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<HTML><META NAME="TMA" CONTENT="false"><HEAD><TITLE>TradeStation Performance Summary</TITLE><OR_DEFS Short_AdjustedNetProfitCTCDrawdown="100 * PerformanceSummary.Short_AdjustedNetProfit / abs(PerformanceSummary.Short_CTCDrawdown);" Long_AdjustedNetProfitCTCDrawdown="100 * PerformanceSummary.Long_AdjustedNetProfit / abs(PerformanceSummary.Long_CTCDrawdown);" All_AdjustedNetProfitCTCDrawdown="100 * PerformanceSummary.All_AdjustedNetProfit / abs(PerformanceSummary.All_CTCDrawdown);" Short_SelectNetProfitCTCDrawdown="100 * PerformanceSummary.Short_SelectNetProfit / abs(PerformanceSummary.Short_CTCDrawdown);" Long_SelectNetProfitCTCDrawdown="100 * PerformanceSummary.Long_SelectNetProfit / abs(PerformanceSummary.Long_CTCDrawdown);" All_SelectNetProfitCTCDrawdown="100 * PerformanceSummary.All_SelectNetProfit / abs(PerformanceSummary.All_CTCDrawdown);" Short_NetProfitCTCDrawdown="100 * PerformanceSummary.Short_TotalNetProfit / abs(PerformanceSummary.Short_CTCDrawdown);" Long_NetProfitCTCDrawdown="100 * PerformanceSummary.Long_TotalNetProfit / abs(PerformanceSummary.Long_CTCDrawdown);" All_NetProfitCTCDrawdown="100 * PerformanceSummary.All_TotalNetProfit / abs(PerformanceSummary.All_CTCDrawdown);" Short_CloseToCloseReturn="100 * PerformanceSummary.Short_TotalNetProfit / abs(PerformanceSummary.Short_CTCDrawdown);" Long_CloseToCloseReturn="100 * PerformanceSummary.Long_TotalNetProfit / abs(PerformanceSummary.Long_CTCDrawdown);" All_CloseToCloseReturn="100 * PerformanceSummary.All_TotalNetProfit / abs(PerformanceSummary.All_CTCDrawdown);" Long_AdjustedProfitFactor="PerformanceSummary.Long_AdjustedGrossProfit / abs( PerformanceSummary.Long_AdjustedGrossLoss );" Short_AdjustedProfitFactor="PerformanceSummary.Short_AdjustedGrossProfit / abs( PerformanceSummary.Short_AdjustedGrossLoss );" All_AdjustedProfitFactor="PerformanceSummary.All_AdjustedGrossProfit / abs( PerformanceSummary.All_AdjustedGrossLoss );" Short_AdjustedNetProfitMaxDrawDown="100 * PerformanceSummary.Short_AdjustedNetProfit / abs( PerformanceSummary.Short_MaxIntradayDrawDown );" Long_AdjustedNetProfitMaxDrawDown="100 * PerformanceSummary.Long_AdjustedNetProfit / abs( PerformanceSummary.Long_MaxIntradayDrawDown );" All_AdjustedNetProfitMaxDrawDown="100 * PerformanceSummary.All_AdjustedNetProfit / abs( PerformanceSummary.All_MaxIntradayDrawDown );" Short_AdjustedNetProfitLargestLoss="100 * PerformanceSummary.Short_AdjustedNetProfit / abs( PerformanceSummary.Short_LargestLosingTrade );" Long_AdjustedNetProfitLargestLoss="100 * PerformanceSummary.Long_AdjustedNetProfit / abs( PerformanceSummary.Long_LargestLosingTrade );" All_AdjustedNetProfitLargestLoss="100 * PerformanceSummary.All_AdjustedNetProfit / abs( PerformanceSummary.All_LargestLosingTrade );" Short_AdjustedNetProfit="PerformanceSummary.Short_AdjustedGrossProfit + PerformanceSummary.Short_AdjustedGrossLoss;" Long_AdjustedNetProfit="PerformanceSummary.Long_AdjustedGrossProfit + PerformanceSummary.Long_AdjustedGrossLoss;" All_AdjustedNetProfit="PerformanceSummary.All_AdjustedGrossProfit + PerformanceSummary.All_AdjustedGrossLoss;" Short_NumberEvenTrades="PerformanceSummary.Short_TotalNumberTrades - PerformanceSummary.Short_NumberLosingTrades - PerformanceSummary.Short_NumberWinningTrades;" Long_NumberEvenTrades="PerformanceSummary.Long_TotalNumberTrades - PerformanceSummary.Long_NumberLosingTrades - PerformanceSummary.Long_NumberWinningTrades;" All_NumberEvenTrades="PerformanceSummary.All_TotalNumberTrades - PerformanceSummary.All_NumberLosingTrades - PerformanceSummary.All_NumberWinningTrades;" All_TotalNumberTrades="TotalTradeAnalysis_NumberOfTrades;" All_Analysis_PercentInTheMarket="PerformanceSummary.Analysis_PercentInTheMarket;" OP_UnrealizePL="PerformanceSummary.All_OpenPositionPL;" Long_ReturnOnMaxDrawDown="100 * PerformanceSummary.Long_TotalNetProfit / abs( PerformanceSummary.Long_MaxIntradayDrawDown );" Short_ReturnOnMaxDrawDown="100 * PerformanceSummary.Short_TotalNetProfit / abs( PerformanceSummary.Short_MaxIntradayDrawDown );" All_ReturnOnMaxDrawDown="100 * PerformanceSummary.All_TotalNetProfit / abs( PerformanceSummary.All_MaxIntradayDrawDown );" Long_SelectNetProfitLargestLoss="100 * PerformanceSummary.Long_SelectNetProfit/ abs( PerformanceSummary.Long_LargestLosingTrade );" Short_SelectNetProfitLargestLoss="100 * PerformanceSummary.Short_SelectNetProfit/ abs( PerformanceSummary.Short_LargestLosingTrade );" All_SelectNetProfitLargestLoss="100 * PerformanceSummary.All_SelectNetProfit/ abs( PerformanceSummary.All_LargestLosingTrade );" Long_NetProfitMaxDrawDown="100 * PerformanceSummary.Long_TotalNetProfit/ abs( PerformanceSummary.Long_MaxIntradayDrawDown );" Short_NetProfitMaxDrawDown="100 * PerformanceSummary.Short_TotalNetProfit/ abs( PerformanceSummary.Short_MaxIntradayDrawDown );" All_NetProfitMaxDrawDown="100 * PerformanceSummary.All_TotalNetProfit/ abs( PerformanceSummary.All_MaxIntradayDrawDown );" Long_LargetLosingTradePercentGrossLoss="100 * PerformanceSummary.Long_LargestLosingTrade/PerformanceSummary.Long_GrossLoss;" Short_LargetLosingTradePercentGrossLoss="100 * PerformanceSummary.Short_LargestLosingTrade/PerformanceSummary.Short_GrossLoss;" All_LargetLosingTradePercentGrossLoss="100 * PerformanceSummary.All_LargestLosingTrade/PerformanceSummary.All_GrossLoss;" Long_LargetWinTradePercentGrossProfit="100 * PerformanceSummary.Long_LargestWinningTrade/PerformanceSummary.Long_GrossProfit;" Short_LargetWinTradePercentGrossProfit="100 * PerformanceSummary.Short_LargestWinningTrade/PerformanceSummary.Short_GrossProfit;" All_LargetWinTradePercentGrossProfit="100 * PerformanceSummary.All_LargestWinningTrade/PerformanceSummary.All_GrossProfit;" Long_NetProfitLargestLoss="100 * PerformanceSummary.Long_TotalNetProfit/ abs( PerformanceSummary.Long_LargestLosingTrade );" Short_NetProfitLargestLoss="100 * PerformanceSummary.Short_TotalNetProfit/ abs( PerformanceSummary.Short_LargestLosingTrade );" All_NetProfitLargestLoss="100 * PerformanceSummary.All_TotalNetProfit/ abs( PerformanceSummary.All_LargestLosingTrade );" Long_SelectProfitFactor="PerformanceSummary.Long_SelectGrossProfit / abs( PerformanceSummary.Long_SelectGrossLoss );" Short_SelectProfitFactor="PerformanceSummary.Short_SelectGrossProfit / abs( PerformanceSummary.Short_SelectGrossLoss );" All_SelectProfitFactor="PerformanceSummary.All_SelectGrossProfit / abs( PerformanceSummary.All_SelectGrossLoss );" Short_SelectNetProfit="PerformanceSummary.Short_SelectGrossProfit + PerformanceSummary.Short_SelectGrossLoss;" Long_SelectNetProfit="PerformanceSummary.Long_SelectGrossProfit + PerformanceSummary.Long_SelectGrossLoss;" All_SelectNetProfit="PerformanceSummary.All_SelectGrossProfit + PerformanceSummary.All_SelectGrossLoss;" Long_SelectNetProfitMaxDrawdown="100 * PerformanceSummary.Long_SelectNetProfit/ abs( PerformanceSummary.Long_MaxIntradayDrawDown );" Short_SelectNetProfitMaxDrawdown="100 * PerformanceSummary.Short_SelectNetProfit/ abs( PerformanceSummary.Short_MaxIntradayDrawDown );" All_SelectNetProfitMaxDrawdown="100 * PerformanceSummary.All_SelectNetProfit/ abs( PerformanceSummary.All_MaxIntradayDrawDown );" OpenPosition="PerformanceSummary.All_OpenPositionPL;" ProfitFactor_Short="PerformanceSummary.Short_GrossProfit / abs( PerformanceSummary.Short_GrossLoss );" ProfitFactor_Long="PerformanceSummary.Long_GrossProfit / abs( PerformanceSummary.Long_GrossLoss );" ProfitFactor_All="PerformanceSummary.All_GrossProfit / abs( PerformanceSummary.All_GrossLoss );" ProfitFactor="abs( PerformanceSummary.All_ProfitFactor );" RatioAvgWinAvgLoss="PerformanceSummary.All_RatioAvgWinAvgLoss;" PercentProfitable="PerformanceSummary.All_PercentProfitable;" GrossLoss="PerformanceSummary.All_GrossLoss;" GrossProfit="PerformanceSummary.All_GrossProfit;" NumberLosingTrades="PerformanceSummary.All_NumberLosingTrades;" LargestProfit="PerformanceSummary.All_LargestWinningTrade;" AverageWinningTrade="PerformanceSummary.All_AverageWinningTrade;" NumberWinningTrades="PerformanceSummary.All_NumberWinningTrades;"><!-- External support files --><LINK rel=stylesheet type=text/css href="cid:TSSPR.CSS">
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<BODY onload=SummarySetDefaultValues(); leftMargin=5 topMargin=0 bgColor=#ffffff margin marginwidth="0"><FORM name=sprForm><!-- header -->
<TABLE id=hftable class=hiddentable width="100%">
<TBODY>
<TR>
<TD><SPAN class=Header><SPAN class=Header>TradeStation&nbsp;TradeManager&nbsp;Performance Report</SPAN></SPANHEIGHT="15"></SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>ADT, @ES.D, 5 min., 9/11/1997 8:35:00 AM - 12/23/2009 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=640>
<TBODY>
<TR>
<TD>
<TABLE id=tblHidden border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD id=tdDisplay height=1 colSpan=4>Display: <SELECT style="BACKGROUND-IMAGE: url(none); BORDER-BOTTOM: blue thick double; BORDER-LEFT: blue thick double; FONT-FAMILY: Verdana; BORDER-TOP: blue thick double; BORDER-RIGHT: blue thick double" onchange=SummaryCallRightTable(); name=lstSprSummary> <OPTION selected value=1>Column View</OPTION> <OPTION value=2>Table View</OPTION></SELECT></TD></TR>
<TR>
<TD>&nbsp;</TD>
<TD height=15></TD></TR></TBODY></TABLE>
<TABLE id=tlbColumnViewTitle border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=title height=19>TradeStation Performance Summary</TD>
<TD id=tdImage0 bgColor=#0066cc height=19 vAlign=center align=right><A onclick="SummaryExpandTable(document.getElementById('tblSummaryStrategy'),'tblSummaryStrategy','imgSummaryStrategy'); return false;"><IMG border=0 name=imgSummaryStrategy alt=Collapse src="cid:GIFS/#3234" width=70 height=19></A></TD></TR>
<TR>
<TD>&nbsp;</TD>
<TD height=15></TD></TR></TBODY></TABLE>
<TABLE style="DISPLAY: block; BORDER-COLLAPSE: collapse" id=tblSummaryStrategy class=Detail border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('all_trades__strategy_performance_report_');" href="?">All Trades</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD width="15%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('long_trades__strategy_performance_report_');" href="?">Long Trades</A></B><SPAN></SPAN><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD width="15%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('short_trades__strategy_performance_report_');" href="?">Short Trades</A></B><SPAN></SPAN><BR><IMG src="spacer.gif" width=110 height=1></TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=All_TotalNetProfit height=15 width="15%" align=right>$137,262.46</TD>
<TD id=Long_TotalNetProfit height=15 width="15%" align=right>$67,706.08</TD>
<TD id=Short_TotalNetProfit height=15 width="15%" align=right>$69,556.38</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('gross_profit__strategy_performance_report_');" href="?">Gross Profit</A></TD>
<TD id=All_GrossProfit height=15 width="15%" align=right>$389,938.50</TD>
<TD id=Long_GrossProfit height=15 width="15%" align=right>$166,059.52</TD>
<TD id=Short_GrossProfit height=15 width="15%" align=right>$223,878.98</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('gross_loss__strategy_performance_report_');" href="?">Gross Loss</A></TD>
<TD id=All_GrossLoss height=15 width="15%" align=right><FONT color=red>($252,676.04)</FONT></TD>
<TD id=Long_GrossLoss height=15 width="15%" align=right><FONT color=red>($98,353.44)</FONT></TD>
<TD id=Short_GrossLoss width="15%" align=right><FONT color=red>($154,322.60)</FONT></TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD id=ProfitFactor_All width="15%" align=right numberkind="real">1.54</TD>
<TD id=ProfitFactor_Long width="15%" align=right numberkind="real">1.69</TD>
<TD id=ProfitFactor_Short width="15%" align=right numberkind="real">1.45</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit</A></TD>
<TD id=All_RollOverCredit height=15 width="15%" align=right>$0.00</TD>
<TD id=Long_RollOverCredit height=15 width="15%" align=right>$0.00</TD>
<TD id=Short_RollOverCredit height=15 width="15%" align=right>$0.00</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position P/L</A></TD>
<TD id=All_OpenPositionPL height=15 width="15%" align=right>$0.00</TD>
<TD id=Long_OpenPositionPL height=15 width="15%" align=right>$0.00</TD>
<TD id=Short_OpenPositionPL height=15 width="15%" align=right>$0.00</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=All_SelectNetProfit height=15 width="15%" align=right>$134,554.04</TD>
<TD id=Long_SelectNetProfit height=15 width="15%" align=right>$78,303.28</TD>
<TD id=Short_SelectNetProfit height=15 width="15%" align=right>$56,250.76</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('select_gross_profit__strategy_performance_report_');" href="?">Select Gross Profit</A></TD>
<TD id=All_SelectGrossProfit height=15 width="15%" align=right>$354,091.24</TD>
<TD id=Long_SelectGrossProfit height=15 width="15%" align=right>$163,069.24</TD>
<TD id=Short_SelectGrossProfit height=15 width="15%" align=right>$191,022.00</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('select_gross_loss__strategy_performance_report_');" href="?">Select Gross Loss</A></TD>
<TD id=All_SelectGrossLoss height=15 width="15%" align=right><FONT color=red>($219,537.20)</FONT></TD>
<TD id=Long_SelectGrossLoss height=15 width="15%" align=right><FONT color=red>($84,765.96)</FONT></TD>
<TD id=Short_SelectGrossLoss height=15 width="15%" align=right><FONT color=red>($134,771.24)</FONT></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('select_profit_factor__strategy_performance_report_');" href="?">Select Profit Factor</A></TD>
<TD id=All_SelectProfitFactor width="15%" align=right numberkind="real">1.61</TD>
<TD id=Long_SelectProfitFactor width="15%" align=right numberkind="real">1.92</TD>
<TD id=Short_SelectProfitFactor width="15%" align=right numberkind="real">1.42</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=All_AdjustedNetProfit width="15%" align=right>$116,333.77</TD>
<TD id=Long_AdjustedNetProfit width="15%" align=right>$55,081.02</TD>
<TD id=Short_AdjustedNetProfit width="15%" align=right>$52,696.32</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_gross_profit__strategy_performance_report_');" href="?">Adjusted Gross Profit</A></TD>
<TD id=All_AdjustedGrossProfit width="15%" align=right>$378,045.49</TD>
<TD id=Long_AdjustedGrossProfit width="15%" align=right>$158,873.42</TD>
<TD id=Short_AdjustedGrossProfit width="15%" align=right>$214,253.67</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_gross_loss__strategy_performance_report_');" href="?">Adjusted Gross Loss</A></TD>
<TD id=All_AdjustedGrossLoss width="15%" align=right><FONT color=red>($261,711.72)</FONT></TD>
<TD id=Long_AdjustedGrossLoss width="15%" align=right><FONT color=red>($103,792.40)</FONT></TD>
<TD id=Short_AdjustedGrossLoss width="15%" align=right><FONT color=red>($161,557.36)</FONT></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_profit_factor__strategy_performance_report_');" href="?">Adjusted Profit Factor</A></TD>
<TD id=All_AdjustedProfitFactor width="15%" align=right numberkind="real">1.44</TD>
<TD id=Long_AdjustedProfitFactor width="15%" align=right numberkind="real">1.53</TD>
<TD id=Short_AdjustedProfitFactor width="15%" align=right numberkind="real">1.33</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=All_TotalNumberTrades width="15%" align=right numberkind="int">1857</TD>
<TD id=Long_TotalNumberTrades width="15%" align=right numberkind="int">861</TD>
<TD id=Short_TotalNumberTrades width="15%" align=right numberkind="int">996</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('percent_profitable__strategy_performance_report_');" href="?">Percent Profitable</A></TD>
<TD id=All_PercentProfitable width="15%" align=right numberkind="percent">57.89%</TD>
<TD id=Long_PercentProfitable width="15%" align=right numberkind="percent">62.02%</TD>
<TD id=Short_PercentProfitable width="15%" align=right numberkind="percent">54.32%</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winning Trades</A></TD>
<TD id=All_NumberWinningTrades width="15%" align=right numberkind="int">1075</TD>
<TD id=Long_NumberWinningTrades width="15%" align=right numberkind="int">534</TD>
<TD id=Short_NumberWinningTrades width="15%" align=right numberkind="int">541</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losing Trades</A></TD>
<TD id=All_NumberLosingTrades width="15%" align=right numberkind="int">782</TD>
<TD id=Long_NumberLosingTrades width="15%" align=right numberkind="int">327</TD>
<TD id=Short_NumberLosingTrades width="15%" align=right numberkind="int">455</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('even_trades__strategy_performance_report_');" href="?">Even Trades</A></TD>
<TD id=All_NumberEvenTrades width="15%" align=right numberkind="int">0</TD>
<TD id=Long_NumberEvenTrades width="15%" align=right numberkind="int">0</TD>
<TD id=Short_NumberEvenTrades width="15%" align=right numberkind="int">0</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Profit</A></TD>
<TD id=All_AvgTrade height=15 width="15%" align=right>$73.92</TD>
<TD id=Long_AvgTrade height=15 width="15%" align=right>$78.64</TD>
<TD id=Short_AvgTrade height=15 width="15%" align=right>$69.84</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_winning_trade__strategy_performance_report_');" href="?">Avg. Winning Trade</A></TD>
<TD id=All_AverageWinningTrade height=15 width="15%" align=right>$362.73</TD>
<TD id=Long_AverageWinningTrade height=15 width="15%" align=right>$310.97</TD>
<TD id=Short_AverageWinningTrade height=15 width="15%" align=right>$413.82</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_losing_trade__strategy_performance_report_');" href="?">Avg. Losing Trade</A></TD>
<TD id=All_AverageLosingTrade height=15 width="15%" align=right><FONT color=red>($323.12)</FONT></TD>
<TD id=Long_AverageLosingTrade height=15 width="15%" align=right><FONT color=red>($300.78)</FONT></TD>
<TD id=Short_AverageLosingTrade height=15 width="15%" align=right><FONT color=red>($339.17)</FONT></TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=All_RatioAvgWinAvgLoss width="15%" align=right numberkind="real">1.12</TD>
<TD id=Long_RatioAvgWinAvgLoss width="15%" align=right numberkind="real">1.03</TD>
<TD id=Short_RatioAvgWinAvgLoss width="15%" align=right numberkind="real">1.22</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('largest_winning_trade__strategy_performance_report_');" href="?">Largest Winning Trade</A></TD>
<TD id=All_LargestWinningTrade height=15 width="15%" align=right>$2,990.28</TD>
<TD id=Long_LargestWinningTrade height=15 width="15%" align=right>$2,990.28</TD>
<TD id=Short_LargestWinningTrade height=15 width="15%" align=right>$2,877.78</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=All_LargestLosingTrade height=15 width="15%" align=right><FONT color=red>($1,509.72)</FONT></TD>
<TD id=Long_LargestLosingTrade height=15 width="15%" align=right><FONT color=red>($1,509.72)</FONT></TD>
<TD id=Short_LargestLosingTrade height=15 width="15%" align=right><FONT color=red>($1,509.72)</FONT></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=All_LargetWinTradePercentGrossProfit width="15%" align=right numberkind="percent">0.77%</TD>
<TD id=Long_LargetWinTradePercentGrossProfit width="15%" align=right numberkind="percent">1.80%</TD>
<TD id=Short_LargetWinTradePercentGrossProfit width="15%" align=right numberkind="percent">1.29%</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('largest_loser_pcnt_of_gross_loss__strategy_performance_report_');" href="?">Largest Loser as % of Gross Loss</A></TD>
<TD id=All_LargetLosingTradePercentGrossLoss width="15%" align=right numberkind="percent">0.60%</TD>
<TD id=Long_LargetLosingTradePercentGrossLoss width="15%" align=right numberkind="percent">1.53%</TD>
<TD id=Short_LargetLosingTradePercentGrossLoss width="15%" align=right numberkind="percent">0.98%</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('net_prft_largest_loss__strategy_performance_report_');" href="?">Net Profit as % of Largest Loss</A></TD>
<TD id=All_NetProfitLargestLoss width="15%" align=right numberkind="percent">9091.92%</TD>
<TD id=Long_NetProfitLargestLoss width="15%" align=right numberkind="percent">4484.68%</TD>
<TD id=Short_NetProfitLargestLoss width="15%" align=right numberkind="percent">4607.24%</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Select Net Profit as % of Largest Loss</A></TD>
<TD id=All_SelectNetProfitLargestLoss width="15%" align=right numberkind="percent">8912.52%</TD>
<TD id=Long_SelectNetProfitLargestLoss width="15%" align=right numberkind="percent">5186.61%</TD>
<TD id=Short_SelectNetProfitLargestLoss width="15%" align=right numberkind="percent">3725.91%</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('Adjusted_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Adjusted Net Profit as % of Largest Loss</A></TD>
<TD id=All_AdjustedNetProfitLargestLoss width="15%" align=right numberkind="percent">7705.65%</TD>
<TD id=Long_AdjustedNetProfitLargestLoss width="15%" align=right numberkind="percent">3648.43%</TD>
<TD id=Short_AdjustedNetProfitLargestLoss width="15%" align=right numberkind="percent">3490.47%</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('maximum_consecutive_wins__strategy_performance_report_');" href="?">Max. Consecutive Winning Trades</A></TD>
<TD id=All_MaxConsecutiveWinners width="15%" align=right numberkind="int">9</TD>
<TD id=Long_MaxConsecutiveWinners width="15%" align=right numberkind="int">16</TD>
<TD id=Short_MaxConsecutiveWinners width="15%" align=right numberkind="int">7</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_consecutive_losses__strategy_performance_report_');" href="?">Max. Consecutive Losing Trades</A></TD>
<TD id=All_MaxConsecutiveLosers width="15%" align=right numberkind="int">8</TD>
<TD id=Long_MaxConsecutiveLosers width="15%" align=right numberkind="int">7</TD>
<TD id=Short_MaxConsecutiveLosers width="15%" align=right numberkind="int">8</TD></TR>
<TR style="DISPLAY: block" id=NoTMPRRow class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_total_trades__strategy_performance_report_');" href="?">Avg. Bars in Total Trades</A></TD>
<TD id=All_AvgBarsInTotalTrades width="15%" align=right numberkind="real">44.81</TD>
<TD id=Long_AvgBarsInTotalTrades width="15%" align=right numberkind="real">42.34</TD>
<TD id=Short_AvgBarsInTotalTrades width="15%" align=right numberkind="real">46.96</TD></TR>
<TR id=NoTMPRRow>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_winners__strategy_performance_report_');" href="?">Avg. Bars in Winning Trades</A></TD>
<TD id=All_AvgNumBarsInWinners width="15%" align=right numberkind="real">44.63</TD>
<TD id=Long_AvgNumBarsInWinners width="15%" align=right numberkind="real">41.99</TD>
<TD id=Short_AvgNumBarsInWinners width="15%" align=right numberkind="real">47.24</TD></TR>
<TR id=NoTMPRRow>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_losers__strategy_performance_report_');" href="?">Avg. Bars in Losing Trades</A></TD>
<TD id=All_AvgNumBarsInLosers width="15%" align=right numberkind="real">45.07</TD>
<TD id=Long_AvgNumBarsInLosers width="15%" align=right numberkind="real">42.90</TD>
<TD id=Short_AvgNumBarsInLosers width="15%" align=right numberkind="real">46.62</TD></TR>
<TR id=NoTMPRRow>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_even__strategy_performance_report_');" href="?">Avg. Bars in Even Trades</A></TD>
<TD id=All_AvgNumBarsInEvens width="15%" align=right numberkind="real">0.00</TD>
<TD id=Long_AvgNumBarsInEvens width="15%" align=right numberkind="real">0.00</TD>
<TD id=Short_AvgNumBarsInEvens width="15%" align=right numberkind="real">0.00</TD></TR>
<TR>
<TD height=15 width="45%"></TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_number_of_contracts_held__strategy_performance_report_');" href="?">Max. Shares/Contracts Held</A></TD>
<TD id=All_MaxNumContractsHeld width="15%" align=right numberkind="int">1</TD>
<TD id=Long_MaxNumContractsHeld width="15%" align=right numberkind="int">1</TD>
<TD id=Short_MaxNumContractsHeld width="15%" align=right numberkind="int">1</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_shares_contracts_held_report_field_');" href="?">Total Shares/Contracts Held</A></TD>
<TD id=All_TotalSharesHeld width="15%" align=right numberkind="int">1857</TD>
<TD id=Long_TotalSharesHeld width="15%" align=right numberkind="int">861</TD>
<TD id=Short_TotalSharesHeld width="15%" align=right numberkind="int">996</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('account_size_required__strategy_performance_report_');" href="?">Account Size Required</A></TD>
<TD id=All_AccountSizeRequired width="15%" align=right>$5,309.70</TD>
<TD id=Long_AccountSizeRequired width="15%" align=right>$2,591.66</TD>
<TD id=Short_AccountSizeRequired width="15%" align=right>$3,966.66</TD></TR>
<TR style="DISPLAY: block" id=NoTMPRRow class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=All_Slippage height=15 width="15%" align=right>$9,285.00</TD>
<TD id=Long_Slippage height=15 width="15%" align=right>$4,305.00</TD>
<TD id=Short_Slippage height=15 width="15%" align=right>$4,980.00</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=All_CommissionPerTransaction height=15 width="15%" align=right>$8,765.04</TD>
