3r19K82q3sZWR64OuPF3tLELViYrDfeOBQUB+H2wQY1E2Ix97pcx21SkC2Oz/ZbPDqbydXKaOIcLwOqlh17TuzUXcAqKM3aiXGtpY/9SpoIrqmFaRGyMZ9/65lLDguUagZjY9tqqq3m6l3uykRFVO0tc8oIWlIqTdb2rsLaY3EkXzte3mrpyzB/zt+XWwQaHNl/5NcOWiqKJMuAqvtNvzt+Y+5ZmxwgISOpRJCXIPz+VV2S21TJpoRxr9NQsssJSf8AItnK7u9Vqp7DUB0JFwFjaQNbFlLV16wJz89K5n52s2BVFS05li3KWzWR64XTkK1GQh1yob2oGa9YzRbxFca84xsKBTwdOH9365CJxxHlP8i20zctQKELzuamQ1dmkxr1xIKmN4fVA002Suwqg0G5P7ebNP2GIX0p1EiBGmmZ+GDzW6l0Lq2pBqbjyd+bN1inuum2EVDeCh4Kw2CGCQnGIS2HrquWyZU8bNNIhRlQjdawbVl5hVoLLthqylen8GXHMiyid0EQhAmB5cqG9tavCl265rLTTM8uJJ6mqJJ1mS1DR5qrTI2cIhCL0dz9PSawxn3/ANEin2ZSqZyxRAyMgTR05hm/z6tdeCwDnJ/bAvqM9SMwzTiI0XHEhVKydjwUwI3LYEobTxwtNPORoP8ALaimyRetYTMknxe2fNFRqTl5pqSs3Wq9Gu1TrmxIo15WxCWw9qVuyUiFdVd6SqWnMsR+2XlG1NBLE4dpKzGYIfLK6mkACsMhK4LURI0BXcSVPZVLwz7/AOjP8jxYMOunWaD8urObSI2Q9zYe26xq60zFjHXFrMC5gvT+DMayFLFybsqStORtjR5qRQMG2lKrBSsnYyUqmfjliqbobEbR4VUcDsfe6XRxcoQAPGoJNuFWcM0okaviY3iFLGR24+bNJjXqHgqNvNq6PHTmGb8lixKJ3h7mw8qaCLwz7/12nIzDinCOPZzf4t1nMtJjZW/w9vStF2Gk65WIGDXKppkz3b/Fil2uXHEN/j8uX3KrVfXL8xO+b/H5YsHQpS0x+W32g3f4/Ob/ABqLDB5tP/HacwixtNbWhECO/wAfnfN/j85v8fnOccIcsizf4/Oag04zTzIk33sVia3sj+cuoYTaLDmzkvUObxPg/kv1+kchIxk/yPoQ5svtsTxTVV1RprN6yPXX4n9rqmFaRGyPodceLq9kLH0zTSR/q33MTk2HTKi5q8NGSRUquXYutYNpE7o8MaKoU5bsIAPBEQjDvqA+5cF4t1XMsJiRTjPv/o6nPItNAw+m7VNzESFdMTvHktuP1OqrcFWt6/0/HL6NRIgRpxkf1Tt4IAPJpoKRiBHwO3HLzTUmg5jvFy2aGyJXalKsdf6GafzY2o4n/Sz7/wCjP8jHs6U1rnsM826rmWExIp8GXAF3VtP9T8/p2bnrsQzuT9MfthCJwIAGL1DmxldTSWELH6H2wQamw0PBTAiFpLDxn3/rTMDHb/rDhnJ/kY1cNWioCD+tg81po9LP1Pz+nYqA8lLhS/pj9vIUFAf1WafsMQrpX4aPNVakxT8Z9/6208oWYCKSGJUsp6E50JzoTnQnOhOdCc6E50JzoTnQnOhOdCc6E50JzoTnQnOhOdCc6E50JzoTnQnOhOdCc6E50JzoTnQnOhOdCc6E50JzoTnQnOhOdCc6E50JzoTnQnOhOdCc6E50JzoTnQnOhOdCc6E50JzoTnQnOhOdCc6E50JzoTnQnOhOdCc6E5CljP8AWccgpjCGYYXLzO+0MOSFxFH0S0xmGHJrLmvyTP8Ar3Hsspn6GmQ52li2EU+XHwiXFxhhcvM/tBszuPb6CeQ5LDg1lyHyTuLO49llM/RLZGZYcH3Ht/VMeYGqDmFRBeSjkPV8QkY+npic6cGIEfJJAj6BwB4/QQ8shIxgKgJ8mPLOgchUQX0dUcOgfplIznTgjxHzK9y6BwB4/RK4menOgf8A5nYEFm+3jePG+3/4qY/78T6f+hRX58uBRH/SYITgS54mC3//AKx//8QAFBEBAAAAAAAAAAAAAAAAAAAAoP/aAAgBAwEBPwEWH//EABkRAAMBAQEAAAAAAAAAAAAAAAACElGQAf/aAAgBAgEBPwHgb4SukrpK6SukrpK6SukrpK6SukrpK6SukrpK6SukrpK6SukrpK6SukrpK6SukrpK6SukrpK7yF//xABEEAACAgADBgQDBgUDAQYHAQABAgARAxIhECIxQVFhEzJxkiAzwUBScoGR4SNCYqHRBDDwsRRDUHOC8SQ0U2BjgKKT/9oACAEBAAY/Av8A7jy+It9L2WITmGnHtCfEWhx1leIt+stiAO/w6kC5ZdeNcZriKL7zUgXNMRTXeUGHC5lzDN0lqwPpsy2L6SzMti+kzBgQOdwixY4zzDjUzZ1y9bliA+ItHhrMxYZesG8N7hrx2akC5lzDN0mXML6XCAwNcZQYE+stWB9Id4bvHtLVgfSE+ItDjrNCD/4Pmo14fH84FPiZiGz3w7TD8MYmid+M/wBUMp1Zq7zAH8Q0y2Kqpuh//mO/CP8AO8Xn048pqX+Z00y/9JhEeJmIa7/tFxLxdwjNm59YC2uIddTMI15XBNazP/EQ+IxUhb/tCWwit4JFKvO5/p8PI1oVJ6TCOJ/Le7XWOWvQ5FsfyzEXJdl+I/TWOSpGijX0mBn8XXNn1P5T/vL8P++aMDfhDETzHlMXKCc+Ede8a1IDZBqOg1n+oVL1qiefXWYmH4dWzHtwjM+G1bgG7qDXGLhuCvUTCw8rDM1N1Aubq4lI6ntXaAZDZw6//q4KA76zCcAkhx+QmbI267tw7REZSMtEsF8zRymGy7mUaVlNwgYfAue2o0j5lI0XU+k/1K1iZTl1HE9YAfEHmCZRWneVlfIjKU3df0n+nXgcrZh2/wDEASoNcP8Aco/ZL/8A0MqyPSYHi1k8P+bhekGb5trV+atL+sCqy0Reqzzp7P3nnT2fvPOns/eedPZ+8C7jaXwgfMgv+n95509n7zzp7P3nnT2fvPOns/eedPZ+886ez95509n7zzp7P3lnEw/b+8pcfBJ7D95509n7zzp7P3nnT2fvPOns/eedPZ+886ez95509n7zzp7P3nnT2fvE/icb8ukJ8Qeb+YXPOns/eedPZ+886ez94WfEQAf0H/MypjIT/wCWf8zzp7P3nnT2fvPOns/eedPZ+886ez95509n7zzp7P3nnT2fvPOns/eedPZ+886ez95509n7zzp7P3nnT2fvPOns/eedPZ+886ez95509n7zzp7P3nnT2fvPOns/eedPZ+886ez95509n7xP4bDeGpWb+NhL6r+8tcXDPov7zzp7P3nnT2fvEzMpDGtF7fYk/Cfp8OZi3CtIEs0OphdrodJlUNwvXaCrEb3KYviOSO54bXUcSpis6UB3lHET9djrh4m6PziMeJUbHC4jAdjMMn7o2d/goYifrsyAgE8LMLMV4VpLYgDvB4WKay/ytELEk99mvwDxGq5mQ2NgrUTKwbhekDrdHrtXczZu8L5cuvW9rIoWh1iMeYvZ32J4a3Vwq4o5oyKFodYjHmLmF+L6H7EKYru8jCrXa8yeO1m6C4E8Or77Cl1cLZ82lcPg6x1CpoamIB90xC2GwHcQNlza1HbDXnfGWxAHeIUy3rdQ2SaaDw9/+0LZcutSmdR6mWpBHaOwRsvWu0K5hmzcNqMU0DDnHUKmhrayoLJhZ1oZevwhQ+p7bMJcOxrWsKtXG9IVKvoanSBs+XSuECXdTKwbhekDrdHrFzk6dIVW6vnLYgDvHOG6lgpOhg8Xezcf0iYYwqGi+b4icQpm578CjgJhfi+h+xIrXwJ0/KIAxFsL2lTzFQOpax1mnxaQsU1Pfbla+N6RshOvWOFBJ7QlkYbvMbBmZa51Mq3xvWBkWxl6xVcURMQDmukVnSgO+0s5oCHKMzcTx2lS+o7bMzmhB4e//aWQQ18OMOuWvvaRWGJhtlIJo7FLf6hRRujLUgjtDitiHebksNXu8dobPl0rhDgqFIQkWRtxMHJzq7jHFTdK1LXDUHsIQhO7VXEdyPKLJm66t2B2FXeiO0DDgY7BNCx57ML8X0P2BVW//TV/3mfNzUUOBuv8xqdhXeYNoWzL1hKHKOkwyea3ezgfSBcRiOc8S9zqYPBcVl7GIzak3rs4H0mvCuOzIyvYlDDvQHjA1VYj/wARxvHTNsNdZwPpt4H0gVQvC9ZnbRpwPpsfeW15ZuM8BcOi3PNLOLhmxWjQZSV3uUQF3YdLhZ3UBySOMJTUA1FK4bHd6S8XML4Q0yhb0sz5f9xH8RavvGVHoDtOALBZg4eYo4uwD3lM7H1MV0o+L1HCpmYDjy2Atu+phIAbmSG2c75i+ELEvva7LUsmnANEbEQOxu2IuBBYTLw5TPW6V694GUA2ecd90HnEBGoAG3B5b30P2DW/yNS6/wARSfuN9Io8UWOGVhKyhvxCUNq3QJ3YuGa40f8ArGLKGUDnDhZDp0EDDmL2BUahl6RFxH/iHtL+8Li4jlrIrTtpAo5CtilsRyAddYGoi+u3DyMV48DCWYne5zM62fWZFFKNuJ+IwOpax1iMU0DDnsw8jFePAwHPeVj5j6TFBIvU6ekQNiMR3PwnOgN84+4wQHjUsctPWeDplUXB4i8O85giX4ifrP4NPTcjELYbAdx8IYM+hvaWfRRzhXNaZtNIzBAutafBhfi+h+xEC7ynl3EYr/KjH+0QNiMR3OwBVJ3uUxM6leHEQFUog9TAjNm104w+GtXCyqzWOQiBgQe+zDKITxuhFxCMuVuDTM62fWAWEXuZuMG9DGZDREOd6NXdTBVH5VwhZzZzbVVTQa7iNlOXXX8vgZvF4m/LsRS+hYcoFYHroIcXDtf/AHlsWfTgWhXLlI7xzmrTSBs5bsTFc0CdhUq+hqBlrjWsKMFo9JeKCEIsEGfwjvHTnNYjAaLxgw0WyLbj6TL/AKjcLNpzmZDY2IpfQsOWx2HEKYqu9g9trICNY7vlOmlesZL3avYufE3b10h8NrqYX4vofsSfhP0jhcRgOxmGT90RmQ0RN/fHThG3MuXvHHaJaMKN2RMQDEfzHnAVYje5TEzsW4cTMQD7pijE3ON3pyliZWDcL0gVQ3G9ZiviJ05w4bYQqr1Ny1RR6CagN66zIaTnQEDIbB2b6hvUSlUD0neMvhcDXm+BmRFVhVEDvObMfzmHhlM27fSAjdN2NYWYrwrSBUFnNG/7Rh+msUYO7vR/Ea6qHW829FZ006XMuHpprEuIxZNDczFhl63ChZjf3RMTGwM+ZQBvwLuDKLmJh+Zib3fyhLIw3eYlqiXfThsoy1w1B7CYX5y1Rj6CXgsGbvccYqrQrlLVFHoIucHXpP8A4bDql4aCNnre5TC/F9D9gA3dfvGp5dAQDrrf/DEGYXlPP02XYqZWo3yMy0Fo/wAsJRiQ1cTO+y7FShiJ+sxCp1UGKrvuntGKrd8NYqnioAMGJ4oUVXCV43/8xsMn1qbgL5l45p4tcict9IE8Or7wOASmXzcp4aliPuiNmUjd5iFQmbvmmg3mAOWNmUjd5iHELtvG+MKlX0NTMt8a1l2Ki