<TD id=Long_CommissionPerTransaction height=15 width="15%" align=right>$4,063.92</TD>
<TD id=Short_CommissionPerTransaction width="15%" align=right>$4,701.12</TD></TR>
<TR id=TMA81>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('return_on_initial_capital__strategy_performance_report_');" href="?">Return on Initial Capital</A></TD>
<TD id=ReturnOnInitialCapital width="15%" align=right numberkind="percent">137.26%</TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('annual_rate_of_return__strategy_performance_report_');" href="?">Annual Rate of Return</A></TD>
<TD id=AnnualRateOfReturn width="15%" align=right numberkind="percent">7.03%</TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('buy_hold_return__strategy_performance_report_');" href="?">Buy &amp; Hold Return</A></TD>
<TD id=BuyHoldReturn width="15%" align=right numberkind="percent"><FONT color=red>(7.37%)</FONT></TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('return_on_account__strategy_performance_report_');" href="?">Return on Account</A></TD>
<TD id=ReturnOnAccount width="15%" align=right numberkind="percent">2585.13%</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_monthly_return__strategy_performance_report_');" href="?">Avg. Monthly Return</A></TD>
<TD id=AverageMonthlyReturn width="15%" align=right>$1,354.51</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Std_Deviation_of_Monthly_Return__Strategy_Performance_Report_');" href="?">Std. Deviation of Monthly Return</A></TD>
<TD id=MonthlyReturn_STDEV width="15%" align=right>$1,987.15</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('return_retracement_ratio__strategy_performance_report_');" href="?">Return Retracement Ratio</A></TD>
<TD id=ReturnRetracementRatio width="15%" align=right numberkind="real">0.16</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('rina_index__strategy_performance_report_');" href="?">RINA Index</A></TD>
<TD id=RINAIndex width="15%" align=right numberkind="real">5405.04</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('sharpe_ratio__strategy_performance_report_');" href="?">Sharpe Ratio</A></TD>
<TD id=SharpeRatio width="15%" align=right numberkind="real">0.41</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('k_ratio__strategy_performance_report_');" href="?">K-Ratio</A></TD>
<TD id=KRatio width="15%" align=right numberkind="real">n/a</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('test_period__strategy_performance_report_');" href="?">Trading Period</A></TD>
<TD id=TradingPeriod height=15 width="45%" noWrap align=right>12 Yrs, 3 Mths, 11 Dys, 2 Hrs, 30 Mins</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('percent_in_the_market__strategy_performance_report_');" href="?">Percent of Time in the Market</A></TD>
<TD id=Analysis_PercentInTheMarket height=15 width="15%" align=right numberkind="percent">6.35%</TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('total_time_in_the_market_periods__strategy_performance_report_');" href="?">Time in the Market</A></TD>
<TD id=TimeInTheMarket height=15 width="15%" noWrap align=right>9 Mths, 10 Dys, 18 Hrs, 15 Mins</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('longest_flat_period__strategy_performance_report_');" href="?">Longest Flat Period</A></TD>
<TD id=LongestFlatPeriod height=15 width="15%" noWrap align=right>12 Dys, 20 Hrs, 35 Mins</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_equity_run_up_daily__strategy_performance_report_');" href="?">
<DIV id=MaxRunupDownLabel>Max. Equity Run-up</DIV></A></TD>
<TD id=MERU_Amount width="15%" align=right>$139,804.08</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Max._Run_up_date__Strategy_Performance_Report_');" href="?">Date of Max. Equity Run-up</A></TD>
<TD id=MERU_Date width="15%" noWrap align=right>11/16/09 13:50</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_equity_run-up_div_initial_capital__strategy_performance_report_');" href="?">Max. Equity Run-up as % of Initial Capital</A></TD>
<TD id=MERU_Percent width="15%" align=right>139.80%</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right></TD>
<TD width="15%" align=right></TD>
<TD width="15%" align=right></TD></TR><!--
				                        PEAK TO VALLEY FIELDS
		              -->
<TR id=TMA81>
<TD class=titlesection width="90%" colSpan=4><B>
<DIV id=MaxDrawDownLabel>Max. Drawdown (Intra-day Peak to Valley)</DIV></B></TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_intraday_drawdown__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=All_MaxIntradayDrawDown width="15%" align=right><FONT color=red>($6,047.20)</FONT></TD>
<TD id=Long_MaxIntradayDrawDown width="15%" align=right><FONT color=red>($3,551.38)</FONT></TD>
<TD id=Short_MaxIntradayDrawDown width="15%" align=right><FONT color=red>($4,750.00)</FONT></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Maximum_Drawdown_date__Strategy_Performance_Report_');" href="?">Date</A></TD>
<TD id=MEDD_Date width="15%" noWrap align=right>05/26/00 14:40</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_pv__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=MEDD_Percent width="15%" align=right numberkind="percent">6.05%</TD>
<TD id=Long_MaxPTV_Drawdown_div_InitCap width="15%" align=right>3.55%</TD>
<TD id=Short_MaxPTV_Drawdown_div_InitCap width="15%" align=right>4.75%</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=All_NetProfitMaxDrawDown width="15%" align=right numberkind="percent">2269.85%</TD>
<TD id=Long_NetProfitMaxDrawDown width="15%" align=right numberkind="percent">1906.47%</TD>
<TD id=Short_NetProfitMaxDrawDown width="15%" align=right numberkind="percent">1464.34%</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max__Equity_Drawdown_PV__Strategy_Performance_Report_');" href="?">Select Net Profit as % of Drawdown</A></TD>
<TD id=All_SelectNetProfitMaxDrawdown width="15%" align=right numberkind="percent">2225.06%</TD>
<TD id=Long_SelectNetProfitMaxDrawdown width="15%" align=right numberkind="percent">2204.87%</TD>
<TD id=Short_SelectNetProfitMaxDrawdown width="15%" align=right numberkind="percent">1184.23%</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Adj_Net_Prft_max_Drawdown__Strategy_Performance_Report_');" href="?">Adjusted Net Profit as % of Drawdown</A></TD>
<TD id=All_AdjustedNetProfitMaxDrawDown width="15%" align=right numberkind="percent">1923.76%</TD>
<TD id=Long_AdjustedNetProfitMaxDrawDown width="15%" align=right numberkind="percent">1550.98%</TD>
<TD id=Short_AdjustedNetProfitMaxDrawDown width="15%" align=right numberkind="percent">1109.40%</TD></TR>
<TR id=TMA81>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR><!--
				                                CLOSE TO CLOSE
                  -->
<TR>
<TD class=titlesection width="90%" colSpan=4><B>
<DIV id=MaxTradeDrawDownLabel>Max. Drawdown (Trade Close to Trade Close)</DIV></B></TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('max__equity_drawdown_cc__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=All_CTCDrawdown width="15%" align=right><FONT color=red>($5,309.70)</FONT></TD>
<TD id=Long_CTCDrawdown width="15%" align=right><FONT color=red>($2,591.66)</FONT></TD>
<TD id=Short_CTCDrawdown width="15%" align=right><FONT color=red>($3,966.66)</FONT></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Date_of_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Date</A></TD>
<TD id=All_CTCDrawdownDate width="15%" noWrap align=right>05/26/00 15:10</TD>
<TD id=Long_CTCDrawdownDate width="15%" align=right>&nbsp;</TD>
<TD id=Short_CTCDrawdownDate width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_CC__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=All_CTCDrawDownInitialCapital width="15%" align=right numberkind="percent">5.31%</TD>
<TD id=Long_CTCDrawDownInitialCapital width="15%" align=right numberkind="percent">2.59%</TD>
<TD id=Short_CTCDrawDownInitialCapital width="15%" align=right numberkind="percent">3.97%</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 width="15%" align=right numberkind="percent">2585.13%</TD>
<TD id=Long_NetProfitCTCDrawDown width="15%" align=right numberkind="percent">2612.46%</TD>
<TD id=Short_NetProfitCTCDrawDown width="15%" align=right numberkind="percent">1753.53%</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Select Net Profit as % of Drawdown</A></TD>
<TD id=All_SelectNetProfitCTCDrawDown width="15%" align=right numberkind="percent">2534.12%</TD>
<TD id=Long_SelectNetProfitCTCDrawDown width="15%" align=right numberkind="percent">3021.36%</TD>
<TD id=Short_SelectNetProfitCTCDrawDown width="15%" align=right numberkind="percent">1418.09%</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Adjusted Net Profit as % of Drawdown</A></TD>
<TD id=All_AdjustedNetProfitCTCDrawDown width="15%" align=right numberkind="percent">2190.97%</TD>
<TD id=Long_AdjustedNetProfitCTCDrawDown width="15%" align=right numberkind="percent">2125.32%</TD>
<TD id=Short_AdjustedNetProfitCTCDrawDown width="15%" align=right numberkind="percent">1328.48%</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Max. Trade Drawdown</A></TD>
<TD id=All_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($1,500.00)</FONT></TD>
<TD id=Long_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($1,500.00)</FONT></TD>
<TD id=Short_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($1,500.00)</FONT></TD></TR>
<TR id=TMA81>
<TD height=15 width="45%"></TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD height=15 width="45%"></TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD height=15 width="45%"></TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR></TBODY></TABLE>
<TABLE style="DISPLAY: none" id=tblSummaryStrategy2 class=none border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesub height=15 width="35%"><A class=helpLinkTitleSection onclick="return HelpTip('all_trades__strategy_performance_report_');" href="?">All Trades</A></TD>
<TD class=titlesub height=15 width="15%"></TD>
<TD class=titlesub height=15 width="38%"></TD>
<TD class=titlesub height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%">&nbsp;</TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=All_TotalNetProfit height=15 width="15%" align=right>$137,262.46</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD id=ProfitFactor_All height=15 width="12%" align=right numberkind="real">1.54</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('gross_profit__strategy_performance_report_');" href="?">Gross Profit</A></TD>
<TD id=All_GrossProfit height=15 width="15%" align=right>$389,938.50</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('gross_loss__strategy_performance_report_');" href="?">Gross Loss</A></TD>
<TD id=All_GrossLoss height=15 width="12%" align=right><FONT color=red>($252,676.04)</FONT></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit </A></TD>
<TD id=All_RollOverCredit height=15 width="15%" align=right>$0.00</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=All_OpenPositionPL height=15 width="15%" align=right>$0.00</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=All_SelectNetProfit height=15 width="15%" align=right>$134,554.04</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_profit_factor__strategy_performance_report_');" href="?">Select Profit Factor</A></TD>
<TD id=All_SelectProfitFactor height=15 width="12%" align=right numberkind="real">1.61</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_gross_profit__strategy_performance_report_');" href="?">Select Gross Profit</A></TD>
<TD id=All_SelectGrossProfit height=15 width="15%" align=right>$354,091.24</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_gross_loss__strategy_performance_report_');" href="?">Select Gross Loss</A></TD>
<TD id=All_SelectGrossLoss height=15 width="12%" align=right><FONT color=red>($219,537.20)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=All_AdjustedNetProfit height=15 width="15%" align=right>$116,333.77</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_profit_factor__strategy_performance_report_');" href="?">Adjusted Profit Factor</A></TD>
<TD id=All_AdjustedProfitFactor height=15 width="12%" align=right numberkind="real">1.44</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_gross_profit__strategy_performance_report_');" href="?">Adjusted Gross Profit</A></TD>
<TD id=All_AdjustedGrossProfit height=15 width="15%" align=right>$378,045.49</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_gross_loss__strategy_performance_report_');" href="?">Adjusted Gross Loss</A></TD>
<TD id=All_AdjustedGrossLoss height=15 width="12%" align=right><FONT color=red>($261,711.72)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=All_TotalNumberTrades height=15 width="15%" align=right numberkind="int">1857</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('percent_profitable__strategy_performance_report_');" href="?">Percent Profitable</A></TD>
<TD id=All_PercentProfitable height=15 width="12%" align=right numberkind="percent">57.89%</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winning Trades</A></TD>
<TD id=All_NumberWinningTrades height=15 width="15%" align=right numberkind="int">1075</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losing Trades</A></TD>
<TD id=All_NumberLosingTrades height=15 width="12%" align=right numberkind="int">782</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('even_trades__strategy_performance_report_');" href="?">Even Trades</A></TD>
<TD id=All_NumberEvenTrades height=15 width="15%" align=right numberkind="int">0</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Profit</A></TD>
<TD id=All_AvgTrade height=15 width="15%" align=right>$73.92</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=All_RatioAvgWinAvgLoss height=15 width="12%" align=right numberkind="real">1.12</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_winning_trade__strategy_performance_report_');" href="?">Avg. Winning Trade</A></TD>
<TD id=All_AverageWinningTrade height=15 width="15%" align=right>$362.73</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_losing_trade__strategy_performance_report_');" href="?">Avg. Losing Trade</A></TD>
<TD id=All_AverageLosingTrade height=15 width="12%" align=right><FONT color=red>($323.12)</FONT></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winning_trade__strategy_performance_report_');" href="?">Largest Winning Trade</A></TD>
<TD id=All_LargestWinningTrade height=15 width="15%" align=right>$2,990.28</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=All_LargestLosingTrade height=15 width="12%" align=right><FONT color=red>($1,509.72)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=All_LargetWinTradePercentGrossProfit height=15 width="15%" align=right numberkind="percent">0.77%</TD>
<TD height=15 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_loser_pcnt_of_gross_loss__strategy_performance_report_');" href="?">Largest Loser as % of Gross Loss</A></TD>
<TD id=All_LargetLosingTradePercentGrossLoss height=15 width="12%" align=right numberkind="percent">0.60%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('net_prft_largest_loss__strategy_performance_report_');" href="?">Net Profit as % of Largest Loss</A></TD>
<TD id=All_NetProfitLargestLoss height=15 width="15%" align=right numberkind="percent">9091.92%</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Largest Loss</A></TD>
<TD id=All_SelectNetProfitLargestLoss height=15 width="15%" align=right numberkind="percent">8912.52%</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Adjusted_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_.');" href="?">Adj. Net Profit as % of Largest Loss</A></TD>
<TD id=All_AdjustedNetProfitLargestLoss height=15 width="12%" align=right numberkind="percent">7705.65%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_consecutive_wins__strategy_performance_report_');" href="?">Max. Consecutive Winning Trades</A></TD>
<TD id=All_MaxConsecutiveWinners height=15 width="15%" align=right numberkind="int">9</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('maximum_consecutive_losses__strategy_performance_report_');" href="?">Max. Consecutive Losing Trades</A></TD>
<TD id=All_MaxConsecutiveLosers height=15 width="12%" align=right numberkind="int">8</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_winners__strategy_performance_report_');" href="?">Avg. Bars in Winning Trades</A></TD>
<TD id=All_AvgNumBarsInWinners height=15 width="15%" align=right numberkind="real">44.63</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_number_of_bars_in_losers__strategy_performance_report_');" href="?">Avg. Bars in Losing Trades</A></TD>
<TD id=All_AvgNumBarsInLosers height=15 width="12%" align=right numberkind="real">45.07</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_total_trades__strategy_performance_report_');" href="?">Avg. Bars in Total Trades</A></TD>
<TD id=All_AvgBarsInTotalTrades width="15%" align=right numberkind="real">44.81</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_number_of_contracts_held__strategy_performance_report_');" href="?">Max. Shares/Contracts Held</A></TD>
<TD id=All_MaxNumContractsHeld height=15 width="15%" align=right numberkind="int">1</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('account_size_required__strategy_performance_report_');" href="?">Account Size Required</A></TD>
<TD id=All_AccountSizeRequired height=15 width="12%" align=right>$5,309.70</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=All_CommissionPerTransaction height=15 width="15%" align=right>$8,765.04</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=All_Slippage height=15 width="12%" align=right>$9,285.00</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('return_on_initial_capital__strategy_performance_report_');" href="?">Return on Initial Capital</A></TD>
<TD id=ReturnOnInitialCapital height=15 width="15%" align=right numberkind="percent">137.26%</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('annual_rate_of_return__strategy_performance_report_');" href="?">Annual Rate of Return</A></TD>
<TD id=AnnualRateOfReturn height=15 width="12%" align=right numberkind="percent">7.03%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('buy_hold_return__strategy_performance_report_');" href="?">Buy and Hold Return</A></TD>
<TD id=BuyHoldReturn height=15 width="15%" align=right numberkind="percent"><FONT color=red>(7.37%)</FONT></TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('return_on_account__strategy_performance_report_');" href="?">Return on Account</A></TD>
<TD id=ReturnOnAccount height=15 width="12%" align=right numberkind="percent">2585.13%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_monthly_return__strategy_performance_report_');" href="?">Avg. Monthly Return</A></TD>
<TD id=AverageMonthlyReturn height=15 width="15%" align=right>$1,354.51</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Std_Deviation_of_Monthly_Return__Strategy_Performance_Report_');" href="?">Std. Deviation of Monthly Return</A></TD>
<TD id=MonthlyReturn_STDEV height=15 width="12%" align=right>$1,987.15</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('return_retracement_ratio__strategy_performance_report_');" href="?">Return Retracement Ratio</A></TD>
<TD id=ReturnRetracementRatio height=15 width="15%" align=right numberkind="real">0.16</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('rina_index__strategy_performance_report_');" href="?">RINA Index</A></TD>
<TD id=RINAIndex height=15 width="12%" align=right numberkind="real">5405.04</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('sharpe_ratio__strategy_performance_report_');" href="?">Sharpe Ratio</A></TD>
<TD id=SharpeRatio height=15 width="15%" align=right numberkind="real">0.41</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('k_ratio__strategy_performance_report_');" href="?">K-Ratio</A></TD>
<TD id=KRatio height=15 width="12%" align=right numberkind="real">n/a</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('test_period__strategy_performance_report_');" href="?">Trading Period</A></TD>
<TD id=TradingPeriod height=15 width="15%" align=right numberkind="percent">12 Yrs, 3 Mths, 11 Dys, 2 Hrs, 30 Mins</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('percent_in_the_market__strategy_performance_report_');" href="?">Percent of Time in the Market</A></TD>
<TD id=All_Analysis_PercentInTheMarket height=15 width="12%" align=right numberkind="percent">6.35%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_time_in_the_market_periods__strategy_performance_report_');" href="?">Time in the Market</A></TD>
<TD id=TimeInTheMarket height=15 width="15%" align=right>9 Mths, 10 Dys, 18 Hrs, 15 Mins</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('longest_flat_period__strategy_performance_report_');" href="?">Longest Flat Period</A></TD>
<TD id=LongestFlatPeriod height=15 width="12%" align=right numberkind="real">12 Dys, 20 Hrs, 35 Mins</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_equity_run_up_daily__strategy_performance_report_');" href="?">Max. Equity Run-up</A></TD>
<TD id=MERU_Amount height=15 width="15%" align=right>$139,804.08</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Max._Run_up_date__Strategy_Performance_Report_');" href="?">Date of Max. E. Run-up</A></TD>
<TD id=MERU_Date height=15 width="15%" align=right>11/16/09 13:50</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('maximum_equity_run-up_div_initial_capital__strategy_performance_report_');" href="?">Max. E. Run-up as % of Initial Capital</A></TD>
<TD id=MERU_Percent height=15 width="12%" align=right numberkind="percent">139.80%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD class=titlesection height=15 width="50%" colSpan=2>
<P align=left><SPAN style="LETTER-SPACING: -1pt"><B>Max. Drawdown (Intra-day Peak to Valley)</B></SPAN></P></TD>
<TD class=titlesection height=15 width="50%" colSpan=2>
<P align=left><B>&nbsp;&nbsp; <SPAN style="LETTER-SPACING: -1pt">Max. Drawdown (Trade Close to Trade Close)</SPAN></B></P></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=All_MaxIntradayDrawDown height=15 width="15%" align=right><FONT color=red>($6,047.20)</FONT></TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('max__equity_drawdown_cc__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=All_CTCDrawdown height=15 width="12%" align=right><FONT color=red>($5,309.70)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Maximum_Drawdown_date__Strategy_Performance_Report_');" href="?">Date</A></TD>
<TD id=MEDD_Date height=15 width="15%" align=right>05/26/00 14:40</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Date_of_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Date</A></TD>
<TD id=All_CTCDrawdownDate height=15 width="12%" align=right>05/26/00 15:10</TD></TR>
<TR class=Detail>
<TD height=15 width="35%" noWrap><A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_pv__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=MEDD_Percent height=15 width="15%" align=right numberkind="percent">6.05%
<TD height=15 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_CC__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=All_CTCDrawDownInitialCapital height=15 width="12%" align=right numberkind="percent">5.31%</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('net_prft_max_drawdown__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=All_NetProfitMaxDrawDown height=15 width="15%" align=right numberkind="percent">2269.85%
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=All_NetProfitCTCDrawdown height=15 width="12%" align=right numberkind="percent">2585.13%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max__Equity_Drawdown_PV__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Drawdown</A></TD>
<TD id=All_SelectNetProfitMaxDrawdown height=15 width="15%" align=right numberkind="percent">2225.06%
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Drawdown</A></TD>
<TD id=All_SelectNetProfitCTCDrawdown height=15 width="12%" align=right numberkind="percent">2534.12%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Adj_Net_Prft_max_Drawdown__Strategy_Performance_Report_');" href="?">Adj. Net Prof as % of Drawdown</A></TD>
<TD id=All_AdjustedNetProfitMaxDrawDown height=15 width="15%" align=right numberkind="percent">1923.76%
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adj_net_prft_max_drawdown__strategy_performance_report_');" href="?">Adj. Net Profit as % of Drawdown</A></TD>
<TD id=All_AdjustedNetProfitCTCDrawDown height=15 width="12%" align=right numberkind="percent">2190.97%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Max. Trade Drawdown</A></TD>
<TD id=All_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($1,500.00)</FONT></TD>
<TD height=15 width="38%">&nbsp;</TD>
<TD height=15 width="12%">&nbsp;</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD class=titlesub height=15 width="35%"><A class=helpLinkTitleSection onclick="return HelpTip('long_trades__strategy_performance_report_');" href="?">Long Trades</A></TD>
<TD class=titlesub height=15 width="15%"></TD>
<TD class=titlesub height=15 width="38%"></TD>
<TD class=titlesub height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=Long_TotalNetProfit height=15 width="15%" align=right>$67,706.08</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD id=ProfitFactor_Long height=15 width="12%" align=right numberkind="real">1.69</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('gross_profit__strategy_performance_report_');" href="?">Gross Profit</A></TD>
<TD id=Long_GrossProfit height=15 width="15%" align=right>$166,059.52</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('gross_loss__strategy_performance_report_');" href="?">Gross Loss</A></TD>
<TD id=Long_GrossLoss height=15 width="12%" align=right><FONT color=red>($98,353.44)</FONT></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit </A></TD>
<TD id=Long_RollOverCredit height=15 width="15%" align=right>$0.00</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=Long_OpenPositionPL height=15 width="15%" align=right>$0.00</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=Long_SelectNetProfit height=15 width="15%" align=right>$78,303.28</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_profit_factor__strategy_performance_report_');" href="?">Select Profit Factor</A></TD>
<TD id=Long_SelectProfitFactor height=15 width="12%" align=right numberkind="real">1.92</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_gross_profit__strategy_performance_report_');" href="?">Select Gross Profit</A></TD>
<TD id=Long_SelectGrossProfit height=15 width="15%" align=right>$163,069.24</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_gross_loss__strategy_performance_report_');" href="?">Select Gross Loss</A></TD>
<TD id=Long_SelectGrossLoss height=15 width="12%" align=right><FONT color=red>($84,765.96)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=Long_AdjustedNetProfit height=15 width="15%" align=right>$55,081.02</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_profit_factor__strategy_performance_report_');" href="?">Adjusted Profit Factor</A></TD>
<TD id=Long_AdjustedProfitFactor height=15 width="12%" align=right numberkind="real">1.53</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_gross_profit__strategy_performance_report_');" href="?">Adjusted Gross Profit</A></TD>
<TD id=Long_AdjustedGrossProfit height=15 width="15%" align=right>$158,873.42</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_gross_loss__strategy_performance_report_');" href="?">Adjusted Gross Loss</A></TD>
<TD id=Long_AdjustedGrossLoss height=15 width="12%" align=right><FONT color=red>($103,792.40)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=Long_TotalNumberTrades height=15 width="15%" align=right numberkind="int">861</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('percent_profitable__strategy_performance_report_');" href="?">Percent Profitable</A></TD>
<TD id=Long_PercentProfitable height=15 width="12%" align=right numberkind="percent">62.02%</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winning Trades</A></TD>
<TD id=Long_NumberWinningTrades height=15 width="15%" align=right numberkind="int">534</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losing Trades</A></TD>
<TD id=Long_NumberLosingTrades height=15 width="12%" align=right numberkind="int">327</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('even_trades__strategy_performance_report_');" href="?">Even Trades</A></TD>
<TD id=Long_NumberEvenTrades height=15 width="15%" align=right numberkind="int">0</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Profit</A></TD>
<TD id=Long_AvgTrade height=15 width="15%" align=right>$78.64</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=Long_RatioAvgWinAvgLoss height=15 width="12%" align=right numberkind="real">1.03</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_winning_trade__strategy_performance_report_');" href="?">Avg. Winning Trade</A></TD>
<TD id=Long_AverageWinningTrade height=15 width="15%" align=right>$310.97</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_losing_trade__strategy_performance_report_');" href="?">Avg. Losing Trade</A></TD>
<TD id=Long_AverageLosingTrade height=15 width="12%" align=right><FONT color=red>($300.78)</FONT></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winning_trade__strategy_performance_report_');" href="?">Largest Winning Trade</A></TD>
<TD id=Long_LargestWinningTrade height=15 width="15%" align=right>$2,990.28</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=Long_LargestLosingTrade height=15 width="12%" align=right><FONT color=red>($1,509.72)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=Long_LargetWinTradePercentGrossProfit height=15 width="15%" align=right numberkind="percent">1.80%</TD>
<TD height=15 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_loser_pcnt_of_gross_loss__strategy_performance_report_');" href="?">Largest Loser as % of Gross Loss</A></TD>
<TD id=Long_LargetLosingTradePercentGrossLoss height=15 width="12%" align=right numberkind="percent">1.53%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_consecutive_wins__strategy_performance_report_');" href="?">Max. Consecutive Winning Trades</A></TD>
<TD id=Long_MaxConsecutiveWinners height=15 width="15%" align=right numberkind="int">16</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('maximum_consecutive_losses__strategy_performance_report_');" href="?">Max. Consecutive Losing Trades</A></TD>
<TD id=Long_MaxConsecutiveLosers height=15 width="12%" align=right numberkind="int">7</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_winners__strategy_performance_report_');" href="?">Avg. Bars in Winning Trades</A></TD>
<TD id=Long_AvgNumBarsInWinners height=15 width="15%" align=right numberkind="real">41.99</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_number_of_bars_in_losers__strategy_performance_report_');" href="?">Avg. Bars in Losing Trades</A></TD>
<TD id=Long_AvgNumBarsInLosers height=15 width="12%" align=right numberkind="real">42.90</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_total_trades__strategy_performance_report_');" href="?">Avg. Bars in Total Trades</A></TD>
<TD id=Long_AvgBarsInTotalTrades width="15%" align=right numberkind="real">42.34</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_number_of_contracts_held__strategy_performance_report_');" href="?">Max. Shares/Contracts Held</A></TD>
<TD id=Long_MaxNumContractsHeld height=15 width="15%" align=right numberkind="int">1</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('account_size_required__strategy_performance_report_');" href="?">Account Size Required</A></TD>
<TD id=Long_AccountSizeRequired height=15 width="12%" align=right>$2,591.66</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=Long_CommissionPerTransaction height=15 width="15%" align=right>$4,063.92</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=Long_Slippage height=15 width="12%" align=right>$4,305.00</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%">&nbsp;</TD>
<TD height=15 width="38%">&nbsp;</TD>
<TD height=15 width="12%">&nbsp;</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('net_prft_largest_loss__strategy_performance_report_');" href="?">Net Profit as % of Largest Loss</A></TD>
<TD id=Long_NetProfitLargestLoss height=15 width="15%" align=right numberkind="percent">4484.68%</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Largest Loss</A></TD>
<TD id=Long_SelectNetProfitLargestLoss height=15 width="15%" align=right numberkind="percent">5186.61%</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Adjusted_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Adj. Net Profit as % of Largest Loss</A></TD>
<TD id=Long_AdjustedNetProfitLargestLoss height=15 width="12%" align=right numberkind="percent">3648.43%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD class=titlesection height=15 width="50%" colSpan=2>
<P align=left><SPAN style="LETTER-SPACING: -1pt"><B>Max. Drawdown (Intra-day Peak to Valley)</B></SPAN></P></TD>
<TD class=titlesection height=15 width="50%" colSpan=2>
<P align=left><B>&nbsp;&nbsp; <SPAN style="LETTER-SPACING: -1pt">Max. Drawdown (Trade Close to Trade Close)</SPAN></B></P></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=Long_MaxIntradayDrawDown height=15 width="15%" align=right><FONT color=red>($3,551.38)</FONT></TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('max__equity_drawdown_cc__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=Long_CTCDrawdown height=15 width="12%" align=right><FONT color=red>($2,591.66)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%" noWrap><A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_pv__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=Long_MaxPTV_Drawdown_div_InitCap height=15 width="15%" align=right numberkind="percent">3.55%</TD>
<TD height=15 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_CC__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=Long_CTCDrawDownInitialCapital height=15 width="12%" align=right numberkind="percent">2.59%</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('net_prft_max_drawdown__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=Long_NetProfitMaxDrawDown height=15 width="15%" align=right numberkind="percent">1906.47%
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=Long_NetProfitCTCDrawdown height=15 width="12%" align=right numberkind="percent">2612.46%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max__Equity_Drawdown_PV__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Drawdown</A></TD>
<TD id=Long_SelectNetProfitMaxDrawdown height=15 width="15%" align=right numberkind="percent">2204.87%
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Drawdown</A></TD>
<TD id=Long_SelectNetProfitCTCDrawdown height=15 width="12%" align=right numberkind="percent">3021.36%</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Adj_Net_Prft_max_Drawdown__Strategy_Performance_Report_');" href="?">Adj. Net Prof as % of Drawdown</A></TD>
<TD id=Long_AdjustedNetProfitMaxDrawDown height=15 width="15%" align=right numberkind="percent">1550.98%
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adj_net_prft_max_drawdown__strategy_performance_report_');" href="?">Adj. Net Profit as % of Drawdown</A></TD>
<TD id=Long_SelectNetProfitCTCDrawdown height=15 width="12%" align=right numberkind="percent">3021.36%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Max. Trade Drawdown</A></TD>
<TD id=Long_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($1,500.00)</FONT></TD>
<TD height=15 width="38%">&nbsp;</TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD class=titlesub height=15 width="35%"><A class=helpLinkTitleSection onclick="return HelpTip('short_trades__strategy_performance_report_');" href="?">Short Trades</A></TD>
<TD class=titlesub height=15 width="15%"></TD>
<TD class=titlesub height=15 width="38%"></TD>
<TD class=titlesub height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=Short_TotalNetProfit height=15 width="15%" align=right>$69,556.38</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD id=ProfitFactor_Short height=15 width="12%" align=right numberkind="real">1.45</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('gross_profit__strategy_performance_report_');" href="?">Gross Profit</A></TD>
<TD id=Short_GrossProfit height=15 width="15%" align=right>$223,878.98</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('gross_loss__strategy_performance_report_');" href="?">Gross Loss</A></TD>
<TD id=Short_GrossLoss height=15 width="12%" align=right><FONT color=red>($154,322.60)</FONT></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit </A></TD>
<TD id=Short_RollOverCredit height=15 width="15%" align=right>$0.00</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=Short_OpenPositionPL height=15 width="15%" align=right>$0.00</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=Short_SelectNetProfit height=15 width="15%" align=right>$56,250.76</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_profit_factor__strategy_performance_report_');" href="?">Select Profit Factor</A></TD>
<TD id=Short_SelectProfitFactor height=15 width="12%" align=right numberkind="real">1.42</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_gross_profit__strategy_performance_report_');" href="?">Select Gross Profit</A></TD>
<TD id=Short_SelectGrossProfit height=15 width="15%" align=right>$191,022.00</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('select_gross_loss__strategy_performance_report_');" href="?">Select Gross Loss</A></TD>
<TD id=Short_SelectGrossLoss height=15 width="12%" align=right><FONT color=red>($134,771.24)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_net_profit__strategy_performance_report_');" href="?">Adjusted Total Net Profit</A></TD>
<TD id=Short_AdjustedNetProfit height=15 width="15%" align=right>$52,696.32</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_profit_factor__strategy_performance_report_');" href="?">Adjusted Profit Factor</A></TD>
<TD id=Short_AdjustedProfitFactor height=15 width="12%" align=right numberkind="real">1.33</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('adjusted_gross_profit__strategy_performance_report_');" href="?">Adjusted Gross Profit</A></TD>
<TD id=Short_AdjustedGrossProfit height=15 width="15%" align=right>$214,253.67</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_gross_loss__strategy_performance_report_');" href="?">Adjusted Gross Loss</A></TD>
<TD id=Short_AdjustedGrossLoss height=15 width="12%" align=right><FONT color=red>($161,557.36)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=15 width="35%">&nbsp;</TD>
<TD height=15 width="15%"></TD>
<TD bgColor=#ffffff height=15 width="38%">&nbsp;</TD>
<TD bgColor=#ffffff height=15 width="12%">&nbsp;</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=Short_TotalNumberTrades height=15 width="15%" align=right numberkind="int">996</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('percent_profitable__strategy_performance_report_');" href="?">Percent Profitable</A></TD>
<TD id=Short_PercentProfitable height=15 width="12%" align=right numberkind="percent">54.32%</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winning Trades</A></TD>
<TD id=Short_NumberWinningTrades height=15 width="15%" align=right numberkind="int">541</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losing Trades</A></TD>
<TD id=Short_NumberLosingTrades height=15 width="12%" align=right numberkind="int">455</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('even_trades__strategy_performance_report_');" href="?">Even Trades</A></TD>
<TD id=Short_NumberEvenTrades height=15 width="15%" align=right numberkind="int">0</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Proft</A></TD>
<TD id=Short_AvgTrade height=15 width="15%" align=right>$69.84</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=Short_RatioAvgWinAvgLoss height=15 width="12%" align=right numberkind="real">1.22</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_winning_trade__strategy_performance_report_');" href="?">Avg. Winning Trade</A></TD>
<TD id=Short_AverageWinningTrade height=15 width="15%" align=right>$413.82</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_losing_trade__strategy_performance_report_');" href="?">Avg. Losing Trade</A></TD>
<TD id=Short_AverageLosingTrade height=15 width="12%" align=right><FONT color=red>($339.17)</FONT></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winning_trade__strategy_performance_report_');" href="?">Largest Winning Trade</A></TD>
<TD id=Short_LargestWinningTrade height=15 width="15%" align=right>$2,877.78</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=Short_LargestLosingTrade height=15 width="12%" align=right><FONT color=red>($1,509.72)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=Short_LargetWinTradePercentGrossProfit height=15 width="15%" align=right numberkind="percent">1.29%</TD>
<TD height=15 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_loser_pcnt_of_gross_loss__strategy_performance_report_');" href="?">Largest Loser as % of Gross Loss</A></TD>
<TD id=Long_LargetLosingTradePercentGrossLoss height=15 width="12%" align=right numberkind="percent">1.53%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_consecutive_wins__strategy_performance_report_');" href="?">Max. Consecutive Winning Trades</A></TD>
<TD id=Short_MaxConsecutiveWinners height=15 width="15%" align=right numberkind="int">7</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('maximum_consecutive_losses__strategy_performance_report_');" href="?">Max. Consecutive Losing Trades</A></TD>
<TD id=Short_MaxConsecutiveLosers height=15 width="12%" align=right numberkind="int">8</TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_winners__strategy_performance_report_');" href="?">Avg. Bars in Winning Trades</A></TD>
<TD id=Short_AvgNumBarsInWinners height=19 width="15%" align=right numberkind="real">47.24</TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('average_number_of_bars_in_losers__strategy_performance_report_');" href="?">Avg. Bars in Losing Trades</A></TD>
<TD id=Short_AvgNumBarsInLosers height=19 width="12%" align=right numberkind="real">46.62</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_total_trades__strategy_performance_report_');" href="?">Avg. Bars in Total Trades</A></TD>
<TD id=Short_AvgBarsInTotalTrades width="15%" align=right numberkind="real">46.96</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('maximum_number_of_contracts_held__strategy_performance_report_');" href="?">Max. Shares/Contracts Held</A></TD>
<TD id=Short_MaxNumContractsHeld height=19 width="15%" align=right numberkind="int">1</TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('account_size_required__strategy_performance_report_');" href="?">Account Size Required</A></TD>
<TD id=Short_AccountSizeRequired height=19 width="12%" align=right>$3,966.66</TD></TR></TR>
<TR class=Detail>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('total_slippage__strategy_performance_report_');" href="?">Total Slippage</A></TD>
<TD id=Short_Slippage height=19 width="15%" align=right>$4,980.00</TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=Short_CommissionPerTransaction height=19 width="12%" align=right>$4,701.12</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=18 width="35%"><A class=helpLink onclick="return HelpTip('net_prft_largest_loss__strategy_performance_report_');" href="?">Net Profit as % of Largest Loss</A></TD>
<TD id=Short_NetProfitLargestLoss height=18 width="15%" align=right numberkind="percent">4607.24%</TD>
<TD height=18 width="38%"></TD>
<TD height=18 width="12%"></TD></TR>
<TR class=Detail>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Largest Loss</A></TD>
<TD id=Short_SelectNetProfitLargestLoss height=19 width="15%" align=right numberkind="percent">3725.91%</TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Adjusted_Net_Profit_div_Largest_Loss__Strategy_Performance_Report_');" href="?">Adj. Net Profit as % of Largest Loss</A></TD>
<TD id=Short_AdjustedNetProfitLargestLoss height=19 width="12%" align=right numberkind="percent">3490.47%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD class=titlesection height=15 width="50%" colSpan=2>
<P align=left><SPAN style="LETTER-SPACING: -1pt"><B>Max. Drawdown (Intra-day Peak to Valley)</B></SPAN></P></TD>
<TD class=titlesection height=15 width="50%" colSpan=2>
<P align=left><B>&nbsp;&nbsp; <SPAN style="LETTER-SPACING: -1pt">Max. Drawdown (Trade Close to Trade Close)</SPAN></B></P></TD></TR>
<TR>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('maximum_intraday_drawdown__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=Short_MaxIntradayDrawDown height=19 width="15%" align=right><FONT color=red>($4,750.00)</FONT></TD>
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('max__equity_drawdown_cc__strategy_performance_report_');" href="?">Value</A></TD>
<TD id=Short_CTCDrawdown height=19 width="12%" align=right><FONT color=red>($3,966.66)</FONT></TD></TR>
<TR class=Detail>
<TD height=19 width="35%" noWrap><A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_pv__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=Short_MaxPTV_Drawdown_div_InitCap height=19 width="15%" align=right numberkind="percent">4.75%</TD>
<TD height=19 width="38%" noWrap>&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Max_Equity_Drawdown_div_Initial_Capital_CC__Strategy_Performance_Report_');" href="?">as % of Initial Capital</A></TD>
<TD id=Short_CTCDrawDownInitialCapital height=19 width="12%" align=right numberkind="percent">3.97%</TD></TR>
<TR>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('net_prft_max_drawdown__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=Short_NetProfitMaxDrawDown height=19 width="15%" align=right numberkind="percent">1464.34%
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('net_prft_max_drawdown__strategy_performance_report_');" href="?">Net Profit as % of Drawdown</A></TD>
<TD id=Short_NetProfitCTCDrawdown height=19 width="12%" align=right numberkind="percent">1753.53%</TD></TR>
<TR class=Detail>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max__Equity_Drawdown_PV__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Drawdown</A></TD>
<TD id=Short_SelectNetProfitMaxDrawdown height=19 width="15%" align=right numberkind="percent">1184.23%
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('Select_Net_Profit_div_Max_Equity_Drawdown_CC__Strategy_Performance_Report_');" href="?">Slct. Net Profit as % of Drawdown</A></TD>
<TD id=Short_SelectNetProfitCTCDrawdown height=19 width="12%" align=right numberkind="percent">1418.09%</TD></TR>
<TR class=Detail>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('Adj_Net_Prft_max_Drawdown__Strategy_Performance_Report_');" href="?">Adj. Net Prof as % of Drawdown</A></TD>
<TD id=Short_AdjustedNetProfitMaxDrawDown height=19 width="15%" align=right numberkind="percent">1109.40%
<TD height=19 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('adjusted_net_profit_div_max__equity_drawdown_cc__strategy_performance_report_');" href="?">Adj. Net Prof as % of Drawdown</A></TD>
<TD id=Short_AdjustedNetProfitCTCDrawdown height=19 width="12%" align=right numberkind="percent">1328.48%</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=19 width="35%"><A class=helpLink onclick="return HelpTip('maximum_drawdown__strategy_performance_report_');" href="?">Max. Trade Drawdown</A></TD>
<TD id=Short_MaxTradeDrawDown height=19 width="15%" align=right><FONT color=red>($1,500.00)</FONT></TD>
<TD height=19 width="38%">&nbsp;</TD>
<TD height=19 width="12%"></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- Table view ends here--><!-- footer -->
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<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/4/2010 3:40:48 AM, 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 id=HeaderInfo class=Header>ADT, @ES.D, 5 min., 9/11/1997 8:35:00 AM - 12/23/2009 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=640>
<TBODY>
<TR>
<TD>
<TABLE style="BORDER-COLLAPSE: collapse" id=summary_strategy_table border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD bgColor=#0066cc width="60%" colSpan=2>&nbsp;<FONT class=title>TradeStation Trade Analysis</FONT></TD>
<TD id=tdImage1 bgColor=#0066cc width="40%" colSpan=2 align=right><A onclick="ExpandTable(document.getElementById('summary_strategy_table'),'summary_strategy_table','summary_strategy_arrow');&#13;&#10;ExpandTable(document.getElementById('RunupDrawdown'),'RunupDrawdown', 'RunupDrawdown_arrow' );&#13;&#10;ExpandTable(document.getElementById('summary_efficiency_table'),'summary_efficiency_table', 'efficiency_arrow' );&#13;&#10;return false;"><IMG border=0 name=summary_strategy_arrow alt=Collapse src="cid:GIFS/#3234" width=70 height=19></A></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left>&nbsp;</TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('all_trades__strategy_performance_report_');" href="?">All Trades</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winners</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losers</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=TotalTradeAnalysis_NumberOfTrades height=18 width="20%" align=right numberkind="int">1857</TD>
<TD id=NumberWinningTrades height=18 width="20%" align=right numberkind="int">1075</TD>
<TD id=NumberLosingTrades height=18 width="20%" align=right numberkind="int">782</TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('average_trade_win_loss__strategy_performance_report_');" href="?">Avg. Trade Net Profit</A></TD>
<TD id=TotalTradeAnalysis_AverageTrade height=18 width="20%" align=right>$73.92</TD>
<TD id=AverageWinningTrade height=18 width="20%" align=right>$362.73</TD>
<TD id=AverageLosingTrade height=18 width="20%" align=right><FONT color=red>($323.12)</FONT></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('1_standard_deviation_stdev__strategy_performance_report_');" href="?"><SPAN id=STDEV_NUM>1</SPAN> Std. Deviation of Avg. Trade</A></TD>
<TD id=TotalTradeAnalysis_STDEV height=18 width="20%" align=right>$487.55</TD>
<TD id=Win_STDEV height=18 width="20%" align=right>$365.42</TD>