5VJ3eQiKQb59o2tjSp4dVk78Zlwy65SQYS7E73Myo5VGPDgO0Q0FtRfeAuxBrlPDU3lmIbvegwyjAroa67FyDmDxlPSTERmzhqvlDkRr4WICjUxMxDjNeUWNJ/CUV/VExcXi3JY2QHTrMxYZesULjLu9NYUzZtZTbyg61zhGGKvvsQ+IFA/vCWx1uqo6TQgzBI+99D9gDKQCNNRcyhtzQ99P/aJ+E/T4cMHEfzDnNIu5mzd4ShyjpMN8m7YPGZDh5rHWYTNoubiZuMD34zMQTygTw6vvC7XQ6TXMvqIuIWbhpU8EXlqoHDMSJiEYb+Y8oucHXpMy3xrWF2LWek8EIWygC7i42TzGquYjshASuBuPldhe9qv7wrmza38BP3TcJa6I5Q42GRlc3rEU8hWzTbiAfdMRsRSi9W05R2THBs3oL2aymxFB7mWIMzcTqTEODT1d0Y90titT3l4pUr0EVUFANMX8oyoLJmJiEZd3j+YmpDeomIxbLrfCMyGiIVdrGXpsfFy7mms8IgUqzC/F9D9iT8J+kDZc2tQigp5a8ZbMB6zcYN6HYyeF5T96LnJ06TKGw3s/wA1GAkGuGkOL/EtaFcLiYWFhncvi0YY25r1iYTZRbcpnzliOGkKXVzddSO88IP5QBw7RTmBahc02KWxAgXrCi4qvremzxs3mNVBhaUJjm/+CLXPaUYNY6TMLGta7A2fLpXCBLuoXq6lKCmvENMTxHJ4cTsKeHdd4Wy5dagVBZzTEAHnHG+EvxW/MwKuVt0an0nihPMAePaIp4hRE8Nbq4VcUc0ZkNERVZ7B/wASmUH1hAbDXrwGymAI7yjhL+WkIwxV8dZTAEd4XCqtDUgTg5/KFXFgzMi0fWYX4vofsSHKLynl6QrrY1HrFOKp/KKcJT5ucfxFq62FreyeWxGKaBhzgXNl1uNheMM1g6qf+c5uMR3EfwgeNazNjJoOGvPbh5GK8eBlkjxPE4sdaqOMVgLrhr/0iYmVsgN3UCo9k9oFzHLl4TOVvMvWJiLaW3I+sxFxiXAriZ8r+8VMJFyvdg6zExfDRHW6KiuUXxMU5e7QLgutVxGsdnxKIrlMl5rOwseAn8HKy1zEyYwazxywYqFt5eexm6C4XxEcX0aMuFn0N72wMGfQ3FOEgJ5w+Ph719YFHAQKoXhesV2qz0jsOIUxcPFIZDxBAjDCCrXClERjxKiOwTQsefxOo5ipvOoHbbhfi+h+wFmNATLE/CfpsDZ8ulcIEu62BsubWo1Lly13+BnUrR6zMw3aAv8AKFAl2bu4zIaIl+K/6xW6i9ieGt1c1yr6mf8AZ3suVPDhEx7GXXZht1FQJYyjkVBiMFALKLoRlIbTThB4i3U/gqNW5wKFFr0h8fD3r6ykUCIpfQsOWx1HMVB4uUpzAMJR8o6VFXoKmkKnmKm67D11jb+bN2iFsV8t66xRhNmOfhMTOpXhxEC+JbHsdmZ1s+sCoKAlGWuGoPYQlkQ/+mfKf2xAwIPeYeRivHgY4Yk0eJPwF2uh0mVQ3C9duF+L6H7BukcDpCKvMwbNy5f4iMjMCb5wlmJ3ucrX9ZcdfCuj96BGJoQZQzZ/6qhfLl163K1/WXspbOU8OMPjB0UC74Rs+q8TeszYeY/0jT6SgpXwwBx2Mq4jgCv5u0w2N3lmcYlf3ngti6qehmmHdc80Z3VqTrMmGoPPhBXKMfF4m6qVr+sCtiH+8TKeJoytf1lwHIoN6Stf1lw/xFv8UrX9Zc1PPrFRHIGWI7m212YQ9Yjqu6G12I+ZCAQdDLiZFZuPDWEOCu96S5piLZ/qlAn9Zcy5M1i+MUvaLx4w+Hi5i3LNMMnDfzDlDh+GTVa54r9RPByZc5Gt3PExMXQ6cIThtdbMEf1fQ/YiB/8ASf6RC2GwHcbdL3t6K7VZ6RPDW6ueGUXXXWK7VZ6bSpV9DU6x1HMVB4jDL2jZCdestmA9Zhg4j+Yc9gZQLzVrHYZRrZhzuB0rWYiK4JeuIqN4mKvCtL+Dih/OKzpujv8ACFD6ntHYJoWPOUzqPUxsPDIy/eEvMW/EYuJiYaFj2lKAB22DxFuplQUNnTZQxE/XZbMB6xM1aMLrWWOHKMihaHWJiuSCVHCKiMazQMBovHZvKxLC9GmGBh/y/elpY6azDa+FEx16i9mF+L6H7F4isdF4fmIVYLwvSAK7Dd5GIWJJ7zDbnrFyNW8fpPENM2etR2mbGwQx7EiNh4TsqDgA03qtdNjN4vE35ZpMPIxXjwMJZid7ns8IA2rTFfGUgacJlUNwvWZcQXrD4bVfrMq4gvYzKwIJuBWQuepaJ/DvMgbjA9VewFUY7vIRFxGCN0bTnLUgjttRiyaG9gZFsZesHi4e/wA9YLXgKHpAqCgIzrVjrCrBeF6R/wAox/p2LTEHNxGk0xD+esLohIHSE5d6qpplYLxvSFloAdYuHiuLCjlPFy5s3PWBRwGwNlza1G3MuXvMzk8K0ijM+6Kh8PXL19Y2FiquWr0mZFo+uzC/F9D9iVXFgqf+ohcAL3Jg1zX93WZlvjWsKeHdd4jOgNi9dYcNqFHgAeM4uPzgZRZX/pHUnVuETw2q7jZzbAw3oIPEW6mVBQmV2o+kzI2YPvcO8AdtW513jZmZjVaLAy8DrCzugA9YmUcDZ2IxZNDcLsWs9IijkgET8/8ArtDItjL1ng5V3esw2biRc32C+plqwPpsRnQijeukLZcutTWWzAesdM9pczJ/p6P44VTD1Vhz9Yyvh6t3gequCtRFP9UdBVP1ijFwmyc7EXwAF62YVauN6Ru0wVWt8HWIHxGruYyKFodYmexdNpGyE69Z32eFiqxsXpBkwMpbdvPtwvxfQ/7v8x9FJljYPEynoGnmDYmZcp5kafvE1FZTy9J4ebcI4VMx3U6xwuJzu+HSEYjNwu4y3wSrmVBrsZQRmIqK7FaHSVmAo6Go1PeauU+kcg1wqoQXJ3eZuBlK8K1gXFVGI7QBaHoIX8Sr7QKeWkKAjMYWYrwrTZxF7DAGxEDd43h4py9mhBHkrXrBmdR3ML7r9aMZaIF6ekwzhU9XZBhDitdi52Nr0jYSISAx4tOsVVGZrjeNhr2vWeZ4crEk1dwMxPCtIyox04HnxhBcnd5m9hZkuz1MCLXlu6hV2sZekZGDadBEz21sLuIMXKFUaWagPHKZmdQX5nWADygbK/vE8Nqu4cXFxay6cIuXHDODehG3Bv730P8AuhUpa07X/wA/OafAn4T9JbIp9RKUADtGXwuBrzTMt8a1mJhltzNwqFiV4VsZuguBPDq+8KlX0NR3wnGnMazLiNebQac/gKl9R2mIB90xC2GwHcTDJw38w5QMtca1j5wNOmzEA+6YhbDYDuJiMDwXSC954mFi2KN6R2BO9wvrMrBeN6R/EWrqBkWxl6xVcUR8BYs+puabHKkg9oQzsd3mdi7mbN3m/uHpxgN3YjhQSe0JZGG7zEzOtn1m4gE8bN5jVR85LcMq3FVMPVe8/jZla+R2M61Y6wqwXhekAV2G7yMQ4oDnXzax0w1AsHQRWdKA7zDBxH8w57ML8X0P+6QyvwqspOk1FfAmgrKefpHws2/ppCxUgFeNS0/1ABY9QYVzZtblnDT9IyK9AVEY8SohU8xUDqWsdYWw97MSelRkxUGrcDrCAfKeOxc4OvSZlvjWsdgyam9g8RquNiISyrcGG4Nd9IfBw2KcqFxM2lKLuUuIpPY7COOmolrhqD2GwKtcb1hRqsdIWc2c0Y3Ro1r2iBsRiO5jhcRgOxmGT90bddjN0FwJ4dX32LnJ06Q+Gwy94gsGlHCZWDcL0gdbo9fgdgyebrMyluFa7SmI6dxmmZFo+s77R4jVczIbGzC/F9D/ALrNYSuLCam/go+KuSxuwvhYgZerXc8N8THzKNcp0nZdSRyECp/qcYk94o8QueeY3UzOGBvSukoY2L7p87G90+dje6ZRi42erG9pCrYuJwvRp87GP/qnzsb3TMru5HI6w5hiYenEaT52N7p87G90XJiFv/MMZXcqTyU6QhFzDrFvFxQa4Bo1YuKTXAtBnUoOoM+dje6JeG4141wnzsb3T52N7p87G90tmcnuZS4mKPQz52N7p87G90+dje6Mi4r0OrTBYYuJvizvT5jfrPF8XFvJfmm+S3rGBxGGvlUwDDJ4XcV2xsWz0afOxvdBlGJiacTrFzPiofug1CC+Kcum8LgHjYn5Gp87G90+dje6fOxvdPnY3ujsMbF0F+abzuR2aB/Fxhf9caksXxJnzsb3T52N7p87G90+dje6LkxC3/mGXiu4tv8AuzKTNu/emF+L6H/dcJ5eDDNV6enwHhlDBa/56w5WNtZ8phVs3G9Eb/EL53F//iMGQu5J4eGRA7qwA/pMdhf5xmyneK1unrOD+wzg/sMYBVoHmIGzOulfKMApi33vCMYgNYHNDPmf2McrivlvTWfxsqrXIQanMeQBM4P7DOD+wzUNxP8AIYVKv+kBp9f6DG0fQ/cM4P7DAqK5Ob7hmIMRXF1/KZwf2GcH9hgFPw+4YVRRXcGA6k86U8YVRRXcGKSGsjkhnB/YYhw8Nr57hmXGwjebnhkxBg4TaXdIRCro2r8Ch4aRyuE+W9N2FnRwMv3TC/h5mH38MzIUAUD+RTOD+wzg/sM8qRmzvqb+UYzJhuQf6TEDK4IFeUzg/sM4P7DGsNofuGUVf/8AzMvLiL+HDP8AieGBiUp+6Zwf2GNhpoOuoMOd3YZe5hHhcD1gXwyL6awCn4fcMC26638sxtXbN/8AjMwgM3m5qRyP+638MHTTcu+H7/BdnjZET8J+kwycN/MOUxAMR/MeexFKpqahZBmDaxExdKP1gVQvC9ZhsEbLmGtQsU1Pfa4sC1PGZWrhekQONKqcUP5xWdKA77CpfUdoPAylGF6+sP8AqS28R5QsQthsB3EdUCVEY8xcZfC4GvNCf5q2lWVsw51ExcFPMLOsbDCrx1uYh71LH/0vpPmv7o+di1VV7HYcQpiLitak8KhTw7rvDiDQ5M0GFitmRuImZFo+u0gf6e6PHOYHW6PXZptauusvizHaFyZtL4xv9QcOnKnnEUtpVfpCxZ9TcDqWsdZe3C/F9D/uv/CGb+Tc+FBmF5Tz9NnlTYGCajvtzOtn1gVBQEAV2G7yMQsST32dZmdbPrAqCgJTYig9zLGx2DJqbijGW2XTj3gVBQGx2CaFjzgUcBCxZ9TcbDVBY5kwqwXhekC5M2l8Z/2lsQYYbkeXKKi4itlHIwsU1PeNiJnZyeE+U/t2BQr6mtjqOJUxCyUAeohdi1npAnEAVrBk8LNyqtuIRhv5jyhcOVzakEXAl3WxyuGxHYTDB+6NrDDCCqrcEw6+8NmZi3CtJ4Y1XvMM4a5OOq6QlmJ3ucyu1H0gZDYO3C/F9D/uteE/HTRTy7/Cn4T9NhYpoO5gVHsntAVRju8hEDAg95pFzg69IDhM6iusQsST32BUahl6RWJ3jeuzDXqblqjH0EKAlexERjxKjYynDuiRxir4XE15trlSQe0IZ2O7zMLsza9JaDWqu5mYtwrSHBwrPS/WM+KuVcvG5S4ik9jsVbNZeExDRo1UVvF4G/LtxCpo5YgbEYjudiMU0DDnsBViN7lMTOxbhxM1hY8BAcHFbLXLSIWJJ7wKFfU1tOZBZ51rPmNnXkYGHAwseAnzP7GFka19JlYNwvSZnNmV901twvxfQ/7pGR78MDiOP67dFLek0srpvRPwn6bHUcxUVswvlULHiZiszWbqBzdLqZhopZTrxEK5s2twqX1HbZbIp9RK0Ve2kpcRSexg8RbqZUFCXijDs/eqbhBA6bGfM2p5GBgz6G9uIRhv5jymHkYrx4GKcXFbJzszE8J94KTwijFxBk53UwjhAuNfLrMVCpDG6B9J4hWsqnW+0RXex+2xdzNm7wtly61sC5M2l8YuId2+/eYhGG/mPL4Vzg69JaXQ01jqOYqK7FaHSZSzN2uZntMhB1XjMQDEfzHnMRl4gXN5FI7RitLpepmAocihRoyjiP8ArBpmv7usYMCGvgZ4gbgvCuMC4iOq9amVb43rN9gvqZasD6TC/F9D9gpWzdSxr/oJVKFJDelV/iIcovKeXpsqhUrEbDNdaniF82TWsvGDB8BVVowRApYVYED+JddoCy7t1QmI2HQ1vWFjpzMGGhB6Cp4YC7ycZh476YfWVh0QvaXEGEpu+fOFcRf5rlzEZbUzet1rykxsRcNtemswgrMn8MWBpEza/wDvGHUVc3cT9RCcTIykVUBwcMZa5UIlbj5tY/jMMq1XKpQZG09YCuGoPUCVQqLnJ06TKt8b1hw/BFKa4xcQs3DSplQExsNCAgqhQmG582XjE8M5c13pGbFqlPThAFa25aQb2Wu3GZTrZvUQqVJcQJ4WXNzuVQqXsKFd3hU8pHcGZlLcK1hwyN2qjYqM2ZVNXPmH8tJWjD+rWpncCwa02JhlMPLYHCYa89ZrzaYIH3vofsSfhP02LnB16R8TCW1LHnMTBAXLVTDxgWzVc02Bc2XW42/mzdpiYVLWqxXYrQ6S2W2qLhYVCjesfORr0lM6j1MXEXGDAG9Bt1i5ydOkyrfG9fgRSqamttMoPrPDFb/IKBc8TGQ5SK0qHJYy8bhY8BAqPZPaF2uh0j+Fpe9vRFPIVNJbYak9xKE31DeojogC5hFditDpsp3UH1qHFXFFN0FxXDMWGwKjUMvSKzmyfhoy1w1B7CDxBdcJkwm4nvsDBNR3gZSvCtYqNVjpML8X0P2JDr5Tz9NiK7k2a11hXNm1uFnSye8CjgJ81PdNxg3odr1E8PE/lGbTnA2IetnhHUPoGPKYgH3TKMIOjBTEDYjEdzHYqQCx1qYmdrr4rCbw147CpV9DUbDJ3zy/OZgqn8UC5sutw295vyjqOYqK7FaHSFLq4Wz5tK4bNdmZr41pGyA6dfgVsIZly8biq4ojY6h9Ax5RVbAXXmdZSgAdoa+LvF8TFTdIJ4wMOBlmUuIpPY7ML8X0P2CzMuYZukT8J+kC5M2l8YuNk8xqrjbmXL3jlSQe0IZ2O7zM+X/cR/EWrrYWPIXEXCXK2tkwjFVGN9JSMPQCoSFw268DtLHkLm5hk+uktsMaHgdZuoF9BE8Nqu4Wc2c0AwcQ5r5WJjIWLMayi7hLIw3eY2s3i8TflgZSvCtYPFUF+ZBPws61Y6zFQqPlnhMM96hbOG7AytV/FKXEGh4jWNv5s3bYyKFodZnzAkLmIE8rzDBxH8w57DaLrzqHw9cvX0mCwC74sx8VgN2+ECeHV9/iZ1K0esRTyFR1HEqYj4if3hbLl1qYX4vofsB3V4HQGMpU2zq3bl/iJvnynT9JnxcQry4gQYK4lqpvQw5GbXrs4n1niG6ENYZI7mbrGxVzEXxBeU7txPz/AOk4n1mZivGtJi/lETIdSBd7HW/MP0jMcS6BPCIATRbhNTcGcBq5kTdAUdBOKH84rMtAc7ETdzXfOM9ULqpzVh1gxsQk9a9YVXN11nE+uzjOJ9YxXEcAnTWFX1B5S0BB6wMGfQ3K8J/0g8Pf/tCH014bOJ9Yzot4nrHzjKGQrctscAdxMi4wfnpsYhjYrWN4ttu8zAGFheGvCNhLYUwOpax1jgWxNaQ5lZd3pt80psRR2uXdgzifWLnJ06TKt8b1mDz3vofsTUjG+0wkVd4Vp+UfxFq6+AoWy3zmjJHzka9IzIlg94mJvZwOEKu9EdpbUUIvWZfDqxe6ImMhxONi4PxQqb3yANmG2Hhi+5MLNXm2BcmbS+MD1V7M+LmpPuw4eF4nXemIRhv5jyhwlpB2ELZ82lcNlsQB3i5axPRoWy5dagc4vlN8I6o6sxU0AYhbDYDuI6hU0NQ5X4V2j1FrnMrtR9IGQ2DtatRpG/DLMpcRSex2YZOG/mHKM5s1xqa5l9REOEx3jxGkxM7FuHEzDBxH8w5xlR6A7QOx1yAtD4W9m4fpMJApLCrA9IRkrN94TewgT2OzC/F9D9iTUVlPL0hUvqO0zOaEPhYm5y0iMeJUbUUvoWHLZh5FLceAhDKRvc4WTGwt7gM0w1xLOlaTxVYrW7qIEu6jKgsmBnGULrsvFHl7ykdFF/elifxMVgy6aQIt0OuwYLBQHIFgTxGYsDu6CFkQmjWukbcy5e+zEA+6ZvqV9RACGycyJlW+N6x1HEqYrOlAd9gCYWR2bjmj5qOauETNhNWYXay1w1B7CHSsu7FRqsdNjsOIUzwi/mNcIWYrwrSOi4iFmFAZorOlAd9lHET9Y+Grj1Gs3XU+ukXAev4fTvBrebejhcRgOxiZ/DZyBd1cceVctXARiK1dLjqFTQ1MzrZ9ZxcfnswvxfQ/Yk/CfpHYMmpuBVrjesbxQjXw5yhs0ljDT9PgRimgYc4u/ly9oVzZtb2YZOG/mHLYCqMd3kJko5sp0MLOlAd4MLJWVeNx2DJqb2hgmo7zLmy63wnnzZmHL1mL+W1d/Ll7TLmvW+EdQ+gY8onitTMoPCLiYLcW41NSG9RAwZ9Dc02ZWDcL0njA4gzm9hTw7rvPFK3YG7BowK73HZ0ZTtdgmhY843jod/hUzLfGtYWdLJ7zDTPu2BwgVXIe706RWUWFYXCPvECO3QVCxTU945XDYjsJhg/dGzC/F9D9gUJdUeJKdJ4mZvMoHoa/zBTFd3kZhHRs16trMV9AwvhPmv7opY33uZXYB+Y1gN7p53MQjSgai+I+5z0mXDa9JlD8TpoZwFx6EJZGG7zE4C9mVweukwwcR/MOexkJ3SeRmZbzVWphY8ALiKVTU1OAvYf8zDV2LDMNCZuIq9agvDodbisK12a9dNYgbCfLeukXw8oVVrWDDxVVq/Of93mPIPC6gadZ5U/vMwGvAwNny6VwmUkUvOAK6FugaFyW17wf6esSjSgzOhJJHXTYScJP0nAXCuamy6RVd7B7QA4uVlOoomZLza3cbXKb0qW+Xh/NAyleFaysSt3mIuHnOboIclnNxvYGxKEPhm647MG/vfQ/YKZQfWZsozdYn4T9IysbCsamVBQgzPa3roIHW6PWM6laPWIvEgAaSjCuGiK3WotVvbsRiyaG9nX4A2fLpXCBLuoCrEb3KYmdi3DidjL1FQ4gxfL2l4ruVrrcRS+hYctjIoWh1i1aVxo8ZmUrxrWIp5CtgzMBfUy1YH02YZOG/mHKI7qFUMLJYQpmV+wMzg+GBx5w4aYmc+bhUcLiMB2MwhofETW4MX+Rbs/lKXEUnsYreLwN+WMA7rw0vtMMn7olswHrNxg3oYGUrwrWLmVc4/mEfENUz6TEzsW4cTAq1xvWZXiu1WekdRzFTDr72y2YD1gOFv0v8usZn0zctmF+L6H7Em4fKdf0lnDT9NmYMMMAfdhTDxgWHQ94Qzsd3mZptz5Qtcy0pXU+h2abAoV9TUw8jFePAwlmJ3ucDLXGtY+cDTpNYWPAQDBxDmvlYmmIfz1m5iA+ukKjLanjlB2EsDmPMGN/2d9OvGIx4lRtwxhMjf8AqEKuKObYGQ0c0xlJzHSoWdaGXrCmdVLcMxhfOjCq3TMMnDfzDlB4i3UxEwl4gzxCtZVOt9oqu9g9prsCoLOaP4i1dQq70R2gYcD8GZ1s+sCoKA2WMNPbAFUne5R1GGbzDjp1jqAL53twvxfQ/Yk/CfptxEzrmy8CYjld3rex2CNWmtTDB+6JiAYj+Y84UYLR6RKJFsNjYbB/ygYcxcVvF4G/LsLtdDpPDKNprrD4a1c0jqOYqAuVK63UDphKTdb2sfOBp0lnDT9J32IWw929dRKG3DLJW8OY2FPDuu8UsoNi6M3FC+g2YeQXXeUcJvy1iBgQe+2jLXDUHsIK1HwM6laPWIp5Coa2vhpnDg1cIZ2O7zOzexFB6FpYmIBiP5jzhYpqe+3C/F9D9gAHPtf9pm0qwK9a5/nEGvlPL02Xr+kYqlgxVPFQAZev6QvV1GtMoVc13MptwekfEwsMgjrGWzWXhL1/SM+c68ssCfdFS9f0lRsO671PEzlrFeWVOBl6/pKmVxYBl4akZvWVHUKmhqXr+krZev6QBXYbvIzDYO2bNx/WYmdmbhx1hZi9npAovd0l6/pKnAy9f0lbL1/SVszGwO/KZVdST0Oy9f0lbMPIWXj2hzEsc3OJ4bVxvSNitiUc33ZWx8UIckRS7Zel9tm84HYwVz2YJ/q+h+wbn8P8M0sLpuxPwn6fDhg4j+Yc54WK+W+0ZsFic6ldZvOoHaFc2bW9ukcrhsR2Ewwfuj4XUPoGPKNkB06/CWKce5/3NNieG1XcvxX/AFiMeYva68WKxWdKA7xwuIwHYzDJ+6NubEahemkPhtdTfUN6iUqgemwqVfQ1DeKnpe1mRLB7xFPEKNmF+L6H7Fhqura6CYmdSvDiPhDhlAqtYMLExEzDvLHwG9B8e5SnNZarjb+bN2+Hv8IKsRvco+dyeFWfX4tdm+ob1Evwx+UCjgNorUbAyGjmj+I11WwKoXhesUgrmzWY+cjXp8DN4vE35ZiEJzviPiwvxfQ/Yk/CfpsL1dQrky6Xx+BmRLB7xFPEKNpY8hcyKr2ftIXJm0vjA9VfxdNlMoPrNxQvoIq+FxNeaZnWz6zIooD4crBuF6QOoNHrtLHgIFR7J7bML8X0P+/ZilVJzCwJpZXTeifhP02FGuj0mZS3CtdunwsvUVA4xLr+n49fsWYkg8IEW6HX4tfgDBn0N/GGz5dK4QJmuu211HMVFditDpswvxfQ/wC/eY+kw6olVy8f+dJk0K2pv0r/ABLbDUnuJ8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbPlJ7Z8pPbLXDUHsPs7MosgRqrcXMe//Kg4ZSxWv+enwbtX3mQZb13q05f5mfQLaivWv8/DRq/Th/njPD3cw516f5it1F/AqAc9T+UU6b4sduH+YwarU1p8ChefPKTLtSoIX1uv8xbrfXMO3/L+AVzNcLhIy7i5j3/xwg4ZSxWv+enwaSrXVsoNRjpuCz34/wCPhY0KF6eneeHu5jzr1/xLPUj4KtRqBl5nvFOm+LHbh/mMGq1NafBi2uiLY78Z4e7mPOvX/EY6bgs9+P8Aj7MVPMVOJFij3l2eNgfARZF8xBvtY4HSaWF03fh1Zj07S87ZvvQKOA+AOVGYG7qcTp5f6YdSSeJPwaMV9JpYXTdnEmhQ7fANSCOBE4nXzf1S7PGwPhVQSMvAzidfN/V8Otldd2XnbN96V8F5jXGpxOnl/ph1JJ4k/A1/zCjLztm+9OJ1839X/hmUuubpezXZxGzX/wCylP8ASfpMPV7I148YufPmtfStJvk8N7Q8f+dJoDvYmvu4zDX+ICAAx72JQ8Q6+v8AMK4zQuMO9NGJ5fn1jFy35+g//bL/xAAsEAACAgECBAYDAQEBAQEAAAABEQAhMUFREGFxoYGRwdHw8SCx4UAwUGCA/9oACAEBAAE/If8A6PnjVLfAACAg2CNYDBIcE+6AalyAKEr3SQVl4h6IskkPxX3BBnJhYAAYSFHaL6owxsRfcEGcmP6oyhoQIIEoAORvAYxIFlrEWE4ZPhywu1qAIQACyTpOWF2tQ6y6CggGpMAGxAYEgiZeDtAcxIFFCEAAgINgjWE6hyCKMKmMmNQiuP4g4L7ggzkwGMSBZaxKlvjJ8qHBFQBalZ8aDFRYThk5cO4v3RYThk4BqXIAoTZwBo6f+P046U4vQFuIbZp5QwISNCzDC962gRDDQWzSW4hCGlXoPOPkXa7b+nOHpjxPa2qCwj6ADPiOneDrg/JvqoSqRkT1BAAfXwmphQMM/qtI9sp+Ia9YybmgoFZy0mUQaWgRIViWxrFgBdymsCINT1ODBZwqmJUiaUIMWHNjMC2SMisWl1boPxbQmz0wP2KXh8yDdZyGoHqcWpHD8pWaM5zHKl4wVIZ2Rhbmz4yoSFGrADzIXTlKRMRYBCh2hm2Cgo59fWbcggWCcKrhMFUBp/cIMPWtdbat4YMg3Iu0KCMasah/XlHIYEVkCCW8GfWfD4yxdkwHC074NC01dwCL0GCSAFo8MAAKJVguUBmDmA5J51iJZ4hSiFLliHUJ4NW7ox07w4wgpsgjXdf+gcEXIhr/AKAIAEGiDr/kRkDNP/8ABjuw1ynwWCZ1z3n0dCrVavGK0kAwkJc+c+7R92j7tH3aM4axx6zMNqc6x92j7tH3aPu0fdo+7R92j7tAEAALJJ1AqasBpn7tH3aPu0fdo+7R92j7tH3aPu0aR7E7eceosLjwOc+7R92j7tGaLRkMYLBpEfdo+7R92j7tH3aPu0fdo+7R92j7tH3aPu0fdo+7R92j7tH3aPu0fdo+7R92j7tH3aPu0FGlYELiiwxQ4VH4ZDH3aPu0EIZgwHI78v8AF8nv+MGHEZAgtuqKDn3g+iyaoTDiMAcSilAyWhiR4BZd2unEIrAAeEsOJlNjCgERRBGuFwQqh1d4UVkCfDgGJkgUDAhCAkkhJ1rgLLwDD9PwCCRNAAb4GOaYwAdf04TOBzDuIeiLJJCaVE8TZ2hYibJM5PCqyDGq1/DogqJhknFNLhkNFFt+MBjxOAIPoMGrj18bEl7y3mFcgcSZaEheOsIhMZLpwFl4Bh+nDnklgbRyuIpvQQmWhIXjrCITGS6Tv/8Aitv4P3+eUbQyuFnxpFuTdTfNXfTpCUKBPSbZ609ZrDUV9fwJEQCmg1iQg4MHfrCABJIABrUDEzZKBgzWEoajVrYEpw9EWSSEMERWkCThNTDkAZwEJSl85TtNIShuPicoAg6YsEmIWYoUJYQY0BEQ1mhxQLIErv1iQg4MHfrCURRL7cKTiQfMR6uINDqOJKFAnpwYDIgH9uAQiN4qhUyJ7QRowYkB7wmBILaHSaQ1F/Wb560tYDHicAQfQYNUoBum3msfGYuhD0RZJIQ0JEIKqdfmxrk6Rg+IMlptwdgj1/DTmrJ6wIKAgJ3/APxRVwA88gYoEAFO+IGZGJQ3XgYL9QtWA6j8mZgDoxGAyMl/fiFHACCwGrbaFiJIAzkQMpYMg1HDVh5C15QqOQMC1cAaDUy04mHzMVEWAOaMsOJlNjx1wiKl8i7hhbCI51wQDIiH9uAk3FNOUpfOU7Q3FoujfSd1aG7xQ9ePXpwNvBKAO+sHTFgkxEChqYmzvEpZLBPueOkNRf1ioMBDN9eAbLI5VMW14Gdlyg8AIsQXYg6JsEIMDayRWOAYFTMlAWIcCu1B+Y4awRBoUFgYMYLIArv14d//AMEMQuCSNAuhX+pTSlTmF39IGagAiCoQhEQWVdC+8ch8KCvFRwJIi5kICyaIXeMpuK0MQhRIxB35RaCNFQMSKMCQKDcZTYU3gLJohd4ym4rQxCDBw5slAWTRC7w5ppoDZ7wbSCBK5D25y76B8w4CEB6hV4joEesIEWIFbb3jKbitDEdAj1gLJohd4ym4rQxCZwOIdzCBACZANJlFP4oym4rQxHQI9Ycs1iZfKi40bYK9uUsC8Fm2IbjShknRhMQbJ9IYBgFteQ5w9ZsCT+OASStMrNVKz0QUR1cAwkHm20nze9BSWlFDh+8oOJBNhBZK6qY37xRUHvFMRcTlEMzLZjUOvOEgYgg8NPeAsmiF3hawyFAUBq0trR84CyaIXeARIBMMg4c4wBIkQQh2gLJohd4GDIRjzlHEBFnnf1CZpKm17fMQ+vQCB+DwPlCaxDwgekZWYHyoQ4yAaR0CPWAsmiF3hsxBbA6f4JXkGCQvMSiCpUCqYrH1BEgABCTpck6RiMH4oYXpbETAAAABQA04pWqBYz/Y5MS4OpjTUhA2/wCGLA7RK73gGZCB8Hq4CkOpjiJkR11oo0Zo6NPSCmqggvgIBmQgfAOWhB7EGPAFgZcc5a1DxCilgyegg0nBNhAQvAvj8NvDdeBgv1ECyBK79YSiKJfaZy1qHiKEIBm2ilujJ4+BCxM2CkYPAlCgT043BskvzhPBhREk6uDIAAVkF0JuHWDEDrn+wgnOgFE+k55uhBlSkaawotTFR0MDEzZKBg8AWTRC78WjAgZHtxdAg4OpciNOkccFzG0OZ5/h3/8AxSkFJsr1YF6FgDi3vCxM2CkYPAopQoHoZnLUoeYCsEIJJ6zPYBEFzqgrJgoYI2laLtAxE2ARyeBQDQnbf2BEAAlgJV7QaTgmwgJI0P6R5TZsUpOJFcxNVRNTAgGlERA2ksuKVxBpaDipWQFZxDgSAhShaW1hdOOETk0Px4MFgCF36QxySGsq+ccxyRwRhCwZKMecoFDAs+0GQA3BNWtJUDaogzWOJCs8GjBiQHvApkT2hguvIhf7gQgkFwcor1d9YyMCdUI9I5nhpRoY6DKekahgQ1UNoZJxTS4MFgCF36cCiogD4Sw4mE2PEKpRPrD2oCw0U/s3xSrWuGyCx410nVBURO//AOK+T3kMTJAoGBCEBJJCTrUpOJFcxDgnVs9E6eNzb9oOSswEcnQR5ChIkCrgQIAAAOrhRSgZLQzGWpYswgASSAAa1AvKZFLeUAAgINgjWAx4nAEBnEYg2M5A2Eu/7BeFigbHKPicMAgWvBK0LuPwz4I6TTCIrgspsWKLCcoFBZeAYfpMonNqXh+DdgAQIpP6uGAy6RazRk0ocVBUDSiRtCZwOYdxFK4CmtDPLnfeD0hiwiAFXuZyySgN525STJqZohewmIAhAKjd/FCiTKI8iokIGSJ36QcDLRM/eBIKug76xwpAVWeXSGyU2obdYToABAMdfZAylgyDUQgRNAW9OACABBog6wdE2CEGfB4RcThkMaMSAQCK4T7wBQ536R8ThgEsBuk2ggErE1M9xC+IFEBZCc7/AP4IbIC5adc/GF3FxUEtPBrAjRoLJkpABJAIKo8pXuEi6LxACsjI4iswIgHp3mTqIC5LzgQQMlpr1gAkgEFUeUr3CRdF4gQSJoADcXp5UU4C2WAsBpUBHBTSGgINcVDwVKrADIG615xESza+0KiRQZY1g4b9YEienKAqwZRvmrvp0i7w0DyOsHTNghI3xDmHBA0WxBBUAiByYe0Kd5DQs5EOYcEDRbE16CAFfhGjBiQHvCoYAQV7hIui8TxU+an3EAEQkgNbE32848ChkYSER7A1YtmGEeqJT8oW+VbtBERgzag7TRkOiDOU6ATKVRKAIY+GBBQUs3v6zCqSRbp1BPrUAW7XeACSAQVR5RbxdwNRvjWMLq2QSegHh5wHFQCor35wyrm4we8FK5SaX1Di9AA8GnURdgbW34GCotI8Q7mUA1abwqYyY1GYjFJs5wAYc5pKhUAZORcHpAITuQxa+4AJIBBVHlNGoCmGS1h/Owohg7wcxHIuCKAQWBGv+CDLI4BFcxsIoMoYEZIr8Gk+T3/GUCBAQTu4WrAdROvjYkveOQ+FBXipzDSmIIQgvLTesQgUSARQKNw8OnIUBluwUA3m+au+nSD6LJqit1HsS3IHQrO3OHZGExzf3HxCTShQIEgIO7lgN0m0KhgBALryMF+oDBjgunSFQiOQs6+EsqosFxua1Hf3TWEsS4lsIjnUEedAfr1jd6i3fHEUzAFTmEQmMl04FqwHUcSABJIABrUvXAITLeOSwQoPx4MjAnVCHomyAgwACAg2CNYCCOknrECqiDWIgiZQcgdOkBAnqG5jGKHyM+DxlJxIPmI4rCBgYO3JPYhxKdibL5yk4kVzEWriKQajh55oNgIABapAukJ3/wDxXye86wlDUP8AFJC5hYThko8ps2Lg7CNLCtHpKAbpt48RoYnSWp1QOPihJgELCx9ec03JUElnwijGMsrSAzA4hBYHpvzgKekCCbZ609YKexCwMQ0BXAdHKaaKpFFSqzDOr14NqKyFWucLHTlDlz4MbkU4rfwhnBtg29feDYAT/UCBUJB8n6cTdeRAv3AisUCTK78NIai/rN89aWs2z1NawIPQ36EGIwKt3PDbNXXTpNIShuKVwFNaGGMpKACar7wVBo5g7yqkMoSSj13iGiK4Bo5wIqAEeE55JYG0criKb0EpOJFcxDom2EPjEWE5QOHReAB4B6YsgGIvB0eiCEmhBj09YemLIBiBtKUNQAgFNQF95rhEHDpuCbGd/wD8UUadh5MFIDaAg5SoI/ECUQJsEQD+NkQBpicsksHfgZ5WiCGp6cECyBK79ZpCWJzIixBUdnBkSmGkOZrkRBqDKgQMucNjxzlrUPEzpLCgg3HwmFSTc/NCXUyEyAAbmkEQaDCgICWo2YNK6BTX+Q45Ve48I8LCALWZYDdX95qogOznAaCBZhG4zeLBhMSwqtdTMMQ6/imXbrSVfzgUFAZMIIawJMw2F6CFnRmMi6BjBuEoUCekpFuTdTXAZR02UIpzFdenTg0YEDI9pbdDhAnCnTFcvgYEFAQEJnA4h3MDkDHozCiogD4RmFaUae0Dg1yQrpCisgT4RgsgCu/X8HYI9eBEJnB9IaO5CxPHv/8Agh8somFqJeMFA7PE+T34dIai/rN89aWvDWEoahwV3ht8X4Ay0Ji8dIBgYMckB7Q4oMgFhW0pOJFcxCArNjEpFKTZ8OeSWBtHboPYib2FvEzpEzvUcBCyyeT7jQlwQPMQwDAgB1yh4N8AyPGdEFZECCJkDHTryhVMBKptuZ0xXL4GKqdVkxgsAQu/TgRCZwfSHItcDj0Hi5eLlotTbqFqwHUQDMjEobbOj2Tp42JP3iAQNjNOCAIUzg6TOWpQ8wMgQFCZ4DScE2E0wiDgCABBog6wdE2CEGFjp1IOfYoGImwCOTM5a1DxDJkRsZ07cLawunAfRZNUJhxGAOPf/wDBFlwWBkkLfr5xj4GUCtq4VYQUfKFFLBk9BFXAFqcVLVzlyGQ+WtoGBIwjfeCcufqkthLeYVyBFXAFqcVLVzgCJzfOIKQBAMjp6wwJ2sHqgJAGAorl4TXClBiALNwVCgFu/igCJzfOUqiAFsjmhJsnNCPb0HnZ59oLEEoEgVtwIniwFDG6UNaTZM06pHlDRKxrJ+ZgqCAIAY8oJXBJtWesVcAWpwBddEIvTzlICqsgkRVwBanFS1c4AheqK1FXAFqcVLVzhGiNrBCoq4AtTipaucAASQMPFpFcmO5ydfCF6Esca7eEAROb5wETrUXtGhB2YpKAInN85l3oljyipaucP70IUxCna6LLAipaucPUsmEMTJBEO5Ix/IqWrnMm5WvL0lRhzUmLJguFsk9hAgQBCSdXOY4x1+byuyFlPeZhTaaxpG8HQmLzp0hMGvkZ+oAic3zgpHWov/FGACSQADWAxM2SgYPEsckZ7kmByBj0ZnPJLA2ipHVctDygcgY9GeLRgxID3hIiAU0GsIhM4PpOuDe/1LAattosJwyUKBAgIJ3fBnUo8e3SHnJkPVwxiV8S5SiaigEYR2gRgCt9OXB2CPXgARCmgK+0BbDCWB0riSiKJfbgwGRAP7RgsgCu/WPicoAmiTot6HLhhehIxEuuAa9TvB0RYAIcOiCsiGTcWm+BMCQW0OnAIJE0ABvgsJwyUQo0MIkzyghuay3EJloSF46yhVUdb+sX9ozZBce8czwwVwJSDBIA225QCXSDR7CRtyhAYjbMR4w0GIHHJpesIKK7I/3h3/8AxQqyIQQCwqAzgMQ7iBlKFEGphYibJM5MGQsAJ6L3gXOwcA6bupj/AHgMtpEB4IFLEINaIU4SORupLJ78MInJofjGZgDoxM5a1DxCilgyeg4EAW6SKpiYOosCT8cJhxGAIjoQwTE6sKjl0BgEEPz4GZCgIB1POC4DNw9oaoDSCbm+epvXgGUoGQ6mXrgWNlvB0xYJMQthEc64JCBkid+nBauANBqZzzcu/IweqVOJw0zNMIg4HIkLRmAzgMQ7iCACQGg52IagUEfiOBQWQJbUY9bfwuE4Mjq8oPgCwA9YDDgMAw6JhMoAtFCLZfsGfvwBqvSBBQEBw1hKGp08bm37RCtAA8XvDowCxuTtznlxzz/U5+Ng1HOHTcE2PDv/APirSiw4lqJRJXed1aE7wqGAEG2auunSKSwACjlUx5FbNIQRDmgCu0YhJJLwl+kWkUiym5zySgdoCTZJAUfozIaLLS8Z0QVkQybi03BpuDTGNbrA01V2i2OblbPCA4GYgC0d4acnVFzPEov2S0BV2ACOCQgZInfpBdeRgv1BMyGPqZ87m4rVwBoNTBUhnqG70POMEAEgKZUWW2KHFhOGT4KSwACymkJQ3KrIMarWLCcMlFzFNAAYdXDpqCbGJRlF0w9GEFeOb56m9ZkNFFt+MFQDCPwMemEjs6RgCdgDEwgnYvaFTIntBCgbAOzmbojZh2F5wsEbCKjUJloSF46xu0OpX9lgNW20Fl4Bh+nCmaLzOvKCF4Fg5PHv/wD1iwYKYTzAgAEBBsEa8F7IaMp+P794AkAgOSliOXugUtMZptrKnJnxP5BIIwVm72cOYOgDZDeBPTeXoNY5B1oZpQPcLyHOBssjlUzlDEVCZbGxeOkQmSyyQFiHFTeKl4xFiwAaZMOvLJQixA2+yMGRAZwGYdzHbPRvTesRJXIHOptmqvp1hlMQFLFSl4LNDMJnA5h3EDZZHKpj2DKrnLSwukFI40MAUSJZPwc2GaxYEs/AFmafyBKxINAPeW4N74YPKHsqKeapoWIQGnPlAJnMrOg/sDZZHKoqxqYnD/UZpYNhONuUo+agNIJEASVWh3lKwqkQGF8qx7TJUJhW0Enqj46w4KV0gYa+cDb7IwZEtLC6QVgnYPWELEkCzN/yLVxFINRCdhTBt1jDGiMs3CSxAB5bnG2AiUDlHePsCsAHwcqOEAP1A2WRyqY4MJpR31nPJKB2gsupI4F8t4WwECgUXiWlhdIGyyOVR7gJyQ/62dkqgjkB7ZryQACADWvw+T3l8ThgMHRFgAhMonNqXhCoYAQPGsFGhiK84GdRwpFuTdTfNXfTpGjBiQHvHDCgYEsQOJ2HRGicfggGREP7QgASSAAa1AxM2SgYMCBAEJJ1cCmRPaGUA1SbvgQAJJAANagYmbJQMGDwBhpgowIk4IYHOXFTWDc+8snUytCsQGHAYBnLJLB3i1cAaDUy04mHzP4NGDEiPaFqwHUcAxEkSRyIGUsUQ6jh18bEl7w4J3bvREmCBYCcLESQBnIgZSwZBqINJwTYQBylq/OMbkU4rfwlxQIYvHpFowkrwwBjpAAxwDkSFozAZwGIdxAylCiDUzV2IDZ5wakmAAypYcTKbGFAgQEE7vh3/wD6zpBIGhAYAIFi+u8MEubNr8Cpa4zTbSeWaHcGUo6lQ2IeG0JFgnaawliUKCRNkkbhXVIABsDCisgT4QDMjEobrwMF+oRkoCv2TNSFAGhCm1nACsHPCwG6TaFQwAgSEHBk79OHRBUTHuQHL31hAXZs0FbuA4QkzAa3nZVCqDpmwAk8CDBNYLq9PODomwQg8CpgR2hh+iyaIpXEGloJZ0FRLaFiZsFIwYGJkgUDAhCAkkhJ1rjVZBjVa8KRbk3U3zV306cKAbpt50wb3+pgsB4GoDHicAQfQYNX4L9yRTMO9oTHicgcVDWCJDpuCbGCy8Aw/Tj0QVEwyTimlw7/AP8AWAoKt0k9dK5utoIIc3Sf4AhrGVBJY7VC4rpuhrUFFYCejSDRAWhhBkzEFIP7QH7ZGsPKYj4BA6XcAACBQAw4qoL6QM3IDMAzG4iSIS0GfBdvG3y1iAgTpC9iuKrgAN2rpULRg6h1EGhHiofg4EBWOiOUKA7FRPKHGwsdiuClACqwMZZ/BVU9N2SAn9RQblJ9IVItfl4qpMlCY8QkYbwth7z7vCFRcUVaiykwzUOlWarCFqBHXeXqNIHJY8OeCggTpCtmoWLc0AvaGRCWkOJ3Ylcq5Ty/BVUOTSvPCMWcHywUd2AoM1zKra9IQS+IFnnnguYeLxquAA3aulTZWAK8c+kO8GATkfinf/8ArAEyaQSc2i1H4CHFkJZat/FQl4IVqFjYF5gKZE+EBGKbU/SYkkgMW7k5NHYQDoBqiNBQqkgEwHA46z4v6T4v6RgaAGP9yuKobAUEMFEm+kbHgij+p83tRgIOhinCGGkCTMGCFWaDtPi/pPi/pD8torRJG0cgjp/cCFYP4iDDSsroHasz4v6QwrwFI0PKMBWAO35T4v6T4v6QiyYi9laLnFaNJY4mNcF+BqGIrRpLHETHgmj+p8X9IM0DYJBOFpeDCguwgaAOXKARRgbJy5QIsRMgCSHTrGgw6GKcNrxBu1HKDLUgChnciHZXCButhPi/pPi/pPqT7xMdyY3EXKR5QgjgKAbFbcp8X9J8X9IG00BbIN1CAgDRBt7QcqwkIILqRAkxOu3OfF/SbFNJoTDbaK5o0iTIsDK9lBFRNREvICEWTEXsrRc5VFWP9Jt/NNJ8ucBwFvUIf9SlE0ljAsGV0dPP8CGoQookYO+g8p8nvIQIAhJOrgQIAAAOrhAkEgFWOUSEDJA79Y4VC7ATOMxUAWAnWw9ITOBxDuYW4YQlmMBkZL+/HBYDwFQKORMAixJgFYNfqAEQpoCvtLDiZTY8EAyIh/aHDAgcDkk4FiCjyVLPKBiZslAwYYPAi1ZKHOEQmMl0mUTm1LwgChMDvS168TtFKBqjvGNE3KaBaynIPUvG/KVwl2K9IQJCCGBGkfYocO5mtZxwKKiAPhC/BtAF6d1Ns1ddOksLkaqnL1yoAaD06Q6bgmx4gGiQALucH0GDVwAAgA1riI0WdXVD0UI4noAyTwAAkgAOzzmsNZX0jRgM6Veke0OlDAFRowYkR7Q3XgYL9REQMU+Pf/8ArIDKBHBQ1Kq66bfiEaNBZMlOH1J9+CAZGC/vwJQoE9INJwTYTTCIOBlKFEGphYibJM5PAkRAKaDWDScE2E0wiDh6JsgIMAAgINgjXgkIODJ36QsdaYFhj6zTCIPgwWQBXfrAgoCAjRgxIj2hOJCqb4gM4DEO4msNZX0h7kIBhNzG0dMhFGmsYDIyX94EEcERFnafYuDRgQMD34BFYADwhLwUkgnrBdeRgv1EZ8UhDUQ4ZXEoECQEHdzEhQEJ8ZvnrS14FiZIlIwIQAIIAQdK4AsmiF3gUq5KKHKEDAmyuvAGHEZAgm4DGtuAdHog2NvlwopYMnoINNwaYzTCIrj3/wD6xtGAECSa2+bv8fk9+FEMDJ/tNIIg0DKUDIdTAxE2ARyYWrAdRLAbpNoKL0IpfhCxE2SZyeD1cBSHUwGc5gczpwMKKJ5PuLicMhgayWQX3hRWQJ8OBR7bAuvSYRKbQ/DiGIkiSORAyliiHUQPxSkjkRcIrgMOIyBDgBdwPVBwGLBuIOmbACTC2ERzqacEbU2YWoLAijmZRKTUvHiSoBEHwhYmbBSMHggWQJXfrwKKUDJaGYy1LFmMjAnVCFBQGTCiJlY2ZhYibJM5MaMCBge/ANlkcqg6pUVd0FCR6AxY5DnCgsDBhQUBkz5vagMQqyF/FAY8TgCCScE0okRM6tfXj3//AKws3wTzrPmHEyNjonrCgIkJsBKXPUec+T34SITOD6S1bbWXmOcKCyMma6ZUMV7mVqsq6e8D01EkfvlNYSxKIBkRD+3B8ThgMfgAQdge0HTNgBJnRBWRDJuLTcXZ1AY+c01VehwtJmJQm70jRgQMj24lAgSAg7uZy1qHiIATsEYlgA7al1jII6AGJr9EBNNoFURhOkK1ZNBVocRbSA1cOvjYkveaQlDfDWGsr6QRCHjwMwoECQEHd/jYDdJtESEnPhEJnB9ITLY2Lx0i5vNERuAAlAPg0gQIAAAOrjBAlIS0VBR3IGBiqkNGwhtC5krINAQoJA0QTudlaU7S8QtgpZXnDkIBUBejMMJrdCqFRyBgWW2KHFhOGTnf/wDBChcHIFsIWIQZHoAFfkhRp2HkwUgAEkAB2ecr1CQVBYjwKqMlAGBG09C1mB44EhhYeFyj/YKwbm+aqunWF9FAAFaj9Q4wO9JhqwBYoaybsCr25RgIEBIWHR/UCy8ka9DpmGpklUA2/UREDFOC+HNAGKA/UFyBoBR29oiIGKcvQYsUcgOuUxGkFEYR7SlcgoUreHmgUg2xflPEzN4pAVIJasOKlBOlIPecw0JqDqOUAjZdQzDr+wg7/wAm6p4APhCFRCwIBFNZsIQQpXqEgqCxKAbpt4VHIGB3pJpo1pLcgdCs7c4EiD5M85oYRMKB2h1EkDTcBwkQ7FV4higtkQAA4EEnKxb80gSMBcTno9oNv4SY67QfmaKCu8+UCJCwno9OUr1CQVBYiIgYpwACSAA7POAT+UXKHoBu5feEx4nIEEQBUAYhetxgIweUFEEDLKgj5Q90pBwTChcLMFNKgAEkAB2ecDYEoCq+sOYoCI6r2hQQoxHYekEEAAIANP8AFfJ78NgN0m0bbkADn6xmEsILsf2C2IKEhWP7C1YDqOGkJYnOnjYk/ealdiLWN4TLY2Lx0i5gICSfQyoLnDz95YDVNs4+JygCAsgDCUevENWB6CUA3TbwqOQP4BIQMkDv14rCcoHA+OQByBWkKByFivO/KFE0Kct4uFBQGTNIIg0H0WTVBe0b1cczCITGS6QtWA6iHpmyQkwAAAAUANIspsWKXTwKCDIhMtjYvHTgsTutk0+IoVWXN+gKWOD1cBSHUy04mVzMDZZHKvwAQAINEHWDomwQgxEI7hC316RcpiCsT14IBkYL+8BnAZh3MLkTHozO/wD+KIcdmao8CksASo5rCWJTWCItAgoCAhEvwhjymzYuIRBBg+Yc7ZT16S0eR4gdsRAsAAu/SEACSQADWoQgCCKIOkbue0cZhYmbBSMGLV1FQ3BDVSfN/kABBIXrbXlwaMGJAe8oKoIT40h3R0RrnNISxOFbMgq0A87hEJnB9ITLY2Lx0m2etPWaw1FfXhVZBjVa8AoZAwUA1ab/AIKEogJ57mWnEw+Z4IFgAF36RscwcEp7QdEWACEscy7tqu35Cy8Aw/SIQEYALntCgsDBgCEAAsk6QdM2AEnh3/8AwQCEAAsk6QiEwFYazPk951hrK+kyH6DzquU6eNzb9oGIkiSORAyliiHUT5venLJLB34AZkYlHqmhTrl0hovYG1eMGRA0JD2h0XkgOIBmRiUGXMm/qFCxPQZ7wWb3KA/Kc8koHaKVxBpaCARsugRl7vqw3aEDKWDINRHYI9eGETk0PxgM4DMO5g62ULgSiKJfbiHIkLRmZM1Clk/DK4b7lesqBtESYYOkNqB+4ELG9BjvOnjYk/fgTLQkLx1jkar2Kup9SPeFAgQEE7vgEWnYC+s8uOef6hI43gOw94wWxUaDm+au+nT8XYI9YDLQmLx0hEJjJdIEVgAPCbgVBLr+zSEobnf/APBCY1MNLqtL6bqUIIIEoL34oQZIZgs0xNi4UP1C2LoMnXPnDyRrCe0ARNkvtGUXBaGYMpKLADdibASSPSDtaw2O0JQK1DLE+dzRlFwWhmAx4HIM+DxhUsaDeekVCz0ly7B5FAn2mBdOsQPQF6LrEEHkHbEGRDQif1KDaAADzgBEKaAr7Qv55gTSOjaKm3KHZhGSreVyQTBpYiBy0AXhB2usIQwIyi4LQzFQs9Im2PBHLSMouC0MwuWhB6EZd06F6RRZkxowIGR7QgKjYzLUvnCd4HEm5sC6HtAETZL7RlFwWhmFwFS3Y9IIc4AHKh6IslI/cJitlE5fPGAImyX2gJTElHI2gq1qx5EM/qC1K9ofDIkZwjmG68DBfqCloAB6iEcPqK6irioWekARNkvtKE1K1Z3jCUZMRDBCZgbRlFwWhmUA3TbwqOQMAoRJTI6/4os1AhEXQhnRslS8U5ZJYO/4ABlIbrGDQ0ZPtLAaptnKDiRTYQ8DkCITVzWCINFBtDYs8pfosTEqwkDGh/kMTAEoCeVGBHIqHznwZjiSyElzgGAIIU+uvXhrDWV9Jvnqb14DpukO1vFltevTSFAgSAg7uPwGMAt4msNRX14HoiySQh3OPl9fOaQlDcALUI2uPGB+AAiTUDEzZKBgxIQcGDv1gi0CbOqoQECcGuogQKhIPk/SDTcGmM0wiK45vQhbdjWd5/YgCEAAsk6QdM2AEngECAISTq4v4MITIx/IrdR7EGQmwh1BRmMtSxZhQIEBBO7lBxIJsJ7Z4srznT5sa5ukKqIw1aKEJCjQUdwFI4d//wAUFLTGabaxAMiIf2gk3FNOcs3DtzEKKyBPhwJQoE9IwWAIXfpwxlrWLEKKWKBaCAw5Al8KDGJ2oEUm4m89+c3z1payk4kHzEcKgdgtHGeAACQxZIKHpwIoifWAAQEGwRrCINgQB0PSH6LBq4OgwEMX1hwNmCM3vy7yoSCBan12nTxubftwIAEkgAGtRZbYocM+xgLFbwqOQMARWAA8JYcTKbHgLLZGRbgHZR/frOZTAk4OibBCDO/KbRNwuRMejPAoqIA+EKIRArANekJnA5h3EKiCAFkiWHEymx4FAIiiCNQNKSwc28FpnV7pzAkdWU7cpJgVAxMkCgYEI5Cq0RUM7VAlB1pA16kkWYWo5xIQcGDv1g0nBNhCCIc0AV24d/8A8V8nvKQg4MnfpCpgR2hm3+wpncQAAAAUANOBasB1ECARFgga/BAsgSu/WdfG5te01hLEuAQIAhJOr4BlKBkOpjchGHAbc1giKTv0xpCJCDgyd+nFAMjBf3hwLABqb8+cbeQiQ90+Dx49fG5te0KmLuNNOsQLAALv0j6BQgtZWHV5m/SPLLwPKNGBAyPaFqwHUcAY8TgCGzIISN+G2auunSCVRKJHfTvB4l2UgkEaLh/UyI4sFkAV36ygGmA4zrzhUMAINYIi05BpTEoOSwjVrGIyG8XCUBHQNfSENFd0f5GAyMl/eFiZIlIwIQAIIAQdK4d//wAEKZhCMF0PWHSoaFcyBWqbfwfv88oLLMoSKMLEIAsNMz7FDLiuzE3F2BUEB4qIMKyKNlFVEcWdJWs7gegi8FY0R6QXAaNR2mPYMOucAQwIE75H9gZSwZBqJj2DDrnLSguscbJCG9QoECAgndy0oLrCVNQw59495EwUDD0iQM4lmokIGSB36zHsGHXOWlBdZuw6rZ0018ocH8yGZWgOgvmsCD43au0IMkoOalpQXWHBwPNV9xgIGxinCyQAII6S6ylaO45xsIGcaHwh1D3BCFfgD3RbWEANB01CoQDea/2JTzNtZ8IxC7jrBcmpBy5QmxYgemYcAyhboVgqWlBdYS5STlSTMewYdc4XQFI1JvTRSw4mE2MGrOBQdAryhiJAlQttIdQZABkX/NYZ0RQkgCx3gM4DMO5gwbKSQmswDYSDYBTeRzMeIGp28OZgbLA5XD8NIGpH6iIR2CFtp1gbLA5XHqAHJH/BLCcoHCYTIFBLE+T3lCMgrFwybi03ASmACC4QfQYNUBloTF46QrAyOyAIAEGiDrDCalQriYkwJ7EiJCBkid+nAkRAKaDX8NIai/rN89aWsKKUDJaGYy1LFnhaKc2zhzoShCXXdw6KSWSFi4wWAIXfpHYI9YTLQkLx1l03U4JhwGQYRCYyXTgT6JAiwnDJ8AgQBCSdXCMjEAX1iMg2fYwbK0cF2QN5cPjl2CBiZIFAwIF+AOxwPeUeBcSK+DB0zYASZlEpNS8YDUaONNoQgJJISdaiwnDJR5TZsUBnAZh3MBxLmC/OXFpQ3dzGWpYswqYEdoYvQByEciByBj0ZhEJnB9IcSRQedcFhOGShBEiAE4rO0EhhRUQnnh3/APxQAmhGCzbMKCRNkkb4ZFuAU6zGV4rPdAyliiHUQtWA6ji2CYgsId4+JygHgzMAdGODRgQMD3mctah4hRSwZPQQKZE9oZQDVJu4GrA9BCgoDJgEbLoEY9bfwuDLmSf1BcQdwGxIltYXSC6slz2mcKIVbBhRWQJ8OLqQMIay5xyuIpvQcHK4A09DFvOpAa3+o9XEGh1EAzTMAURHT8s66gQIAhJOrnRBWREhKgeSRzhWrJoKtLDiYTYxkYE6ocFK4CmtDOWSWDvNYIg0KCwMGBssjlXEaTgmwmmEQfBMFJIGDCilCgehgwFlBs3dY5DFBZLpx7//AIr5PfjbgzIIg2ICvmUE6cDwBoAJGgIQAIIAQdKgQIAAAOrguvIhf7lewCjkPgfuIyecdYBmQgcyiUmpePAfRZNUdI6Lloec6oKyZVZhnV6wiEzg+kRGoARZYI2mH8JgwdHKAapN3CgkTZJG4LLwDD9OAYSDYlOAAAACgBpxFUAfst+G2auunSKvBKNVHltmh8BRBsBYDKWY/B0eiBiJsAjk8QEACDRB1g6JsEIMyGii2/H8AZaExeOkIhMZLpLHMu7artx0nIKwesDKWKIdRwPxqP0EAAgINgjWBAgAAA6uMBkZL+/Hv/8Agl6ixb9q9c+8B0ES8j8DygCjozVmAWTmuUVcBWpwoZBFjQCGHCOpCirgK1OX92sagZ8YNHQVmPCbi/AEe0LixAkdxzWs14I2psRVwFanKhiDVsADLl/EqdJ1FXAVqcdLXyl3HXYMHSFRgbIjpa+UuUIq4q4CtTjpa+UZWw1F/DDUBR5HlnrHS18okIODB36xVwFanHS18oCyc1yirgK1OBlKFEGpi4NJcgnq1g+iVYo3B9XhqQ2lbQBfpFXAVqcdLXympERUVcBWpx0tfKAsnNcoq4CtTjpa+UBZOa5RAjKAJS+qCuCwZAWTmuUVcBWpx0tfKAsnNcoJIOdBtiXpxbHQawqw/UY36w5wIhTM1feOlr5QFk5rlCRhgF64GmYWYsGJZQFk5rlMw9WIh8oLgwDBGPOAsnNcoaR3qC/wRAswdiBnOnIeUKAGA2wkJc9B5T5Pf8ZQIEBBO7jE2s0Rp/yUH6HH9coaO5CxM1hLEuLMwB0YhYmSJSMCEACCAEHSvxQLAALv0lANWm/4ilHI7muv5FsIjnX5FqwHUcOeSUDtCArNjEIhMZLpxBBEBVMqWHEymxgYmSBQMCEICSSEnWuKOipZ83nVBURFlNixRYTlAuDRgxID3hCAVTCweNBxIpsIEVACPDh3/wDxQC4AQ2G0pnLUoefxASwXq3/YITexzlwACAg2CNfwyGiy0vH81q0AMOWPOdPGxJ+/4iy8Aw/T8SilAyWhhRvBtdvyVWQY1WvB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<html> <body> <p><b><font face="Arial">TradeStation Performance Report<br> </font><br><br></b></p><a href="cid:Performance Summary" target = "second" > Performance Summary </a><br>
<a href="cid:Trade Analysis" target = "second" > Trade Analysis </a><br>
<a href="cid:Annual" target = "second" > Annual </a><br>
<a href="cid:Daily" target = "second" > Daily </a><br>
<a href="cid:Monthly" target = "second" > Monthly </a><br>
<a href="cid:Weekly" target = "second" > Weekly </a><br>
<a href="cid:Performance Graphs" target = "second" > Performance Graphs </a><br>
<a href="cid:Trade Graphs" target = "second" > Trade Graphs </a><br>
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    DISPLAY: block
}
TR.Main
{
    DISPLAY: block
}
TR.Detail
{
    DISPLAY: none;
    BACKGROUND-COLOR: #f5f5f5
}
TABLE.hiddentable
{
    DISPLAY: none
}