<TD id=Loss_STDEV height=18 width="20%" align=right>$329.55</TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('average_trade_plus_stdev__strategy_performance_report_');" href="?">Avg. Trade + <SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD id=TotalTradeAnalysis_AverageTradePlus_STDEV height=18 width="20%" align=right>$561.46</TD>
<TD id=Win_AverageTradePlus_STDEV height=18 width="20%" align=right>$728.16</TD>
<TD id=Loss_AverageTradePlus_STDEV height=18 width="20%" align=right>$6.44</TD></TR>
<TR>
<TD id=TotalTradeAnalysis_AVG_N_STDEV_Description height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('average_trade_minus_stdev__strategy_performance_report_');" href="?">Avg. Trade - <SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD id=TotalTradeAnalysis_AverageTradeMinus_STDEV height=18 width="20%" align=right><FONT color=red>($413.63)</FONT></TD>
<TD id=Win_AverageTradeMinus_STDEV height=18 width="20%" align=right><FONT color=red>($2.69)</FONT></TD>
<TD id=Loss_AverageTradeMinus_STDEV height=18 width="20%" align=right><FONT color=red>($652.67)</FONT></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('coefficient_of_variation__strategy_performance_report_');" href="?">Coefficient of Variation</A></TD>
<TD id=TotalTradeAnalysis_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">659.60%</TD>
<TD id=Win_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">100.74%</TD>
<TD id=Loss_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">101.99%</TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><B><A class=helpLink onclick="return HelpTip('Time_Averages__strategy_performance_report_');" href="?">Time Averages</A></B></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('avg_time_in_trades__strategy_performance_report_');" href="?">Avg. Time in Trades</A></TD>
<TD id=AvgTimeInTrades height=18 width="20%" align=right>3 Hrs, 40 Mins</TD>
<TD id=AvgTimeInWinningTrades height=18 width="20%" align=right>3 Hrs, 40 Mins</TD>
<TD id=AvgTimeInLosingTrades height=18 width="20%" align=right>3 Hrs, 41 Mins</TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('avg_time_between_trades__strategy_performance_report_');" href="?">Avg. Time Between Trades</A></TD>
<TD id=AvgTimeBetweenTrades height=18 width="20%" align=right>2 Dys, 6 Hrs, 15 Mins</TD>
<TD id=AvgTimeBetweenWinningTrades height=18 width="20%" align=right>4 Dys, 28 Mins</TD>
<TD id=AvgTimeBetweenLosingTrades height=18 width="20%" align=right>5 Dys, 13 Hrs, 54 Mins</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('average_time_between_equity_peaks__strategy_performance_report_');" href="?">Avg. Time Between Trade Profit Peaks</A></TD>
<TD id=AvgTimeBetweenPeaks height=18 width="20%" align=right>196 Dys, 23 Hrs, 35 Mins</TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 width="40%"></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><B><A class=helpLink onclick="return HelpTip('outliers__strategy_performance_report_');" href="?">Outliers</A></B></TD>
<TD height=18 width="20%" align=right><B><A class=helpLink onclick="return HelpTip('total_outliers__strategy_performance_report_');" href="?">Total</A></B></TD>
<TD height=18 width="20%" align=right><B><A class=helpLink onclick="return HelpTip('positive_outliers__strategy_performance_report_');" href="?">Positive</A></B></TD>
<TD height=18 width="20%" align=right><B><A class=helpLink onclick="return HelpTip('negative_outliers__strategy_performance_report_');" href="?">Negative</A></B></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('number_of_outliers__strategy_performance_report_');" href="?">Number of Outliers</A></TD>
<TD id=TT_TotalOutlier height=18 width="20%" align=right numberkind="int">39</TD>
<TD id=TT_PosOutlier height=18 width="20%" align=right numberkind="int">17</TD>
<TD id=TT_NegOutlier height=18 width="20%" align=right numberkind="int">22</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('outlier_profitloss__strategy_performance_report_');" href="?">Outlier Profit/Loss</A></TD>
<TD id=PL_TotalOutlier height=18 width="20%" align=right>$2,708.42</TD>
<TD id=PL_PosOutlier height=18 width="20%" align=right>$35,847.26</TD>
<TD id=PL_NegOutlier height=18 width="20%" align=right><FONT color=red>($33,138.84)</FONT></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left>&nbsp;</TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR></TBODY></TABLE></TD></TR>
<TR>
<TD>
<TABLE style="BORDER-COLLAPSE: collapse" id=RunupDrawdown border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%">
<TBODY>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><B><A class=helpLink onclick="return HelpTip('trade_runup_drawdown__strategy_performance_report_');" href="?">Run-Up/Drawdown</A></B></TD>
<TD height=18 width="20%" noWrap align=right>&nbsp;</TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('trade_runup__strategy_performance_report_');" href="?">Run-Up</A></B></TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('trade_drawdown__strategy_performance_report_');" href="?">Drawdown</A></B></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('maximum_trade_runup_drawdown__strategy_performance_report_');" href="?">Max. Value</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_Maximum height=18 width="20%" align=right>$3,475.00</TD>
<TD id=DrawDown_Maximum height=18 width="20%" align=right><FONT color=red>($1,500.00)</FONT></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('maximum_runup_drawdown_date__strategy_performance_report_');" href="?">Max. Value Date</A></TD>
<TD height=18 width="20%"></TD>
<TD id=TradeAnalysis_RunUpDate height=18 width="20%" align=right>10/9/2008</TD>
<TD id=TradeAnalysis_DrawDownDate height=18 width="20%" align=right>2/24/1999</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('average_runup_drawdown__strategy_performance_report_');" href="?">Avg. Value</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_Average height=18 width="20%" align=right>$373.18</TD>
<TD id=DrawDown_Average height=18 width="20%" align=right><FONT color=red>($295.60)</FONT></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('1_standard_deviation_stdev__strategy_performance_report_');" href="?"><SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_STDEV height=18 width="20%" align=right>$366.99</TD>
<TD id=DrawDown_STDEV height=18 width="20%" align=right>$307.85</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('Avg_RunUpDrawdown_plus_Std._Deviation__Strategy_Performance_Report_');" href="?">Avg. + <SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_AverageTradePlus_STDEV height=18 width="20%" align=right>$740.16</TD>
<TD id=DrawDown_AverageTradePlus_STDEV height=18 width="20%" align=right>$12.24</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('Avg_RunUpDrawdown_minus_Std._Deviation__Strategy_Performance_Report_.htm');" href="?">Avg. - <SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_AverageTradeMinus_STDEV height=18 width="20%" align=right>$6.19</TD>
<TD id=DrawDown_AverageTradeMinus_STDEV height=18 width="20%" align=right><FONT color=red>($603.45)</FONT></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('coefficient_of_variation__strategy_performance_report_');" href="?">Coefficient of Variation</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">98.34%</TD>
<TD id=DrawDown_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">104.14%</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left>&nbsp;</TD>
<TD height=18 width="20%"></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR></TBODY></TABLE>
<TABLE style="BORDER-COLLAPSE: collapse" id=summary_efficiency_table border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%">
<TBODY>
<TR id=TMA81>
<TD height=16 vAlign=top width="40%" align=left><B><A class=helpLink onclick="return HelpTip('efficiency_analysis__strategy_performance_report_');" href="?">Efficiency Analysis</A></B></TD>
<TD height=16 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('total_efficiency__strategy_performance_report_');" href="?">Total</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD height=16 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('Entry_Efficiency__Strategy_Performance_Report_');" href="?">Entry</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD height=16 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('exit_efficiency__strategy_performance_report_');" href="?">Exit</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('average_efficiency__strategy_performance_report_');" href="?">Avg. Efficiency</A></TD>
<TD id=TotalEff_Average height=18 width="20%" align=right numberkind="percent">11.99%</TD>
<TD id=EntryEff_Average height=18 width="20%" align=right numberkind="percent">55.58%</TD>
<TD id=ExitEff_Average height=18 width="20%" align=right numberkind="percent">56.42%</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('1_standard_deviation_stdev__strategy_performance_report_');" href="?"><SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD id=TotalEff_STDEV height=18 width="20%" align=right numberkind="percent">53.29%</TD>
<TD id=EntryEff_STDEV height=18 width="20%" align=right numberkind="percent">30.47%</TD>
<TD id=ExitEff_STDEV height=18 width="20%" align=right numberkind="percent">31.33%</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('avg_efficiency_plus_std_deviation__strategy_performance_report_');" href="?">Avg. + <SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD id=TotalEff_AverageTradePlus_STDEV height=18 width="20%" align=right numberkind="percent">65.28%</TD>
<TD id=EntryEff_AverageTradePlus_STDEV height=18 width="20%" align=right numberkind="percent">86.05%</TD>
<TD id=ExitEff_AverageTradePlus_STDEV height=18 width="20%" align=right numberkind="percent">87.75%</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('avg_efficiency_minus_std_deviation__strategy_performance_report_');" href="?">Avg. - <SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD id=TotalEff_AverageTradeMinus_STDEV height=18 width="20%" align=right numberkind="percent"><FONT color=red>(41.29%)</FONT></TD>
<TD id=EntryEff_AverageTradeMinus_STDEV height=18 width="20%" align=right numberkind="percent">25.10%</TD>
<TD id=ExitEff_AverageTradeMinus_STDEV height=18 width="20%" align=right numberkind="percent">25.08%</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('coefficient_of_variation__strategy_performance_report_');" href="?">Coefficient of Variation</A></TD>
<TD id=TotalEff_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">444.33%</TD>
<TD id=EntryEff_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">54.83%</TD>
<TD id=ExitEff_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">55.54%</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><IMG border=0 name=efficiency_arrow alt=Collapse src="cid:GIFS/#3234" width=0 height=0><IMG border=0 name=RunupDrawdown_arrow alt=Collapse src="cid:GIFS/#3234" width=0 height=0></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR></TBODY></TABLE>
<TABLE style="BORDER-COLLAPSE: collapse" border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD bgColor=#0066cc width="60%" colSpan=2>&nbsp;<FONT class=title>TradeStation Trade Series Analysis</FONT></TD>
<TD id=tdImage2 bgColor=#0066cc width="40%" colSpan=2 align=right><A onclick="ExpandTable(document.getElementById('AnalysisSeries'),'AnalysisSeries', 'analysis_series_arrow');&#13;&#10;return false;"><IMG border=0 name=analysis_series_arrow alt=Collapse src="cid:GIFS/#3234" width=70 height=19></A></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left></TD>
<TD height=18 width="20%"></TD>
<TD height=18 width="20%" align=right><B><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winners</A></B></TD>
<TD height=18 width="20%" align=right><B><A class=helpLink onclick="return HelpTip('losing_trades_strategy_performance_report_');" href="?">Losers</A></B></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('largest_profit_loss__strategy_performance_report_');" href="?">Largest Profit/Loss</A></TD>
<TD height=18 width="20%" align=right></TD>
<TD id=LargestProfit height=18 width="20%" align=right>$2,990.28</TD>
<TD id=LargestLoss height=18 width="20%" align=right><FONT color=red>($1,509.72)</FONT></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" noWrap align=left><A class=helpLink onclick="return HelpTip('largest_profit_loss_as_of_gross_strategy_performance_report_');" href="?">Largest Profit/Loss as % of Gross</A></TD>
<TD height=18 width="20%" align=right></TD>
<TD id=Win_PercentNetProfit height=18 width="20%" align=right numberkind="percent">0.77%</TD>
<TD id=Loss_PercentNetProfit height=18 width="20%" align=right numberkind="percent">0.60%</TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('largest_consecutive_profit_loss__strategy_performance_report_');" href="?">Largest Consec. Profit/Loss</A></TD>
<TD height=18 width="20%" align=right></TD>
<TD id=LargestConsecutiveProfit height=18 width="20%" align=right>$5,908.34</TD>
<TD id=LargestConsecutiveLoss height=18 width="20%" align=right><FONT color=red>($5,226.38)</FONT></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" noWrap align=left><A class=helpLink onclick="return HelpTip('largest_consec_profit_loss_as_of_gross_strategy_performance_report_');" href="?">Largest Consec. Profit/Loss as % of Gross</A></TD>
<TD height=18 width="20%" align=right></TD>
<TD id=Win_PercentConsecutiveNetProfit height=18 width="20%" align=right numberkind="percent">1.52%</TD>
<TD id=Loss_PercentConsecutiveNetProfit height=18 width="20%" align=right numberkind="percent">2.07%</TD></TR></TBODY></TABLE>
<TABLE id=AnalysisSeries border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD>
<TABLE style="BORDER-COLLAPSE: collapse" id=AnalysisSeriesWinners border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%" cols=4>
<TBODY>
<TR>
<TD height=24 vAlign=bottom width="25%">
<P align=center><B>Winning Series</B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=24 vAlign=bottom width="25%">
<P align=center><B><A class=helpLink onclick="return HelpTip('number_of_series__strategy_performance_report_');" href="?">Number of Series</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=24 vAlign=bottom width="25%">
<P align=center><B><A class=helpLink onclick="return HelpTip('average_gain_loss_series__strategy_performance_report_');" href="?">Avg. Gain per Series</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=24 vAlign=bottom width="25%">
<P align=center><B><A class=helpLink onclick="return HelpTip('average_gain_loss_next_trade__strategy_performance_report_');" href="?">Avg. Loss Next Trade</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>193</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$356.02</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($306.99)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>120</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$362.36</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($357.53)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>62</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$354.33</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($356.49)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>40</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$373.64</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($412.22)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>31</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$375.84</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($314.16)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$449.21</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($441.86)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$266.17</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($249.30)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$371.79</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($290.97)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$269.45</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($47.22)</FONT></TD></TR></TBODY></TABLE>
<TABLE style="BORDER-COLLAPSE: collapse" id=AnalysisSeriesLosers border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%" height=79 cols=4>
<TBODY>
<TR>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B>Losing Series</B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B><A class=helpLink onclick="return HelpTip('number_of_series__strategy_performance_report_');" href="?">Number of Series</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B><A class=helpLink onclick="return HelpTip('average_gain_loss_series__strategy_performance_report_');" href="?">Avg. Loss per Series</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B><A class=helpLink onclick="return HelpTip('average_gain_loss_next_trade__strategy_performance_report_');" href="?">Avg. Gain Next Trade</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>275</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($336.54)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$369.19</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>112</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($331.37)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$375.77</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>45</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($308.89)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$326.39</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>23</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($291.11)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$341.37</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($318.29)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$438.49</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($334.72)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$590.28</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($63.29)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$15.28</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($478.47)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$215.28</TD></TR></TBODY></TABLE>
<TABLE id=summary_strategy_table border=0 cellSpacing=0 cellPadding=0 width=498>
<TBODY>
<TR>
<TD width="80%"></TD>
<TD height=19 width="20%"></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
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<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/4/2010 3:40:48 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
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<HTML><META NAME="TMA" CONTENT="false"><HEAD><TITLE>Annual Trading Summary</TITLE><!-- External support files --><LINK rel=stylesheet type=text/css href="cid:TSSPR.CSS">
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<TR>
<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>ADT, @ES.D, 5 min., 9/11/1997 8:35:00 AM - 12/23/2009 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=640>
<TBODY>
<TR>
<TD>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD bgColor=#0066cc width="100%"><FONT class=title>TradeStation Periodical Returns: Annual&nbsp;</FONT></TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width="100%"><A class=helpLink onclick="return HelpTip('mark_to_market_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" height=3 cols=6>
<TBODY>
<TR>
<TD class=titlesection height=1 width="20%" align=right>
<P align=center><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></P></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('analysis_net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection height=1 width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD width="20%" align=right>
<P align=center>Last 12 month</P></TD>
<TD id=Last12Months_NetProfit width="16%" align=right>$11,407.32</TD>
<TD id=Last12Months_PercentGain width="12%" align=right>5.05%</TD>
<TD id=Last12Months_ProfitFactor width="16%" align=right>1.65</TD>
<TD id=Last12Months_NumberTrades width="16%" align=right>169</TD>
<TD id=Last12Months_PercentProfitable width="16%" align=right>54.44%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$11,530.92</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.11%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.69</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>164</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>54.88%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$21,621.20</TD>
<TD bgColor=#ffffff height=21 background="" align=right>10.59%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.54</TD>
<TD bgColor=#ffffff height=21 background="" align=right>165</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.76%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$20,596.18</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11.22%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.04</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>156</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>58.33%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2006</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,933.64</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.06%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.16</TD>
<TD bgColor=#ffffff height=21 background="" align=right>138</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.62%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2005</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,862.78</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.04%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.16</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>126</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>55.56%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2004</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$7,879.48</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.59%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.76</TD>
<TD bgColor=#ffffff height=21 background="" align=right>141</TD>
<TD bgColor=#ffffff height=21 background="" align=right>60.99%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2003</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,667.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.58%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.19</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>150</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>55.33%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2002</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$9,679.50</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.07%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.40</TD>
<TD bgColor=#ffffff height=21 background="" align=right>150</TD>
<TD bgColor=#ffffff height=21 background="" align=right>62.67%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2001</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$7,265.60</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.77%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.30</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>145</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>58.62%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$20,779.54</TD>
<TD bgColor=#ffffff height=21 background="" align=right>15.81%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.69</TD>
<TD bgColor=#ffffff height=21 background="" align=right>168</TD>
<TD bgColor=#ffffff height=21 background="" align=right>59.52%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/1999</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$13,848.96</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11.78%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.60</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>157</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>58.60%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/1998</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$14,287.84</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13.83%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.71</TD>
<TD bgColor=#ffffff height=21 background="" align=right>153</TD>
<TD bgColor=#ffffff height=21 background="" align=right>60.78%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/1997</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,309.82</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.31%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.59</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>44</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>56.82%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width="100%"><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="20%" align=middle><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2009 - Today</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$11,530.92</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.11%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.69</TD>
<TD bgColor=#ffffff height=21 background="" align=right>164</TD>
<TD bgColor=#ffffff height=21 background="" align=right>54.88%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2008 - 1/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$33,152.12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>16.24%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.58</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>329</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>55.32%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2007 - 1/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$53,748.30</TD>
<TD bgColor=#ffffff height=21 background="" align=right>29.29%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.70</TD>
<TD bgColor=#ffffff height=21 background="" align=right>485</TD>
<TD bgColor=#ffffff height=21 background="" align=right>56.29%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2006 - 1/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$55,681.94</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>30.67%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.63</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>623</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>55.70%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2005 - 1/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$57,544.72</TD>
<TD bgColor=#ffffff height=21 background="" align=right>32.02%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.57</TD>
<TD bgColor=#ffffff height=21 background="" align=right>749</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.67%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2004 - 1/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$65,424.20</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>38.07%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.59</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>890</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>56.52%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2003 - 1/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$68,091.20</TD>
<TD bgColor=#ffffff height=21 background="" align=right>40.25%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.54</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1040</TD>
<TD bgColor=#ffffff height=21 background="" align=right>56.35%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2002 - 1/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$77,770.70</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>48.76%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.52</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1190</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.14%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2001 - 1/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$85,036.30</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.86%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.49</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1335</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.30%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2000 - 1/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$105,815.84</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>80.50%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.52</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1503</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.55%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/1999 - 1/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$119,664.80</TD>
<TD bgColor=#ffffff height=21 background="" align=right>101.76%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.53</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1660</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.65%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/1998 - 1/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$133,952.64</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>129.66%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.54</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1813</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.92%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/1997 - 1/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$137,262.46</TD>
<TD bgColor=#ffffff height=21 background="" align=right>137.26%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.54</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1857</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.89%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE id=hftable class=hiddentable>
<TBODY>
<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/4/2010 3:40:48 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
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<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>ADT, @ES.D, 5 min., 9/11/1997 8:35:00 AM - 12/23/2009 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
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<TR>
<TD>
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<TD class=title bgColor=#0066cc width="100%">TradeStation Periodical Returns: Daily</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
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<TR>
<TD class=titlesection><A class=helpLink onclick="return HelpTip('mark_to_market_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="30%" align=right>
<P align=center><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></P></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="10%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$40.28</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.02%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/21/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($184.72)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.08%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/18/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$115.28</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.05%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00%</TD></TR>
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<TD bgColor=#ccffcc height=21 background="" align=middle>12/15/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$140.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.06%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/14/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($47.22)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.02%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00%</TD></TR>
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<TD bgColor=#ccffcc height=21 background="" align=middle>12/11/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($159.72)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.07%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/9/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($234.72)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.10%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/30/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($272.22)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.11%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/25/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$52.78</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.02%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($122.22)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.05%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/19/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($172.22)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.07%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/17/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($222.22)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.09%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/16/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($9.72)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.00%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/12/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$215.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.09%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/10/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($272.22)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.11%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/9/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$327.78</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.14%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/6/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$77.78</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.03%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/3/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$152.78</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.06%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/2/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($409.72)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.17%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/30/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$690.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.29%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/29/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$190.28</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.08%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/28/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$565.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.24%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/26/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$352.78</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.15%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$140.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.06%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($134.72)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.06%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/16/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($84.72)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.04%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/15/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($259.72)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.11%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/14/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$340.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.14%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/13/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($47.22)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.02%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/8/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($84.72)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.04%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/5/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$177.78</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.08%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$365.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.15%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/30/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($209.72)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.09%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/29/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($147.22)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.06%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/28/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$27.78</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.01%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/25/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($109.72)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.05%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/24/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$40.28</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.02%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/22/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($34.72)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.01%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/21/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($9.72)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.00%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/18/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($22.22)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.01%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="30%" align=right>
<P align=center><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></P></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="10%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/23/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$40.28</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.04%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/22/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$40.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.02%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/21/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($144.44)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.14%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.22</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/20/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($144.44)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.14%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.22</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/19/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($144.44)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.06%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.22</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/18/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($29.16)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.03%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.84</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.67%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/17/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($29.16)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.03%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.84</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.67%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/16/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($29.16)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.01%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.84</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.67%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/15/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$111.12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.05%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.60</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/14/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$63.90</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.06%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/13/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$63.90</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.06%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.28</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>60.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/12/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$63.90</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.03%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/11/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($95.82)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.10%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.76</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/10/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($95.82)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.04%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.76</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/9/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($330.54)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.33%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.47</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>42.86%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/8/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($330.54)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.33%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.47</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>42.86%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/7/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($330.54)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.33%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.47</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>42.86%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/6/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($330.54)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.33%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.47</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>42.86%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/5/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($330.54)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.33%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.47</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>42.86%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/4/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($330.54)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.33%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.47</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>42.86%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/3/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($330.54)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.33%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.47</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>42.86%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/2/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($330.54)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.33%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.47</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>42.86%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/1/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($330.54)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.14%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.47</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>42.86%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/30/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($602.76)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.60%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.33</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>37.50%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/29/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($602.76)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.60%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.33</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>37.50%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/28/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($602.76)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.60%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.33</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>37.50%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/27/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($602.76)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.60%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.33</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>37.50%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/26/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($602.76)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.25%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.33</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>37.50%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/25/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($549.98)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.55%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.39</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>44.44%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/24/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($549.98)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.55%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.39</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>44.44%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/23/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($549.98)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.55%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.39</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>44.44%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/22/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($549.98)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.55%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.39</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>44.44%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/21/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($549.98)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.23%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.39</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>44.44%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/20/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($672.20)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.28%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.34</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>10</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>40.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/19/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($844.42)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.84%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.29</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>36.36%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/18/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($844.42)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.35%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.29</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>36.36%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/17/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,066.64)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.45%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.25</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>33.33%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/16/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,076.36)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(1.08%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.24</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>30.77%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/15/2009 - 12/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,076.36)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(1.08%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.24</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13</TD>
<TD bgColor=#ffffff height=21 background="" align=right>30.77%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/14/2009 - 12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,076.36)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(1.08%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.24</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>30.77%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE id=hftable class=hiddentable>
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<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/4/2010 3:40:48 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

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<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>ADT, @ES.D, 5 min., 9/11/1997 8:35:00 AM - 12/23/2009 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=640>
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<TR>
<TD>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=title bgColor=#0066cc width=659>TradeStation Periodical Returns: Monthly</TD></TR></TBODY></TABLE>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%" height=17>
<TBODY>
<TR>
<TD class=titlesection width="100%"><BR><A class=helpLink onclick="return HelpTip('mark_to_market_montly_average_analysis__strategy_performance_report_');" href="?">Mark-To-Market Monthly Average Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridAveragePeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('avg_analysis_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Avg. Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=middle>
<P align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">%Profitable</A></P></TD>
<TD width="15%" align=right></TD>
<TD width="15%" align=right></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>January</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,361.95</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.36%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>64.52%</TD>
<TD bgColor=#ffffff height=21 background=""></TD>
<TD bgColor=#ffffff height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=left>February</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$810.67</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.49%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>55.88%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>March</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$740.30</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.44%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>58.50%</TD>