--==TSBoundary-SPR
Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit
Content-ID: <TSSPR.JS>

///////////////////////////////////////////////////////////////////////////////
// Global variables and constants
///////////////////////////////////////////////////////////////////////////////

var g_cSmallestTableWidth = 512;
var g_bIsTMA              = false;

///////////////////////////////////////////////////////////////////////////////
// TMA support
///////////////////////////////////////////////////////////////////////////////

function ConfigureAsTMA()
{
  g_bIsTMA = true;

  InitTMA();
}

//-------------------------------------------------------------------
// Override the function to init the document for use with the TMA
//-------------------------------------------------------------------
function InitTMA()
{
  alert("Override Function for local implementation");
}

function UpdateTMAInformation()
{
  //---------------------------------------------
  // Look for the META data to see if we are
  // supposed to display TMA information
  //---------------------------------------------
  var objTMA = document.all.item("TMA");

  if(objTMA != null)
  {
    if(objTMA.content == 'true')
    {
      g_bIsTMA = true;
    }
    else
    {
      g_bIsTMA = false;
    }
  }
}

///////////////////////////////////////////////////////////////////////////////
// External shared functions - Called from outside the HTML file
///////////////////////////////////////////////////////////////////////////////

//------------------------------------------
// Called to change the font which will
// make it necessary to resize the table
// to be proportional to the font
//------------------------------------------
function SetTextSize(fontSize)
{
  //---------------------------------------------
  // If the meta data AbsoluteFontEnabled is
  //---------------------------------------------
  var metaData = document.all('AbsoluteFontEnabled');
  var table    = document.all('tblResize');

  if(table && metaData && metaData.content == 'TRUE')
  {
    ModifyTableSize(fontSize, tblResize);
    SetFontSize(fontSize);
  }
}