<TD bgColor=#ffffff height=21 background=""></TD>
<TD bgColor=#ffffff height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=left>April</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,625.26</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.97%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>62.34%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>May</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$276.41</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.16%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.45%</TD>
<TD bgColor=#ffffff height=21 background=""></TD>
<TD bgColor=#ffffff height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=left>June</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$540.77</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.32%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>54.36%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>July</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$895.40</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.53%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.75%</TD>
<TD bgColor=#ffffff height=21 background=""></TD>
<TD bgColor=#ffffff height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=left>August</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,025.84</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.60%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.76%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>September</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$995.54</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.58%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.35%</TD>
<TD bgColor=#ffffff height=21 background=""></TD>
<TD bgColor=#ffffff height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=left>October</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,476.63</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.88%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60.66%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>November</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$410.18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.24%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>54.38%</TD>
<TD bgColor=#ffffff height=21 background=""></TD>
<TD bgColor=#ffffff height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=left>December</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$959.43</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.57%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>59.21%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width="100%"><A class=helpLink onclick="return HelpTip('mark_to_market_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right>
<P align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">%Profitable</A></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($330.54)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.14%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.47</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>42.86%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($654.14)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.27%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.56</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>41.67%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,211.14</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.94%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.62</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13</TD>
<TD bgColor=#ffffff height=21 background="" align=right>61.54%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$516.70</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.22%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.71</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>15</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>46.67%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($420.80)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.18%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.72</TD>
<TD bgColor=#ffffff height=21 background="" align=right>15</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.33%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,311.08)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.55%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.38</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>28.57%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$641.70</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.27%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.86</TD>
<TD bgColor=#ffffff height=21 background="" align=right>15</TD>
<TD bgColor=#ffffff height=21 background="" align=right>60.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$411.14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.17%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>61.54%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,076.42</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.89%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.46</TD>
<TD bgColor=#ffffff height=21 background="" align=right>14</TD>
<TD bgColor=#ffffff height=21 background="" align=right>64.29%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>3/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,944.48</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.71%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.81</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>16</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>62.50%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>2/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,633.36</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.71%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.30</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,812.54</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.25%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.04</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.22%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,040.24)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.46%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.81</TD>
<TD bgColor=#ffffff height=21 background="" align=right>17</TD>
<TD bgColor=#ffffff height=21 background="" align=right>47.06%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,029.20</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.90%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.29</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>15</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$7,850.04</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.62%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.20</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.67%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$6,125.04</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.91%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.38</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>61.11%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$841.68</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.40%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.67%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,530.58</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.73%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.73</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>54.55%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($220.80)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.11%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.92</TD>
<TD bgColor=#ffffff height=21 background="" align=right>15</TD>
<TD bgColor=#ffffff height=21 background="" align=right>40.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$815.30</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.39%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.74</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>10</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($987.46)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.47%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.65</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>33.33%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>3/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$123.64</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.06%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.04</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>53.85%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>2/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,930.58</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.93%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.83</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.73%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,623.64</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.29%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.99</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.92%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,861.14</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.92%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.77</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.85%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,547.26</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.79%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.03</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>17</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>64.71%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($1,316.64)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.66%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.51</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$513.92</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.26%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.30</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>35.71%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,293.10</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.20%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.01</TD>
<TD bgColor=#ffffff height=21 background="" align=right>20</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,848.64</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.96%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>61.54%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,411.14</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.33%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11.59</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.92%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$561.14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.30%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.48</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>53.85%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$509.74</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.27%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.32</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>3/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,830.58</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.98%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.40</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>63.64%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>2/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,100.02</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.14%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.75</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.67%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$436.14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.24%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.46</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>53.85%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/1/2006</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$133.36</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.07%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.17</TD>
<TD bgColor=#ffffff height=21 background="" align=right>12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>41.67%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2006</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$847.24</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.46%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>25.40</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>87.50%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/1/2006</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$115.30</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.06%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.14</TD>
<TD bgColor=#ffffff height=21 background="" align=right>10</TD>
<TD bgColor=#ffffff height=21 background="" align=right>60.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/1/2006</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($663.86)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.36%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.53</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>46.15%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width=601><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right>
<P align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">%Profitable</A></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/1/2009 - Today</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($330.54)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.14%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.47</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>42.86%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2009 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($984.68)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.41%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.53</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>42.11%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/1/2009 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,226.46</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.52%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.45</TD>
<TD bgColor=#ffffff height=21 background="" align=right>32</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/1/2009 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,743.16</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.74%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.51</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>47</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>48.94%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/1/2009 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,322.36</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.56%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.27</TD>
<TD bgColor=#ffffff height=21 background="" align=right>62</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/1/2009 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$11.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>46.05%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/1/2009 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$652.98</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.28%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.08</TD>
<TD bgColor=#ffffff height=21 background="" align=right>91</TD>
<TD bgColor=#ffffff height=21 background="" align=right>48.35%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/1/2009 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,064.12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.45%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>104</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/1/2009 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,140.54</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.34%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.29</TD>
<TD bgColor=#ffffff height=21 background="" align=right>118</TD>
<TD bgColor=#ffffff height=21 background="" align=right>51.69%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>3/1/2009 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$7,085.02</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.08%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.55</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>134</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>52.99%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>2/1/2009 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$8,718.38</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.81%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.62</TD>
<TD bgColor=#ffffff height=21 background="" align=right>146</TD>
<TD bgColor=#ffffff height=21 background="" align=right>52.74%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2009 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$11,530.92</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.11%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.69</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>164</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>54.88%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/1/2008 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$10,490.68</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.63%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.47</TD>
<TD bgColor=#ffffff height=21 background="" align=right>181</TD>
<TD bgColor=#ffffff height=21 background="" align=right>54.14%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2008 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$12,519.88</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.57%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.43</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>196</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>54.59%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/1/2008 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$20,369.92</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9.39%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.57</TD>
<TD bgColor=#ffffff height=21 background="" align=right>214</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.61%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/1/2008 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$26,494.96</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12.57%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.66</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>232</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>56.03%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/1/2008 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$27,336.64</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13.02%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.68</TD>
<TD bgColor=#ffffff height=21 background="" align=right>238</TD>
<TD bgColor=#ffffff height=21 background="" align=right>56.30%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/1/2008 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$28,867.22</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13.85%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.68</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>249</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>56.22%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/1/2008 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$28,646.42</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13.73%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.63</TD>
<TD bgColor=#ffffff height=21 background="" align=right>264</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.30%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/1/2008 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$29,461.72</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14.18%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.64</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>274</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>55.11%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/1/2008 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$28,474.26</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13.64%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.58</TD>
<TD bgColor=#ffffff height=21 background="" align=right>292</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.77%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>3/1/2008 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$28,597.90</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13.71%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.55</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>305</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>53.77%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>2/1/2008 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$30,528.48</TD>
<TD bgColor=#ffffff height=21 background="" align=right>14.77%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.56</TD>
<TD bgColor=#ffffff height=21 background="" align=right>316</TD>
<TD bgColor=#ffffff height=21 background="" align=right>54.43%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2008 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$33,152.12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>16.24%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.58</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>329</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>55.32%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/1/2007 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$35,013.26</TD>
<TD bgColor=#ffffff height=21 background="" align=right>17.31%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.59</TD>
<TD bgColor=#ffffff height=21 background="" align=right>342</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.26%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2007 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$38,560.52</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19.41%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.61</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>359</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>55.71%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/1/2007 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$37,243.88</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18.62%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.57</TD>
<TD bgColor=#ffffff height=21 background="" align=right>371</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.53%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/1/2007 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$37,757.80</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18.93%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.56</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>385</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>54.81%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/1/2007 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$42,050.90</TD>
<TD bgColor=#ffffff height=21 background="" align=right>21.54%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.59</TD>
<TD bgColor=#ffffff height=21 background="" align=right>405</TD>
<TD bgColor=#ffffff height=21 background="" align=right>54.81%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/1/2007 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$43,899.54</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>22.70%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.60</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>418</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>55.02%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/1/2007 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$48,310.68</TD>
<TD bgColor=#ffffff height=21 background="" align=right>25.57%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.66</TD>
<TD bgColor=#ffffff height=21 background="" align=right>431</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.68%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/1/2007 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$48,871.82</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>25.94%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.65</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>444</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>55.63%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/1/2007 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$49,381.56</TD>
<TD bgColor=#ffffff height=21 background="" align=right>26.28%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.66</TD>
<TD bgColor=#ffffff height=21 background="" align=right>452</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.97%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>3/1/2007 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$51,212.14</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>27.53%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.68</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>463</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>56.16%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>2/1/2007 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$53,312.16</TD>
<TD bgColor=#ffffff height=21 background="" align=right>28.98%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.70</TD>
<TD bgColor=#ffffff height=21 background="" align=right>472</TD>
<TD bgColor=#ffffff height=21 background="" align=right>56.36%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2007 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$53,748.30</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>29.29%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.70</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>485</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>56.29%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/1/2006 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$53,881.66</TD>
<TD bgColor=#ffffff height=21 background="" align=right>29.38%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.69</TD>
<TD bgColor=#ffffff height=21 background="" align=right>497</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.94%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2006 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$54,728.90</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>29.98%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.70</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>505</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>56.44%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/1/2006 - 12/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$54,844.20</TD>
<TD bgColor=#ffffff height=21 background="" align=right>30.07%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.70</TD>
<TD bgColor=#ffffff height=21 background="" align=right>515</TD>
<TD bgColor=#ffffff height=21 background="" align=right>56.50%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/1/2006 - 12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$54,180.34</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>29.59%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.68</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>528</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>56.25%</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 id=HeaderInfo class=Header>ADT, @ES.D, 5 min., 9/11/1997 8:35:00 AM - 12/23/2009 3:15:00 PM</SPAN></TD></TR></TBODY></TABLE>
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<TD class=title width=637>TradeStation Periodical Returns: Weekly</TD></TR></TBODY></TABLE>&nbsp; 
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<TR>
<TD class=titlesection><A class=helpLink onclick="return HelpTip('mark_to_market_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
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<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="18%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="14%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($144.44)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.06%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.22</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/13/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$208.34</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.09%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.41</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.67%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/6/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($394.44)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.17%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/29/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($272.22)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.11%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/22/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$52.78</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.02%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/15/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($526.38)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.22%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/8/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$270.84</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.11%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.99</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.67%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($179.16)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.08%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.56</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.67%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/25/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,798.62</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.76%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/18/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$5.56</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.04</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/11/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($51.38)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.02%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.87</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>25.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/4/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$93.06</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.04%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.10</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/27/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$36.12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.02%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.10</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($113.88)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.05%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.26</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>25.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/13/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($16.66)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.01%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.91</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>33.33%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/6/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$193.06</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.08%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6.56</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/30/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$723.62</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.31%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13.12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($666.66)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.28%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/16/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$470.84</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.20%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/9/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($426.38)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.18%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.31</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/2/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$261.12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.11%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.94</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/26/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($469.44)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.20%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/19/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($726.38)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.31%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.15</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>25.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/12/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$370.84</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.16%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.81</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.67%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/5/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($688.88)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.29%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/28/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$202.78</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.09%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/21/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$383.34</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.16%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.49</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.67%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/14/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$333.34</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.14%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/7/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($488.88)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.21%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/31/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$413.90</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.17%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.81</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>80.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/24/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($404.16)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.17%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.58</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.67%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/17/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($169.44)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.07%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/10/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$113.90</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.05%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.36</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>60.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/3/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$568.06</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.24%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/26/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$145.84</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.06%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.93</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>33.33%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/19/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$323.62</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.14%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.42</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/12/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,283.34</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.55%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/5/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$195.84</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.08%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.46</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.67%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/29/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$236.12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.10%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.89</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>25.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>3/22/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,318.06</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.57%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.00%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="18%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="14%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/20/2009 - Today</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($144.44)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.06%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.22</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/13/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$63.90</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.03%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/6/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($330.54)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.14%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.47</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>42.86%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/29/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($602.76)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.25%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.33</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>37.50%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/22/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($549.98)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.23%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.39</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>44.44%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/15/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,076.36)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.45%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.24</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>30.77%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/8/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($805.52)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.34%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.53</TD>
<TD bgColor=#ffffff height=21 background="" align=right>16</TD>
<TD bgColor=#ffffff height=21 background="" align=right>37.50%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/1/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($984.68)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.41%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.53</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>42.11%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/25/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$813.94</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.34%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.39</TD>
<TD bgColor=#ffffff height=21 background="" align=right>23</TD>
<TD bgColor=#ffffff height=21 background="" align=right>52.17%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/18/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$819.50</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.35%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.37</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>25</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>52.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/11/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$768.12</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.32%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.29</TD>
<TD bgColor=#ffffff height=21 background="" align=right>29</TD>
<TD bgColor=#ffffff height=21 background="" align=right>48.28%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/4/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$861.18</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.36%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.32</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>31</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>48.39%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/27/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$897.30</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.38%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.29</TD>
<TD bgColor=#ffffff height=21 background="" align=right>35</TD>
<TD bgColor=#ffffff height=21 background="" align=right>48.57%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/20/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$783.42</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.33%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.24</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>39</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>46.15%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/13/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$766.76</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.32%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.22</TD>
<TD bgColor=#ffffff height=21 background="" align=right>42</TD>
<TD bgColor=#ffffff height=21 background="" align=right>45.24%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/6/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$959.82</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.41%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>44</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>45.45%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/30/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,683.44</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.71%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.48</TD>
<TD bgColor=#ffffff height=21 background="" align=right>48</TD>
<TD bgColor=#ffffff height=21 background="" align=right>47.92%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/23/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,016.78</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.43%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.24</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>51</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>45.10%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/16/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,487.62</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.63%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.36</TD>
<TD bgColor=#ffffff height=21 background="" align=right>54</TD>
<TD bgColor=#ffffff height=21 background="" align=right>48.15%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/9/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,061.24</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.45%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.22</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>58</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>48.28%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/2/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,322.36</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.56%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.27</TD>
<TD bgColor=#ffffff height=21 background="" align=right>62</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/26/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$852.92</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.36%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.16</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>64</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>48.44%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/19/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$126.54</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.05%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.02</TD>
<TD bgColor=#ffffff height=21 background="" align=right>68</TD>
<TD bgColor=#ffffff height=21 background="" align=right>47.06%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/12/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$497.38</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.21%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.08</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>47.89%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/5/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($191.50)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.08%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.97</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75</TD>
<TD bgColor=#ffffff height=21 background="" align=right>45.33%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/28/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$11.28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.00%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.00</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>46.05%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/21/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$394.62</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.17%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.06</TD>
<TD bgColor=#ffffff height=21 background="" align=right>79</TD>
<TD bgColor=#ffffff height=21 background="" align=right>46.84%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/14/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$727.96</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.31%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.10</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>82</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>48.78%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/7/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$239.08</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.10%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.03</TD>
<TD bgColor=#ffffff height=21 background="" align=right>86</TD>
<TD bgColor=#ffffff height=21 background="" align=right>46.51%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/31/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$652.98</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.28%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.08</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>91</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>48.35%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/24/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$248.82</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.10%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.03</TD>
<TD bgColor=#ffffff height=21 background="" align=right>94</TD>
<TD bgColor=#ffffff height=21 background="" align=right>48.94%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/17/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$79.38</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.03%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.01</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>96</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>47.92%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/10/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$193.28</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.08%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.02</TD>
<TD bgColor=#ffffff height=21 background="" align=right>101</TD>
<TD bgColor=#ffffff height=21 background="" align=right>48.51%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/3/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$761.34</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.32%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.08</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>103</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>49.51%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/26/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$907.18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.38%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.10</TD>
<TD bgColor=#ffffff height=21 background="" align=right>106</TD>
<TD bgColor=#ffffff height=21 background="" align=right>49.06%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/19/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,230.80</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.52%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>110</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.00%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/12/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,514.14</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.07%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.25</TD>
<TD bgColor=#ffffff height=21 background="" align=right>113</TD>
<TD bgColor=#ffffff height=21 background="" align=right>51.33%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/5/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,709.98</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.16%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.26</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>116</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>51.72%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/29/2009 - 12/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,946.10</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.26%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.27</TD>