///////////////////////////////////////////////////////////////////////////////
// Implementation
///////////////////////////////////////////////////////////////////////////////

function SetFontSize(fSize)
{
  var styleSheetCollection   = document.styleSheets;
  var styleSheet             = 0;

  if(styleSheetCollection)
  {
    //----------------------------------------------------
    // Loop through all style sheets
    //----------------------------------------------------
    for( i = 0; i < styleSheetCollection.length; i++)
    {
      styleSheet = styleSheetCollection.item(i);

      if(styleSheet)
      {
        //----------------------------------------------------
        // Loop through all style sheet rules
        //----------------------------------------------------
        var styleSheetRulesCollection = styleSheet.rules;
        var styleSheetRule            = 0;
        var style                     = 0;

        if(styleSheetRulesCollection)
        {
          for( x = 0; x < styleSheetRulesCollection.length; x++)
          {
            styleSheetRule = styleSheetRulesCollection.item(x);

            if(styleSheetRule)
            { 
              style = styleSheetRule.style;

              if(style && style.fontSize)
              {
                style.fontSize = fSize;
              }
            }
          }
        }
      }
    }
  }
}

function ModifyTableSize(fontSize, table)
{
	ModifyTableSizeEx(fontSize, table, g_cSmallestTableWidth);
}

function ModifyTableSizeEx(fontSize, table, cSmallestTableWidth)
{
	switch(fontSize)
	{
		case "xx-small":
			table.width = cSmallestTableWidth;
		break;
		case "x-small":
			table.width = cSmallestTableWidth * 1.25;
		break;
		case "small":
			table.width = cSmallestTableWidth * 1.5;
		break;
		case "medium":
			table.width = cSmallestTableWidth * 1.66;
		break;
		case "large":
			table.width = cSmallestTableWidth * 2.33;
		break;
		case "x-large":
			table.width = cSmallestTableWidth * 3.0;
		break;
		case "xx-large":
			table.width = cSmallestTableWidth * 4.5;
		break;			
	} 
}

function SetHeaderFooterInfo( sHeaderInfo, sFooterInfo )
{
	HeaderInfo.innerText = sHeaderInfo;
	FooterInfo.innerText = sFooterInfo;
}

//------------------------------------------
// Called to show or hide header and footer
//------------------------------------------ 
function SwitchHeaderFooter( value )
{
  var Tables = document.all.tags("table");
  for ( i = 0; i < Tables.length; i++ )
  {
  	if ( Tables[ i ].id == "hftable" )
  	{
  		Tables[ i ].style.display = value;
  	}
  }
}

function FrameScroll(frame)
{
  if ( window.parent.frames(frame).document.body.scrollLeft != document.body.scrollLeft )
  {
    window.parent.frames(frame).document.body.scrollLeft = document.body.scrollLeft;
  }
}

function ExpandTable( Table, TName, Picture, bIsTMPR ) 
{
	if (document.images[Picture].alt == "Collapse")
  {
		document.images[Picture].src = "cid:GIFS/#3233";
		document.images[Picture].alt = "Expand";
		with(Table)
		for(var i = 0; i < rows.length; i++)
		{
			if(rows[i].className == 'Detail')
			{
				rows[i].style.display = 'none';
			}
		}
	}
	else if (document.images[Picture].alt == "Expand")
  {
		document.images[Picture].src = "cid:GIFS/#3234";
		document.images[Picture].alt = "Collapse";
		with(Table)
		for(var i = 0; i < rows.length; i++)
		{
			if(rows[i].className == 'Detail')
			{
			  if ( bIsTMPR == true ) 
			  {
			    if ( rows[i].id != "NoTMPRRow" )
			    {
            rows[i].style.display = 'block';
			    }
			  }
			  else
			  {
				  rows[i].style.display = 'block';
			  }
			}
		}
	}	
}


function ExpandSpan(Span,SName,Picture) 
{
	if (document.images[Picture].alt == "Collapse")
  {
		document.images[Picture].src = "cid:GIFS/#3233";
		document.images[Picture].alt = "Expand";
		Span.className = 'Detail';
	}
	else if (document.images[Picture].alt == "Expand")
  {
		document.images[Picture].src = "cid:GIFS/#3234";
		document.images[Picture].alt = "Collapse";
		Span.className = 'Main';
	}	
}

///////////////////////////////////////////////////////////////////////////////
// Help support section
///////////////////////////////////////////////////////////////////////////////

//---------------------------------------
// Popups for Help
//---------------------------------------
var prePopUp      = "<LAYER WIDTH=350 LEFT=0><IFRAME SCROLLING=auto WIDTH=350 HEIGHT=120 MARGINHEIGHT=0 MARGINWIDTH=0 HSPACE=0 VSPACE=0 FRAMEBORDER=0 ID=popup NAME=popup SRC=";
var httpPopUp     = "http://";
var domainPopUp   = "www.tradestationsupport.com";
var preSrcPopUp   = "/resources/"
var versionPopUp  = "07_01";
var postSrcPopUp  = "/userguide/contexthelp.asp?topicid=";
var topicPopUp    = "k_ratio__strategy_performance_report_";
var postPopUp     = "></IFRAME></LAYER>";

var htmlHelpPre       ="\"mk:@MSITStore:";
var htmlHelpPath      ="";
var htmlHelpFileName  ="EMPTY";
var htmlHelpFolder    ="::/report/";
var htmlHelpExt       =".htm\"";

//---------------------------------------
// Help functions
//---------------------------------------
function HelpTip(HelpID) 
{ 
  HelpTipEx(HelpID, window.event) 
	
	return false;
}

function HelpTipEx(HelpID, event)   
{
  // Set the topic id as the help id
  topicPopUp = HelpID;
 
  // compose the popup
  // old http version
  //var PopUp = prePopUp + httpPopUp + domainPopUp + preSrcPopUp + versionPopUp + postSrcPopUp + topicPopUp + postPopUp;

  // compose the popup
  // version using HTML help
  var PopUp = prePopUp + htmlHelpPre + htmlHelpPath + htmlHelpFileName + htmlHelpFolder + topicPopUp + htmlHelpExt + postPopUp;

  if(htmlHelpFileName != "EMPTY")
  {
    // show the popup
	  showHelpTip(event, PopUp, true);
  }
  else
  {
    alert("Help is not available");
  }

	return false;
}

//---------------------------------------
// External Functions for help
//---------------------------------------
function SetHelpVersion(version)
{
  versionPopUp = version;
}

function SetHelpDomain(domain)
{
  domainPopUp = domain;
}

function SetHelpPath(path)
{
  htmlHelpPath = path;
}

function SetHelpFileName(fileName)
{
  htmlHelpFileName = fileName;
}

//---------------------------------------
// Help, helper functions
//---------------------------------------
function showHelpTip(e, sHtml, bHideSelects) 
{
	// find anchor element
	var el = e.target || e.srcElement;
	while (el.tagName != "A")
		el = el.parentNode;
	
	// is there already a tooltip? If so, remove it
	if (el._helpTip) {
		helpTipHandler.hideHelpTip(el);
	}

	helpTipHandler.hideSelects = Boolean(bHideSelects);

	// create element and insert last into the body
	helpTipHandler.createHelpTip(el, sHtml);
	
	// position tooltip
	helpTipHandler.positionToolTip(e);

	// add a listener to the blur event.
	// When blurred remove tooltip and restore anchor
	el.onblur = helpTipHandler.anchorBlur;
	el.onkeydown = helpTipHandler.anchorKeyDown;
}

var helpTipHandler = {
	hideSelects:	false,
	
	helpTip:		null,
	
	showSelects:	function (bVisible) {
		if (!this.hideSelects) return;
		// only IE actually do something in here
		var selects = [];
		if (document.all)
			selects = document.all.tags("SELECT");
		var l = selects.length;
		for	(var i = 0; i < l; i++)
			selects[i].runtimeStyle.visibility = bVisible ? "" : "hidden";	
	},
	
	create:	function () {
		var d = document.createElement("DIV");
		d.className = "help-tooltip";
		d.onmousedown = this.helpTipMouseDown;
		d.onmouseup = this.helpTipMouseUp;
		document.body.appendChild(d);		
		this.helpTip = d;
	},
	
	createHelpTip:	function (el, sHtml) {
		if (this.helpTip == null) {
			this.create();
		}

		var d = this.helpTip;
		d.innerHTML = sHtml;
		d._boundAnchor = el;
		el._helpTip = d;
		return d;
	},
	
	// Allow clicks on A elements inside tooltip
	helpTipMouseDown:	function (e) {
		var d = this;
		var el = d._boundAnchor;
		if (!e) e = event;
		var t = e.target || e.srcElement;
		while (t.tagName != "A" && t != d)
			t = t.parentNode;
		if (t == d) return;
		
		el._onblur = el.onblur;
		el.onblur = null;
	},
	
	helpTipMouseUp:	function () {
		var d = this;
		var el = d._boundAnchor;
		el.onblur = el._onblur;
		el._onblur = null;
		el.focus();
	},	
	
	anchorBlur:	function (e) {
		var el = this;
		helpTipHandler.hideHelpTip(el);
	},
	
	anchorKeyDown:	function (e) {
		if (!e) e = window.event
		if (e.keyCode == 27) {	// ESC
			helpTipHandler.hideHelpTip(this);
		}
	},
	
	removeHelpTip:	function (d) {
		d._boundAnchor = null;
		d.style.filter = "none";
		d.innerHTML = "";
		d.onmousedown = null;
		d.onmouseup = null;
		d.parentNode.removeChild(d);
		//d.style.display = "none";
	},
	
	hideHelpTip:	function (el) {
		var d = el._helpTip;
		/*	Mozilla (1.2+) starts a selection session when moved
			and this destroys the mouse events until reloaded
		d.style.top = -el.offsetHeight - 100 + "px";
		*/		
		
		d.style.visibility = "hidden";
		//d._boundAnchor = null;

		el.onblur = null;
		el._onblur = null;
		el._helpTip = null;
		el.onkeydown = null;
		
		this.showSelects(true);
	},
	
	positionToolTip:	function (e) {
		this.showSelects(false);		
		var scroll = this.getScroll();
		var d = this.helpTip;
		
		// width
		if (d.offsetWidth >= scroll.width)
			d.style.width = scroll.width - 10 + "px";
		else
			d.style.width = "";
		
		// left
		if (e.clientX > scroll.width - d.offsetWidth)
			d.style.left = scroll.width - d.offsetWidth + scroll.left + "px";
		else
			d.style.left = e.clientX - 2 + scroll.left + "px";
		
		// top
		if (e.clientY + d.offsetHeight + 18 < scroll.height)
			d.style.top = e.clientY + 18 + scroll.top + "px";
		else if (e.clientY - d.offsetHeight > 0)
			d.style.top = e.clientY + scroll.top - d.offsetHeight + "px";
		else
			d.style.top = scroll.top + 5 + "px";
			
		d.style.visibility = "visible";
	},
	
	// returns the scroll left and top for the browser viewport.
	getScroll:	function () {
		if (document.all && typeof document.body.scrollTop != "undefined") {	// IE model
			var ieBox = document.compatMode != "CSS1Compat";
			var cont = ieBox ? document.body : document.documentElement;
			return {
				left:	cont.scrollLeft,
				top:	cont.scrollTop,
				width:	cont.clientWidth,
				height:	cont.clientHeight
			};
		}
		else {
			return {
				left:	window.pageXOffset,
				top:	window.pageYOffset,
				width:	window.innerWidth,
				height:	window.innerHeight
			};
		} 
		 
	}

};


--==TSBoundary-SPR
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-ID: <GIFS/#3233>

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--==TSBoundary-SPR
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-ID: <GIFS/#3234>

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--==TSBoundary-SPR--