<TD bgColor=#ffffff height=21 background="" align=right>120</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.83%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>3/22/2009 - 12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,264.16</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.83%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.39</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>122</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>51.64%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
<TABLE id=hftable class=hiddentable>
<TBODY>
<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/4/2010 3:40:48 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit
Content-ID: <Performance Graphs>

<html><body><BR><BR>Performance Graphs - Equity Curve Line<BR>
<p><img src="cid:images\3.0.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve Detailed<BR>
<p><img src="cid:images\3.1.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve Area<BR>
<p><img src="cid:images\3.2.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve UnderWater(monthly)<BR>
<p><img src="cid:images\3.3.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve UnderWater(weekly)<BR>
<p><img src="cid:images\3.4.jpg"></p>
<BR><BR>Performance Graphs - Monthly Net Profit<BR>
<p><img src="cid:images\3.5.jpg"></p>
<BR><BR>Performance Graphs - Monthly Accumulative Net Profit<BR>
<p><img src="cid:images\3.6.jpg"></p>
<BR><BR>Performance Graphs - Average Profit by Month<BR>
<p><img src="cid:images\3.7.jpg"></p>
</body></html>

--==TSBoundary-SPR
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-ID: <images\3.0.jpg>

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Obm9tPioFIoLNBpHzMzjowMyKyJbmY3F4xelFEIrjCTHNze2nxUCkUFmg0j5mZx0YGZFZEtzMbi8YvSiiEVxhJjm5vbT4qBSKCzQaR8zM46MDMisiW5mNxeMXpRRCK4wkxzc3tp8XkMovD2RcPmPjowMyKyJbmY3F4xelFEIrjCTHNze2nxUCkUFmg0j5mZx0YGZFZEtzMbi8YvSiiEVxhJjm5vbT4vIZReHsi4fMfHRgZkVkS3MxuLxi9KKIRXGEmObm9tPioFIoLNBpHzMzjowMyKyJbmY3F4xelFEIrjCTHNze2nxeQyi8PZFw+Y+OjAzIrIluZjcXjF6UUQiuMJMc3N7afFQKRQWaDSPmZnHRgZkVkS3MxuLxi9KKIRXGEmObm9tPi8hlF4eyLh8x8dGBmRWRLczG4vGL0oohFcYSY5ub20+KgUigs0GkfMzOOjAzIrIluZjcXjF6UUQiuMJMc3N7afFomMZU8DpeLPcdRTAzIrIluZjcXjF6UUQiuMJMc3N7afFQKRQWaDSPmZnHRgZkVkS3MxuLxi9KKIRXGEmObm9tPi0TGMqeB0vFnuOopgZkVkS3MxuLxi9KKIRXGEmObm9tPioFIoLNBpHzMzjowMyKyJbmY3F4xelFEIrjCTHNze2nxaJjGVPA6Xiz3HUVGkDZXssU+H1ItWmRsrl1z9t9KKIRXGEmObm9tPioFIoLNBpHzMzjowMyKyJbmY3F4xemLoUcYThzc3tp8X+9RcunAhT/j46S9uowXAqnJGbm9LBUKwlZaWuMF+AgOkZ1IElpIRSkdjpUMyAnaVQYMQYOx6xYNYLgRCHOc5vb8vpJVCuYYuNup7+OPUSqFcwxcbdT38ceolUK5hi426nv449RKoVzDFxt1Pfxx6gQAhUBdwrPl9QIAQqAu4Vny+oEAIVAXcKz5eoTADQGDWZax9hr+rD9f3/AFYt+EnzIxPCM83fqae+ndVL4aTUmvU099O6qXw0mpNepp76d1UvhpNSa9TT307qpfDSak16klwvXphq3336klwvXphq3336tjtVVYRVVZG1X+vD9f3/AEqYeBARb1DOu01c+pApFBZoNI+ZmcepkVakjTLh3z99epkVakjTLh3z99epkVakjTLh3z99epkVakjTLh3z99epGEAsr4MU+H1IwgFlfBinw+gUa2yYGHsu3jjmJ8yiA4I58jMDa4luWubLh/4x324n9WH6/v8AqxYNYLgRCHOc5vb8vpJVCuYYuNup7+OPUSqFcwxcbdT38ceolUK5hi426nv449RKoVzDFxt1Pfxx6gQAhUBdwrPl9QIAQqAu4Vny/wA2J3iUGADuoK4/+hIyk7HAcFgBfH9uH6/v+g42TxpKxO/HPGstkMhIXAXvLz7kKsTepAB4yONb4F5SUjgHEInKxvDChKFShOmFahHOcZFDAgTHSauL36GFq24BDu0ne9IoIkVlCVninydJrHAbUGPbCP36GFq24BDu0ne9IoIkVlCVninydPwk+ZGJ4Rnm76GFq24BDu0ne9IoIkVlCVninydJrHAbUGPbCP36GFq24BDu0ne9IoIkVlCVninydFAMjytVlkvGuOhhatuAQ7tJ3vSKCJFZQlZ4p8nSaxwG1Bj2wj9+hhatuAQ7tJ3vSKCJFZQlZ4p8nRQDI8rVZZLxrjoYWrbgEO7Sd70igiRWUJWeKfJ0mscBtQY9sI/foYWrbgEO7Sd70igiRWUJWeKfJ0UAyPK1WWS8a46GFq24BDu0ne9IoIkVlCVninydJrHAbUGPbCP36GFq24BDu0ne9IoIkVlCVninydFAMjytVlkvGuOhhatuAQ7tJ3vSKCJFZQlZ4p8nSaxwG1Bj2wj9+hhatuAQ7tJ3vSKCJFZQlZ4p8nQURhHZErVaI15t30MLVtwCHdpO96RQRIrKErPFPk6TWOA2oMe2Efv0MLVtwCHdpO96RQRIrKErPFPk6CiMI7IlarRGvNu+hhatuAQ7tJ3vVcfWKjJ4urzq9aXDzhrsDwf1Asq2UykH3UOkUESKyhKzxT5Ok1jgNqDHthH79DC1bcAh3aTveiuIhWUMmeKfJ9Bxb4xzTt8f/fVMhITAXvLz7FIsDepUA4yGN75E4SVjoDFAHKVvJSJKFCge2tbgHOM49QtApFBZoNI+ZmcepkVakjTLh3z99epkVakjTLh3z99epkVakjTLh3z99epkVakjTLh3z99epGEAsr4MU+H1IwgFlfBinw9RjHEFSqj2H/PfpMLiEUcI/wB+H6/v+rFg1guBEIc5zm9vy+klUK5hi426nv449RKoVzDFxt1Pfxx6iVQrmGLjbqe/jj1EqhXMMXG3U9/HHqBACFQF3Cs+X1AgBCoC7hWfL1LUsNxndPs488/QYfr+/wClwgwpGcMEUmb3xN+p+EnzIxPCM83fqae+ndVL4aTUmvU099O6qXw0mpNepp76d1UvhpNSa9TT307qpfDSak16klwvXphq3336mRERENIbWPLzh39Dh+v7/qxaBSKCzQaR8zM49TIq1JGmXDvn769TIq1JGmXDvn769TIq1JGmXDvn769TIq1JGmXDvn769SMIBZXwYp8PpwxNVCQA+Lft9Fh+v7/oQEAIUIoDZzUDK+QqQVKlISWkjnJPkKLpGdSEJIWkFrHc6VLMoJ3lAGTNGTuesWDWC4EQhznOb2/L6SVQrmGLjbqe/jj1EqhXMMXG3U9/HHqJVCuYYuNup7+OPUSqFcwxcbdT38cfzdw8sOVnPf8A4PbpgRBVgaDuTKl+UGVlaUsFTOTMuOOOklHhXGi0VyJC8TPXFILYmBTYg8ubpTpnBDsjnAJf+CzSUbx4uCK3FOPfu9E5ogUxKve5k4JM0cym9eKi74x7+0+hw/X9/wBCcDE54IVDGhzZjo5hscEAW/YFz5TJ4tNAoalNyIyZMwlaigblKsy4DkxzEh0DHl8ia+eZjjoCvgnQkra8ZvO7ektFBAqZmuHjnWe70KRp1qdBi8ccHvvoCvgnQkra8ZvO7ektFBAqZmuHjnWe70/CT5kYnhGebvoCvgnQkra8ZvO7ektFBAqZmuHjnWe70KRp1qdBi8ccHvvoCvgnQkra8ZvO7ektFBAqZmuHjnWe70cAYlzUQqyJIYO3QFfBOhJW14zed29JaKCBUzNcPHOs93oUjTrU6DF444PffQFfBOhJW14zed29JaKCBUzNcPHOs93o4AxLmohVkSQwdugK+CdCStrxm87t6S0UECpma4eOdZ7vQpGnWp0GLxxwe++gK+CdCStrxm87t6S0UECpma4eOdZ7vRwBiXNRCrIkhg7dAV8E6ElbXjN53b0looIFTM1w8c6z3ehSNOtToMXjjg999AV8E6ElbXjN53b0looIFTM1w8c6z3elT7xUB4FWaRvE6BPEKMFgrVxvNzz0ulFSlvAccazK5b1wtG8w4C8Hj6YRoAvIcNr243x0looIFTM1w8c6z3ehSNOtToMXjjg999AV8E6ElbXjN53b0bdQAqZ7OHjnWe79WLQKRQWaDSPmZnHqZFWpI0y4d8/fXqZFWpI0y4d8/fXqZFWpI0y4d8/fXpvIGnIBivLD79GEpsMKywox4rOt7blZuZfY+sw/X9/93Pe5BHuRU8yPJRHr20iiJhEciNEciT1BDoGPJ5QR8czPHqBrBcCIQ5znN7fl9JKoVzDFxt1Pfxx6iVQrmGLjbqe/jj02QpyL7H7yhynVUF10BMVZQ2ZyzsEU7GCMImbTzhXxO+E8OLJ2cGfB191PxJNLfNvQRCKNR2nZq8eTHTRUu1+9vrsP1/f/AHEAl6QqrUXMSHBAcdLxCwkQxBWZHFZ/YLfhJ8yMTwjPN36mnvp3VS+Gk1Jr1NPfTuql8NJqTXoOZCmKLQqJDFKV6GBBBaYUDycX3qS9BrDBbFWHbKv3/wAPD9f3/wBxoXVPJaDnK5XmU9NgNHFcSGMTWO1P7BaBSKCzQaR8zM49TIq1JGmXDvn769RgZW6VF4jmgveczP8AJeI6RZe8gZ2M7qYXUKp5V/xcP1/f/cl852EAk8FHJgb/ACipkLJzBSNoIaVn/wCEuXlyum/f1+78Mn2LG++vgLfJGOc/J8usIMARvLFUJid83XQQsPK1xgXFzMs89JYYLTkuJm++tnEyDWC4EQhznOb2/KELDytcYFxczLPPSWGC05LiZvvrZxMg1guBEIc5zm9vyhCw8rXGBcXMyzz0lhgtOS4mb762cTINYLgRCHOc5vb8oQsPK1xgXFzMs89JYYLTkuJm++tnEyBzFt8aDVr5x7dBCw8rXGBcXMyzz0lhgtOS4mb762cTINYLgRCHOc5vb8oQsPK1xgXFzMs89ZBwEtGDGMI3lHUTvsagaoc3mvO+hlyQBwLRXsDq1vHRYhAZECxLy4nHKdJhdQqnlX/CDuFzpjNs1fbzx0lhgtOS4mb762cTINYLgRCHOc5vb8oQsPK1xgXFzMs89G85Icl4ZvvrZxM/2uwqCyrgbillYZmHTQ2ES9lC/H9gt+EnzIxPCM83fqae+ndVL4aTUmvQJudCXBGVpOuL9/8AKw/X9/8AcCjjWENNbhMDJfPrFDAgTHSauL39SBSKCzQaR8zM49TIq1JGmXDvn76/mopeAImZN4DiTHH+Zh+v7/qxYNYLgRCHOc5vb8vpJVCuYYuNup7+OP4iSPpOKHiQc6jji1UPNKrVx/mYfr+/6sW/CT5kYnhGebv1EveeuRFbloyJgnB1alh3BpXyjg+7q/5uH6/v+hK14F/6ChEyo82oJYvWAcXKWs4134I/CHjqFnK8qUuOCJUZkhPMFnZQZ4wTCDCkZwwRSZvfE30NLTyscYMzMzBfHSyGC15DiYnvvRzcJxgORVIc4xm9/wAA0tPKxxgzMzMF8dLIYLXkOJie+9HNwZYZzJhvjKk8XfQ0tPKxxgzMzMF8dLIYLXkOJie+9HNwnGA5FUhzjGb3/ANLTyscYMzMzBfHT68IxrQAJnFOR+6niwPAsbnATXHRIyk7HAcFgBfH+UjcLjDGbTq+/jnpZDBa8hxMT33o5uE4wHIqkOcYze/4BpaeVjjBmZmYL46c5yR5DwxPfejm4+g7YTx5sPcy48vSa5pZs5CQ5fnodU0lLOB5OX56WV0GnnKnPL8+sWDWC4EQhznOb2/L6HdrBkFwcmuL3w5/0MP1/f8AVi34SfMjE8Izzd/yGF1CAOVel0mhHIAIzk7avH+jh+v7/pUh0DHl8ia+eZjj1IFIoLNBpHzMzj+R+AI5knlivjzCmkmulX5Xn27H+jh+v7/qxYNYLgRCHOc5vb8soAt2YcD3/wCc66pqZqwgju5YmI2oSMpOxwHBYAXx/pYfr+/6HHG+IKmXvpvouEzxahYKScNvli9+EFUqlgScVdi4fbvJkTmVdGZw4zgIdAx5PKCPjmZ46Ej4I2JKSnObxuTpJBQUamJvg543ns9CEKcajQ4vPPJ7a6Ej4I2JKSnObxuTpJBQUamJvg543ns9QUPAq4i4LTiFe/S8S3Ix4o8UwOeON/54rCFOR5LXvzrnpJBQUamJvg543ns9CEKcajQ4vPPJ7a6Ej4I2JKSnObxuToyakDUx3cHPG89n6EjWumgCkKoiDSASE6KGyh54ER0cY+TV0wgRJDVOGtDa1pSZseWYQF7iXHPN9Iuqh5rAKuOrQDbty4Ht/wB530ZmCsmAB8B/qYfr+/6oW1A54SZE21w7S4P9bD9f3/S4QYAjeWKoTE75uvR8KgURp7THm+/+vh+v7/phZQKpSmVgfdQ/nHQq7uOUsy77B/r4fr+/6QpM2PDMIqdgDnjmE+2F1GcTjKZ6DEhphROciGjfVvEBhAS/Ac3JdtpXRrNyU/8Aju1A/wBTCqh5rAKuP5/X9/0h7N7Mi8whoxeXOMzeiaENNm1HUXeev2n8dftP461kWWYiYYMX3Xr9p/HX7T+Ojs4hRa4BMYjPdvr9p/HX7T+OtZFlmImGDF916/afx1+0/joaErgTVqaaTUmuv2n8dftP46c5Kx6VM44LDwHX7T+Ov2n8dDQlcCatTTSak11+0/jr9p/HTnJWPSpnHBYeA6/afx1+0/joaErgTVqaaTUmuv2n8dftP46c5Kx6VM44LDwHX7T+Ov2n8dDQlcCatTTSak11+0/jr9p/HWFSauBKsy9ftP46/afx0NlgpCYTM3m9ftP46/afx1hUmrgSrMvX7T+Ov2n8dDZYKQmEzN5vX7T+Ov2n8dYVJq4EqzL1+0/jr9p/HQ2WCkJhMzeb1+0/jrKpMXQlGYev2n8dftP46WywUhMhmJzev2n8dftP46yqTF0JRmHr9p/HX7T+Og4vBKFEZ9WLQKRQWaDSPmZnHqZFWpI0y4d8/fXqZFWpI0y4d8/fXqZFWpI0y4d8/fXqZFWpI0y4d8/fXqRhALK+DFPh9SMIBZXwYp8PqRhALK+DFPh9KMIFJXwKh8vq/X9/0oYehIwZ1TO+03ceoGsFwIhDnOc3t+X0kqhXMMXG3U9/HHqJVCuYYuNup7+OPUSqFcwxcbdT38ceolUK5hi426nv449QIAQqAu4Vny+oEAIVAXcKz5fUCAEKgLuFZ8vpDBCNUB1Sl+T1fr+/6sW/CT5kYnhGebv1NPfTuql8NJqTXqae+ndVL4aTUmvU099O6qXw0mpNepp76d1UvhpNSa9SS4Xr0w1b779SS4Xr0w1b779SS4Xr0w1b779KC5Xr0yxJ769X6/v+h2vmAcbfDh57PSa5pJs4Gx4fjodU0kLOQ5eH46WV0GnnCHHD8esWgUigs0GkfMzOPUyKtSRplw75++vUyKtSRplw75++vUyKtSRplw75++vUyKtSRplw75++vUjCAWV8GKfD6kYQCyvgxT4fUjCAWV8GKfD6UYQKSvgVD5fV+v7/AKAJfuToY4BXezpoOAm7CA4HKhtZ0sXpQuZlJGc6a8lPhDxxCzhOFazHJQqNyQPiKTuqMc5KTVT8jFfYPj/brVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1ZFJ5iiRMfVJtXE1EAB0SsMwtK0NkLzxCJo5x8inhC8gQg6wiYxjF9GMwDwNMOFiOh5cMIGyB44lV0ca+DIqHmlEo59F5Np4WDA4rA3eGEDZA8cSq6ONfBkVDzSiUc+hTRNkwIGHFfbHZhA2QPHEqujjXwZFQ80olHP8pzGoNgLA3gXwCsBeikxY8tyqL2AuOOKumAQJKIDw3gaWlMnihOQGpMuy49v5aCRCVyKewIr5DlBJZXJBQBlqqKCZ5wxTRNkwIGHFfbHZmlC4rBjFHAcLz3/loJEJXIp7AivkOUFsEiAXYLVqd4zhimibJgQMOK+2OzNKFxWDGKOA4Xnv8Ay0EiErkU9gRXyHKCwNEMoBBLpkBC5cMU0TZMCBhxX2x2ZpQuKwYxRwHC89/5bBIgF2C1aneM4YumAQJKIDw3gaWlaGyF54hE0c4+RTwheQIQdYRMYxi/zRi+7ympeFlOOMlXTAIElEB4bwNLStDZC88QiaOcfIp4QvIEIOsImMYxfqG6wUCnDCr7Bht6JniVCyUk5bfLFaLmIC7B3MLizg49D5c+QVVA5XuajcdJni0CwVl4afDPg/5MAWfb0TJaFpD8Cszs8GUzxaBYKy8NPhnwf8mALPt6JcFtdRPGjnnM2TKZ4tAsFZeGnwz4P+TAFn2/laA+cBUF+ej252ZE4gHZi8Oc4nfhFVIjIEvNXQuJ9W1EE7XJrNc5x/D2B9kMf8XTQkIZhlVGaWUvM6INbwbgrhzkxhXMywSnJDKILvwczVf4ewPshj/i6kalFkAMjzwsyEXpBreDcFcOcmMK5mWCU5IZRBd+Dmar/D2B9kMf8XQQbcYABGMgYsYeGZQa3g3BXDnJjCuZlglOSGUQXfg5mq/w/IFpscL7jpGu4SSBQ4Ey7BpM8SoWSknLb5YrRcxAXYO5hcWcHH8wjeui0p7w3w4p0nfhFVIjIEvNXQuEzxKhZKSctvlitFzEBdg7mFxZwcf+eMGOR+wlCdbM7xAvJ3WMBbqNoeUAQssOWRNEK9K4OsBEQh2qVGmeepZmAHZEMUCprJGPW/MajlFmQzaR89HqDkAisRI05bdToXnM2iCTgAp4a9zoHkT4CBjEdghtAEAIVAXcKz5f/CO2E8OLB2MGPB0FgfaNWXewveHRUvSioIZNAHtjpNY6JaiU7YU+/RxGCxcSHuAC89DgNkEogn/HtjrjK3A4sO2AewHRg5sAk0Xujm9//bL/2Q==

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

--==TSBoundary-SPR
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<html><body><BR><BR>Trade Graphs - Total Efficiency<BR>
<p><img src="cid:images\7.0.jpg"></p>
<BR><BR>Trade Graphs - Entry Efficiency<BR>
<p><img src="cid:images\7.1.jpg"></p>
<BR><BR>Trade Graphs - Exit Efficiency<BR>
<p><img src="cid:images\7.2.jpg"></p>
<BR><BR>Trade Graphs - Total Trades<BR>
<p><img src="cid:images\7.3.jpg"></p>
<BR><BR>Trade Graphs - Winning Trades<BR>
<p><img src="cid:images\7.4.jpg"></p>
<BR><BR>Trade Graphs - Losing Trades<BR>
<p><img src="cid:images\7.5.jpg"></p>
<BR><BR>Trade Graphs - DrawDown<BR>
<p><img src="cid:images\7.6.jpg"></p>
<BR><BR>Trade Graphs - DrawDown P/L<BR>
<p><img src="cid:images\7.7.jpg"></p>
<BR><BR>Trade Graphs - Maximum Adverse Excursion<BR>
<p><img src="cid:images\7.8.jpg"></p>
<BR><BR>Trade Graphs - Maximum Adverse Excursion Percent<BR>
<p><img src="cid:images\7.9.jpg"></p>
<BR><BR>Trade Graphs - Run-up<BR>
<p><img src="cid:images\7.10.jpg"></p>
<BR><BR>Trade Graphs - Run-up P/L<BR>
<p><img src="cid:images\7.11.jpg"></p>
<BR><BR>Trade Graphs - Maximum Favorable Excursion<BR>
<p><img src="cid:images\7.12.jpg"></p>
<BR><BR>Trade Graphs - Maximum Favorable Excursion Percent<BR>
<p><img src="cid:images\7.13.jpg"></p>
</body></html>

--==TSBoundary-SPR
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7wQAhUBeYVn2+4lUK5hi45eJ57be0WalAd//AJoLoQBMRDfOc3OPGPcFjgkNw5ub444d7jUWVIVlensSwwWm5cTN88cm0z/uFi1CXznCsei5zzO3tvQ8iphcf/dKFnjOlK9Uxni9/c+yT3lYnZWdrx7mDx080QvdhObOfekuF8emGrfPPuafPTzVS9mk4k49ot1Kgbf/ADQ0hBUowY9MIzv6orCVTK9Op/8AdbtBTZhd8bdPj0UJfOcKx6LnPM7egxIgQPh+7302tIPbt8beqhZ4zpSvVMZ4vf8A3ixYmCAExjbje4nTk7z1wKBEShHG+hj8EARvc4z96UUQiuMJMb3N6cPa+1AhFFJwWte0xd/cwKtCRyy5eN/jn3owgFlexin0+5kVakjhlw87/PHuQKRQWcBpHvMzbTgQbqh6OBJuCnqJggBMY243uJ05O89qiiEVxhJje5vTh7X/AHCxYWOCQ3Dm5vjjh3uPV3nAlYPnSjKEDX3/AHLpkepYZojbML9m0z7Q4wHBqkds4zOv7PaWKFM0xc8nF8d9veCAEKgLzCs+33EqhXMMXHLxPPbb3A1guBEIb5zm9P2orCRDI9er/wDNbNBXZhdsb9fn2BY4JDcObm+OOHe4zqAs6vBpEA6WP4/7n2JYYLTcuJm+eOTaZ/0C0h0DHl8ia995jb1wsGaxEjnXH8U7GMhdw9FCXznCsei5zzO3t3FTsiIB+hqrOoCIap0uUJk9z7JPeVidlZ2vHuYPHTzRC92E5s596S4Xx6Yat88+5p89PNVL2aTiTj3Psk95GJ2Rne8+u0gpBzkXQYXEKB2R9FCXznCsei5zzO2jLoInbSNshVsOnsULPGdKV6pjPF7/AOwWLDC6BQO4mtpBSDjCHoJggBMY243uJ05O89OwDkzC2p1NPb8gg0B4XroKA8qBSX5am1s5hwZDl8cePcgQiik4LWvaYu/uYFWhI5ZcvG/xz70YQCyvYxT6fcyKtSRwy4ed/nj3IFIoLOA0j3mZtqnJGGFJkehr6+LLlsHQ06R8gqUBrcmsrBmsQCY9BMEAJjG3G9xOnJ3mkoHypBBfhpKB8qQQX4eqiiEVxhJje5vTh7X/AHCxYWOCQ3Dm5vjjh3uPT+ZcdSac63wdAkr01icGBcgZiddNa+EjQOV6+zCwZrESOdcfxTsYyF3DQcYDg1SO2cZnX9nrLEp2CpcD0dZkiyCxRw53HRYoUzTFzycXx3294IAQqAvMKz7fcSqFcwxccvE89tvcDWC4EQhvnOb0/aMF2BgesfOtsJb5wlDhWv8Ar5vGy3b1Z6gRsLluTbGOc5wKESknsKL9uh5VN5YvM5capoeZqtXGiYXQJRuJfRLDBablxM3zxybTP+4WLUJfOcKx6LnPM7aK14LCKnKdNUUHADBTMXprbQkgcZXSQfKWB1g99crLjyQwXcO+nf6QUtyGZDPb1TC6BKNxLoMLoFA7ia2kFIOMIafZJ7ysTsrO149KckYYUmR6Gvr4suWwdDRWvoI0TgeuszgxLknFDrpg8dPNEL3YTmzn3pLhfHphq3zz7mnz081UvZpOJOPc+yT3kYnZGd7z6RU3AsAMVdNLYnDcgQv1ocAkJHcUP2egmMLdVuwDdkB26GgsznjBMZMwzUiFkrpMArkPTBwZmikc+hQs8Z0pXqmM8Xv/AJReOBuSRyDxdqZzhHOvkkx2u0wx5nlr+34ZPgsc+dfQW9yMc59z7awgwBG7sVQmJ1zeNBCw7rW2BcXMyzvpLDBablxM3zxybTI1gS8KRc8jmc7YzNRp8BVg2t77b6qxXKlYV2XHTJM5dOwiFYzlamwInfQJAaoC5YVn26zF+EElgX8TNPlMTzzARqsdl46eTdnKyR6l3PB32WhbaiKKKJcORzjJyc0FTcQGrrTD4Y0ELDutbYFxczLO+ksMFpuXEzfPHJtM2pA6MYWW8nGpjpk0yYu8QdLc7KWGC03LiZvnjk2mTXHFwVB2FzdupjC63mWyMJM9C/M321mc5R9pLgx0c8czn0YDEOjfN6b/ACiSMLDIpCm211SURgK0pghATm42mVqSEgYhg2uZl4xiLuELDutbYFxczLO+ksMFpuXEzfPHJtMg1guBEIb5zm9P2hCw7rW2BcXMyzvpLDBablxM3zxybTIWDWcFltHIv4nVhjbogngHjr97aSwwWm5cTN88cm0yDWC4EQhvnOb0/aELDutbYFxczLO+ksMFpuXEzfPHJtMg1guBEIb5zm9P2rEGgnGHKApQZllLsmksMFpuXEzfPHJtMg1guBEIb5zm9P2hCw7rW2BcXMyzvpLDBablxM3zxybTINYLgRCG+c5vT9rbQFbkFkpuhdk5NyUG7FKJvATu40zAoEImYt33x4xUIWHda2wLi5mWd9JBSlIQ5hF+zQNYLgRCG+c5vT9qCSeUKMoMGgigfEMUMe7s6FMV7QC5RfBnTbMZAeFQvJZllN9HZGXJEAfDOOcZOQawXAiEN85zen7achInxpSZFLN5M3ZSwwWm5cTN88cm0yDWC4EQhvnOb0/aELDutbYFxczLO+ksMFpuXEzfPHJtMg1guBEIb5zm9P2ggBdQFzwrPt/x9WL/AOsm6c63ycBth113P+TAsvxrL4wELWHhrkFd4Y4AbuJphdzyDLkR1+tGV3bnBx0EhwGQVH5PrW1wrgnMSvwaGO8NIbEbvTL20ZZKRUVXJzNtBxl2kpJu2/jU8yRijXNfDHb0A7K0HcKss/Glk65kERDKbu01EW8RUKu8xtr+p/emilL0gyREmQfic64Y74CmGpuGkg+UsDrB76wsGaxEjnWJIsAsAMGNg0MWEQZkNdsvG90WKFM0xc8nF8d9vU7fgEWovKdNdgHIuUkXo+hrKsOEpGp0dDEphQiqSyx5cOksHCJRjPh7Vg01JC4te4d3ptpIPlLA6we+uJ4oZScONl1DkjuELgOr67CNxxJANt+DDO/pkQPdgASD5/Ws+RYOwVyk2HQskMSQjDYbT70rGtoopFw4zpUApWKdTevAc78bg6a6WOBGsf8AHoYZZDEABeh0nHQCFKrvl8zSwXaGB6U86SwwWm5cTN88cm0z/iFuDT56jGgDWEDDiu7xobCD2eTk2ZuDj29IT0XKtHoadBVBgMRQGi2Bw3AkZ96fmoBzbghxedH57ogUhsvTWNzYrJGKOuhpVxoOzIXl43hppo6hVwcJl0edXVNNoN2k3E0mF0CKNxNczdIEZiyTdOdbXB12iXcG5j57atxKI5zZbCLjnS0mSGDlRDbceENGLZLyCkXhi7511RgPUAkbd56lh6alzMbbGzPXjRUINwTubeXGlglIomOiEfJpxCiYBjuxOmHh1kpDSTYMS77a523Kxby+TRsOdTkB3HGObOfXjW+TgklOuv5lx1b6OJT5GK2x10ER0CBQJl69deX3jIsvl7RLixlkKKuJHFxJ21DkjuFJhejpecBgFIgTcH40YGSEA5FC7Pr0Di8FUqAazmctsMSIYOHenXW+RsBBBAr3vM0tgcNgrC/ekwugRRuJoZXUYOcqbbP1opbY8CuxnZ0lSLNIO8BzPxoIWJuqswBX451vINwBg3KJ9nRc6IqiJQcx+NcbblZtrPDqHJGGELhejpQs8Z0pXqmM8XvrHkWTlBMhNk1FQ80olHP+EWqRjaRkQsWesSHQkR0FYmBa3JnOc5jfZhYM1iJHOsVjUKJHBjtdNBQHlQKS/L0FrcK3MIictIv6KqsBKRM786ClYVVIxfv8enMp8DQJK6aIlkdVFBUMmg5RgE5gE/Ovy2UqN49df2/8S3/rXEgqmNk3cXh2c7WWJTuES4Dq+nOlcvAvA63fX7PMzhW120yZbIh4pfzqiWvBhYMNoNtdfL+cFzJNtdprpS7cLfwauz/eUclEwzovIBaXu4cZ5OhpmJtEVI3GjTpUcJKqoQj113U2s2Nnh1voSQOcjobAYbgSl+9BQPlQIGfL0K19LGocJ00QchBvAjPvXc/5cAy/PqMV2BhelfGgM063SLv056a4/inYxkLuHoMF2BgesfOuNtwsW1nl9OJT4GqSV01uP9iYADFCzf8AR9N5wzS0ghvnQPvcOVOfGv8A16odGZNtd6/EycvxrK48S1LA33dHb8FqRU5DppocC3g0Fg5/46xoDU2VqXfP4NBRZIwuKW7J+PRRRCK4wkxvc3pw9qv/AGaI61T86AxBFpgyUH7P8IsRDGKliCEVii7hmvsDC6BQO4mmhlfDPYHJTGFdm6FoQbWZ3FR2ccfOhtci0GxXzo9NawpgHAcaG0A0gdR3ZNbDoYBFDB2N/wAaT2Bvq5DJx39BTN5c7g6GcGmVskEVyVi7zvpndc7RirEMXfpqPPJSNeAP51vICQc5HRY+rmFsDbDTmQVpYUIb50sOc3G6paJE79vSI1TaNyw3nTVs6VpDXEfjPfQNmRmrDPQm1mNb6EkTjK6WAixhcF23D5mmtprKK1JG921AD1ALhSUcMZzqvBSWVYHkp86TlhXlHcGiRG4GWA55AfnXY/5MAWfGoaHuYjRz6KIhegKZQ3TvrBoKkVFavT/uoIfSaAAzc/E12A7GsYQ4dLBdoYHpTzpsKSmV2BegLvokri8mpL1yxvjQU45TpAz4PoVr6WNQ4Tpog5CDeBGfekwugSjcS67gGDYttbe+j5QFOAwPkanHJTWjgq7BuYU5w8cBqG5A7g+fQaNWOIg/7/GjyxPElTAI25dNLVUbs2ESuJNvnbXBvSABBCPP1qNix1cBkGWDHTf0WK5S0nSnjUOSMMKTAdXSWGC03LiZvnjk2mcbmwWAMxdNLQnzYoBn1/hFjZIgVWIjsStwN9vcDFOjiRE2V/DpgIoqMfl/4aqk7G4W2TYfengduYtHLjjwaThyDNSu5n513G9jcxZizRhVUEzCsSLjmaTHrpdA/DqY0caRgQgcq4PnVPVEMBXB6fp7UVjg8lAWDPU+tSHEACyEZcC7r6dp3A4RjzrMK3F72PBxx6DYqTzQD/v8euy0bxTZLud9LYiTzQH/AJ/PoJEgNTsFF2fppoqXlf3TUeLbFMQBWUNtKgCgEBnquDy6h2h0N4p6P1qqh5rAKuNXzJWsNcR8M99XOSyapznkhwM3T+piQt4N3Z+tDXXZOoMsjNrdb6EkDnI6KJUIEwlH5EdDQjzcgFn1rHQeR2bkhsnUNflpZUy+MXS5gjNwLAwJN/rTFqywXmpoCBOdJYlMMKswHV0klUEitco/hzofDHPqoxDrZ1KsQYUdq7aeNIUgQOAMHxpOd8tQswN8/jVTzrCjNL2DbjQaw0SRUp1yJ8azkLQQCKXf9h9NsjTU3uLEFBnjVqQujGUsvLzrieKCxnLjYdI5FDhABVDGV4421LOkaU1zX4x201/ICKIM7jZ4dKpQDIuTDGJv3dZ4xuAJgAA55vPbWZIsgsUcOdx/wi9rB6KLMENm7OcZ9sxw1kyCPsdKlYNIHlMzbbZ886OAoMk3FfLZ58exYgnNKIjnjC6TW+V2RurnY4PTjbcrFtZ5dDXLKW+8dDnN1yKkjm+CDOd9Ig6S5Dvgfz6JhcAqnYDW+hJA5yOg1hokipTrkT40EY6ch2hwoNbx0YJoIDytQwcXO2kO/BZUJemjVBia+FHhE+NYkCyNouWTNPj02LhFFaDxtpMLqFU7q6INLRk9azHYO91mSLAZRHDjZdVUPNKrVx6gxj31KHI7WzmaMzFiLFOHQY521iSLALADBjYPXfQkgcYTW0YsVBSlzgduvr2T/iRFbe5NtECJogAjRfrQ0X1ISq7nGcXOqGTpLxEUpxf3pMB9StsYRwWDv89B28FGAYOxruf8uRZfnWfu3jCoYm649ONtys21nh19AYdC3tvbRUM0RVYlcJ+NLFcpaTpTxpMLgFU7AaGK5C0nWPj0RQCkQU5jGfTrivpL+FPz11jqPxSoIHYcf4Rf9T+vcNgMNgrWffsBEvCkLFWFlrAWddFotO8EuOLk2xdvUMEKVRDmFL9nqISAtJgZQ3eXRpeaMzIjBbG/7db6EkTnAakkDWBjZ1nD86XQMG3TgAAwCpkemrtIebFR9r71Jrb5ioDYv5XroNYaBYoV6ZQ+dJF9oYvWD20MFyFoOlfP+DgXNHJctzPT/wAIEtQ3gA3bzmcd9cV9LPwh+emkG33KwyH4U20MFyFoOlfOmzmwW4K1OGN86KomCMKZF7U+zUtXOotzUmyc+NJohWKIcVhfo0sYAwWrLL0TOy8vs7AGHclvJO3+YWUmbHhmEVOgBztvENlMxXA78Tn2VVAHlqiU2PXDfGdyadIcQh6UpoBWGipFSnXInxqScQDg7UVq4mHN9lVWGh7rEaOdAlPqsLK9DJlxrJDXwBpRXZNMhuSJxlfSmoZrTgMTN88cG9wDA4hFGyOgAs1qcrnc54Xp0PWqoXf0oFPw+/WqW3xu2JyizG22/V1ARBIR9APn/JVVVVVVVVVVVVQ2RYXEohbIuH0ogQjQ2jwjh+dTxKdwiXAdX0oLckUMMUR2Y2mswTmYRVVhh1tI3l4HD8zTlT3TIohPJk0EBK1gpxSs+31ql7m/elR9h0otnTcQL+H3/lFns3syLvCHBi7t8ZF2pkRDHTKz98ewKXZLIchcOBxrC6WQoqEMGNAYGCc0Lm5DnucZwe2cMoEkLkN2nzpkKAQSYQYN99EGNw+BAA9edb5OISU66b6mipLkAzO23p3j+4DfZJfxooCERQOXBvvJi6WwQlGLmc7u23Ger6MoQWAshKopm8ONLYHDYKwv3pbE4bFGM+vcltEk9ckgQ7Z8/wDhtnStIa4j8Z7+0VUMTbtugOzdvoAuKyxTPscHv09gxQQyvcW2c1dc37OP60z59o2uQYHcj50qJxm6o1JubPL11/U/rX9T+tNL7FibNDt/iGxGG5ArPrUDg0YDbmcudVUPdYjEx6IBBXQHTKh8dnpomax2kxUvBi86NCmBUgTinZtoNI0F/djdgXpfGjRKgFtSj/DnSt0t9wKSYSucrdKFIMIDlczffd8caWkQAlERWIrO5dPGuJGQVOZvNLe5XVcBDwPNNpprSkkIIAwyu2M9tdfjzkl2Xqem60bxTcZudtFEqECYSj8iOkyiB70vmOf/AGei0J8EIfgahoeZolHOikyZEkWlzjjUXRZqILUhjRS4sQVFUnLqZuTcNK8il3crl0IRBIV9APnSwXKWg6w867gKiQSjfPsTC4BVOwHsTC4hFGyOt9CSJzgNDJ2iG3HEdzdxPTPkWDsUcLdx1/6c0vpieipWDSB5TM222fPOo2OdFURCRbs7eiQn8Jq+H/po2Wc3LDqUI4k39OBc0ckw3M9dKLd03Qk/D71bl0oERUVtMbeg2WBgRCud5XfJ6bWB4Ii3LnZ29A5hAMi0euQfj/ML7H/LgSz50TvWK2K5wijnK+AwugQDdWaysGaUQJjQhXYWgh/OuoKDgJgBir01/P6dCQh5qiN1yu869H0xJFgFgBgxsGmGKA5LFyuDOOnOsMiDhCuAWhjK1eHQhElpX2k+NNVKQARkw2DZX86OlGmBRr9Bt30wJUkhxGxHfbR2/BakVOQ6ejryQ7YMKywXRXlGYAtdaR0ZenpZEO7Biirx220nF4IAFV9A5hQkiVOuRPjRODRowAGmKB+XT8romoEAG2476qsvZQLmzeTfnSnFoS8pRcpD71vIKQc5F1xtuVm2s8OjvNCwQudvBsvpHhzCAoPXt20ytCUFyVxxHHfWJAsjaLlkzT40/N0lIgKNtcb6MiiqOws2wnBvqAE5YRDDA19Ot8bSO0UXmE240QJHObnFQ7D+b7MSRYDKCZMbJ6LQHzcCBn3pIUzIsQbjmDduONYyud8A5wyL18augyVEnJgDEwHF51cGdRrlhxfQbWYZRinLdn8aX88zCUvax+V1ulX5i1MDeTfWTFTPKLIvQJoWf3birfCIU68XWGpJt5ioaE6+dffxZMtl6n+cXbtMU2ZBgpg76SkSSCAFRyNU7HoMVeJyMStptqhC4hAQWO/V21FZe6gHEu1m/Gh4EIZHcj0TZ1eLCrITAKZYcdvQxzAhVcpvQ6OlsThsUYz611+POSXZep6UUHSTAXMHppGJzqjHJGU0bK8cCbWmDu40lNtUtwgxkd9HvQlsjKc7B6WOt6M4SyNC74/Lp8dAFlORJy50lFtjG4pZuH41TcNSEsZqTO2v/hYC8G131LEphhVmA6ugIRC2nYxH6dWxK6ZQLleh6EIYoS7lR0frWBiJUk4NYolypbWESSupYlNMolwnV0IN2qcqC1s9H710kO5xbxbzXHbSb8Mvz11sKBXMkyl2Q1k4MzACuNNre2N4tvb/AL10+PGWzdOjpg3cV+JoddprrS7cpPyaJEWJK5JcPG/xzo716UxiKKZ6a/qf1odXk6wgFkibG3O+g8cEYe2oO/hnQ2Iw2KNL9eiW+wYu5B7aDBClUQ5hS/ZoAp7DFFQt2enoBVYn3ZivpfemEwBF3AjOD7tbKEMDIY8JPzqFrC8t6uXH4Gvy2UqN49dAd+CwoSddJxeCqRVf84sJcDQcSsUjZCcc6tiV7BRmV6Gv4v5yfSzQ4ggosMwHEX5dG5YoxUpxxeeNCg4SdHvufzpmT7Q21eaMQmeuF/OtsiMDdjQS3WaKkwXP/ukG7N4pHGv4U/iXQUzEIg0sSVv00yWDcgYSi5byaE58BVkQ9dYbvigVGqW19d9Y8iycqBgbumuP9TYIZC7OqBkrhJMNN+2qOyrsGk2bxzdpM6MgFGoDImFXfu77azJFgFgrlxsOgwAsWOUS89NEmWwBeIH8aby4YtwgSRw9XRMgC2WNj1ZvOzM9VeUMDjDc/WrOCxrZYEt66Cho0Vb4qeTOuZ4oZSMGd01tcK4LzEJ8noCAEKgLzCs+3WTgzMBAZ9gYLsDA9Y+dVlnkVFcpvB/7tZruf8mBZfjX4LrRO0dNKBKEBsdRY+HW0gpBxhD0BrBcCIQ3znN6ftpyRhhC5TqaxuzkcoqXU31zjeTuG+CS/jXz94zgy/8AHofNYlKxBQICawADAohmDvdEULQICjQ6/jROdkqtE26j61/P6dbaEkTnI6Hk6lpYhc3L1XiZCK8ggaKwvw/0C/5/TrE4MC5AzE66d9WqtyqjZu3GjTKhFtCB/LjUywMsyIfsNBmsnLGm5jIZ0RMdCBnhBWHXTYMawSSVTbtrEzt0quG253NAUpNvUSEBEtE1RQdJMBcwemsaiO4UAWdTfQhGTKyywa5D5NJYGESjS/D0Ti8EBURmhCIJGj6QfOsyRZDKq5c7ro/YBBjCH4X/AHcNUyNoaxg3O5sacDSLCAcD5ZxTUqgXDFDc440SZbAF4gfxpH2uDCjHnRksxcUvPledf8JXz5N+2mteQwijwHTXEnwAEihp/wCjXGN5O47YJJ+dZnBiXJOKHX0SXC+PTDVvnnSYXUJTurNDa7FoNyHnXdTaxZy+TUlRUBUEmG79vn09KhREYVYvl2OgGNLYHDcCRn3rEqKWwjcGmdAamwNC7Z/DrbQkicYT0fZJ7yMTsjO950VrwWEVOU6a3iwp5CuvVqOJ7FiADOeWhldAYHnHzpOIYsgGwIyjzzrJt1hWVsvXjVI10ZWDFny1aBiIrGJTAfnS8pRa24Gxu/evpL5BHKXv6CwslUNWIu4+zVFB0hyVzA6/6RYvEkWQWImTO4axdG9QCCk3HGliuUtJ0p41V3UpsGzjZT51tIKQcYQ0lA+VIIL8NbyCkHGVNSU2uAKmFddHoEvXDvBd9ux010+POSzder6D6Aua5TLjtqKh5pRKOfXbQkgcZXSQfKWB1g99TJUa+EKdD607jMBRtMScM9tAdpVRIQR1k0gsqkh5au/nGsis1MCwNzok9gNwOQdH86KuwCUWJJN64426eqcXggKiM9joYJwsGKE2eF1FQ80olHPr+C60BvHTQQEhQBeYVPt1KMyMAYrBnfjfY29TtiV7hBmU6muJ4oZWMmNk9ECkUFnAaR7zM21vb2xtVt7/APOlng2cAi3VuDq6AIKE5IUP1rsA5MykgdXXY/5cCWfOqL3UWEHNybtJ+ZFZe6hDEu1u3GlhL4SV8J/1rOgNTYGhds/h0trsWk2KeNd1NrNnL4NKKIRXGEmN7m9OHtf9gsWVrwWEVOU6aooOAGCmYvTTM17Q2quGaYhM9ce1dulCMFuHm86WhPmxQDPr14nigsZy42HQfakqxS0vb70RwAYxNwI0b3Z64GC7AwPWPnSC6m5xI4dX71nyLJyiOFmy+nJkDCLKFm341WWdCQOCzj6pvtpbXYtJsU8a7qbWbOXwezvE9M2JE6un5oIcmwI8TnS0J82KAZ9ewMLqEAbq6PISnKZTFVhv4XHuBrBcCIQ3znN6ft1doj3YlPsfekkABCyqp2uh2KwCwyYOZzp7fkEGgPC9dW7Z7Gw3WZp0mc5wuxWgGGTLzONNStCEMxIbP/zVZqmJbhjhenomFxCU7AXSWGC03LiZvnjk2mf8gtw+ArYGLQpjjLHcYmkzbkJIRUF82b2NPwh46hZyu6lLjYiVGZITvBZ0UGdsEvkTnQ7uHAfnpVmRbcsFcnmdUmN9LIYLXcOJieeeDe4TjAciqQ3xjN6/ow9TM8ytp4YLDa4xYzLuswXGWb064QgwmBPOLspjvyxAaWndY2wZmZmC9tLIYLXcOJieeeDe4TjAciqQ3xjN6/oTi8EBFEurrNQe9iDudXbngYsKTDkhjGHM6lTQ0tO6xtgzMzMF7aVg8lbw2Rxy4MZwUUrOkGGiEyJ8XnQ0tO6xtgzMzMF7aGT+Uxr0Ku3Une4zntuiyiADgwztfAHAKqBIys4Jlm11gcVQYsqaTjAciqQ3xjN6/owl45NYNsHg0shgtdw4mJ554N7hmAIEjcS7S4TN+ZoaWndY2wZmZmC9tLIYLXcOJieeeDe4TjAciqQ3xjN6/oGlp3WNsGZmZgvbSyGC13DiYnnng3uJpKaCwhbJyd9u80ovlF0Kiq4MYLDa6WQwWu4cTE888G9wnGA5FUhvjGb1/QNLTusbYMzMzBe2lkMFruHExPPPBvcJYFZySWwMqfm9M01bwwm5aNxNyM3FkMFruHExPPPBvcJxgORVIb4xm9f0DS07rG2DMzMwXtpZDBa7hxMTzzwb3CcYDkVSG+MZvX9DF5mSZQMxyCF3xbpZDBa7hxMTzzwb3CcYDkVSG+MZvX9BDuIQ5LvwzhM8y6VTcU4gOCNxdb7NZhSTPcfibbayB1JI1yY+DDCMmABlhdSCbIaPXGPgGkE23GtSbv13hhLxyawbYPBpZDBa7hxMTzzwb3GTgzMAK40aEFnbC1MbMRTmYrpZDBa7hxMTzzwb3CcYDkVSG+MZvX9A0tO6xtgzMzMF7aWQwWu4cTE888G9wnGA5FUhvjGb1/QmiFxQHPGF+j/BFTUpgQg4MY0OqaSlnA7m796WV0GnnKm+79+0WVCDcE7m3lxrmOqQi5BugmCAExjbje4nTk7z1Ti8EBURmqckdwpMp1NM5gVGVQDKaUTpnu1r4SNA5XrorX0EaJwPXWZwYlyTih19UCEUUnBa17TF31k4MzACuPaTi8EBFEvvRhALK9jFPp9zIq1JHDLh53+ePcgUigs4DSPeZm3uwOKoM2AdWplaihK5cjzpaE+bFAM+vYoohFcYSY3ub04e1/2Cxfl94yLL5aCwMIhWs+WgscEhuHNzfHHDvcYkiyGVAwZ3TVsSvYKFyHU9jXkZZVcToDcfUylvkGLsVO3tDjAcGqR2zjM6/s9aqHmsAq41nyLB2CuUmw6LFCmaYueTi+O+3vBACFQF5hWfb7iVQrmGLjl4nntt7gawXAiEN85zen7crkqBiwmgt8gwdyL39gWOCQ3Dm5vjjh3uNJQPlSCC/D2JYYLTcuJm+eOTaZ/3CxahL5zhWPRc55nbWZwYkwDmD001r4GNU5Dp7FCzxnSleqYzxe/ufZJ7ysTsrO149KHFQBVRZ+NUOaoSKgz86WgPmwVBfvWNzYrJGKOumDx080QvdhObOfekuF8emGrfPPuafPTzVS9mk4k49z7JPeRidkZ3vPuUJfOcKx6LnPM7elNDzNVq49hQs8Z0pXqmM8Xv/pFhDoGPJ5QR7bzO3ujl3lRb3bONxi7HeGcpAlRpv8txnb2KUBRWZMbME4nzopKIZFq4rz+PjU+UW2M4meK28eiavFMp7xmK/GiGwM0ge5m8dNNTUQcR0zazxedIEIopOC1r2mLv6GcpVhRpt8sznbRnKRIQIbfDc439WBVoSOWXLxv8c+9GEAsr2MU+n3MirUkcMuHnf549yBSKCzgNI95mbeq7VElgZdCVDkkJ1rM/RpeQjMFzjiY551ccfgkzcGcTpyS50xiFMjBM3a58fOkuOQ3FmZ566DV6ptHeFxH59VFEIrjCTG9zenD2v+4WLjRgTRkFtzhIT74ocVStVAv49ibCmkSa9V+Z21CxAXuKRXbOG2nTIMAKuZjGIcdPTAJ+RLG8eNW8BDJ7yB+bto6gAKuyL83n4mg4wHBqkds4zOv7PaWKFM0xc8nF8d9veCAEKgLzCs+33EqhXMMXHLxPPbb3A1guBEIb5zm9P2+qiJEcPDNz3XQI1OeYs7c8GgscEhuHNzfHHDvcNrICHCNijvvnSFMIIHpvk+dZBPyLK3nz6pYYLTcuJm+eOTaZ/wBwsWoS+c4Vj0XOeZ29yhZ4zpSvVMZ4vf3Psk95WJ2Vna8e5g8dPNEL3YTmzn3pLhfHphq3zz7mnz081UvZpOJOPc+yT3kYnZGd7z7lCXznCsei5zzO3uULPGdKV6pjPF7/AO8WLEwQAmMbcb3E6cnee1RRCK4wkxvc3pw9r7UCEUUnBa17TF39zAq0JHLLl43+OfejCAWV7GKfT7mRVqSOGXDzv88e5ApFBZwGke8zNvcJggBMY243uJ05O89qiiEVxhJje5vTh7X/ACC88A2Ko4A/9sDdQzogbIHbiVXg219GLphAASii7uMTlIwpM2PDMIqdADnbee4WFjgkNw5ub444d7j2pYYLTcuJm+eOTaZ9ocYDg1SO2cZnX9ntLFCmaYueTi+O+3vBACFQF5hWfb7iVQrmGLjl4nntt7gawXAiEN85zen7faFjgkNw5ub444d7j2pYYLTcuJm+eOTaZ/yC9rhZxsZvcMvPHBabW2/vmxNiSIAavfhFFIhKNnMTgzJ7N7Mi7whwYu7fGf6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a2kFIOMIf6CSs+JqKKhFiOG0uAOs4MwUy2y4yra4YZTkptEs47u15h611GFjhHlqbGTiM78IIpVbRt4icmZn1bUURlbHO87Yz6vhxPghMbnnYSc6Hr6V3G4BCe7ouH27yZE3lXgzNm2ceq/DItgWjGzIbW7DpBaQ1UAQzlnhoYSq48bxD76o2sQnJmfVLJd0NoN14cYVdhz43iX21QkYjeRcAdZwZgpltlxlW1wwynJTaJZx3drzD0DspuQTXl22N1Nioyu/lwkkpwDudmMzvwgilVtG3iJyZmfVtRRGVsc7ztjPpxobCL3eDl3ZsLjUwY+ZKpzG3kKW6z43iX21QkYjeRcPt3kyJvKvBmbNs49EYQKSvYVD7dNLDZd5EMEcb3iaKKvK0xUVlRIWZ3Y8bxD76o2sQnJmfUtlXtBFQ2PMSFYudfgMTYWF7napBL34QVSqWBJxV5Fx6oyr0jOl5GBwicsymeJQLJWXdw+mUGs4tyUy325wjeZ/wAxoqABEaqFSVMxrjoQTRMlwACDMfGOreFC4rArADAMBt19jSVISRuCbOydF0umASBIYhu51OEhDJ4gTkQgDDwXPj2GTxQnApAmXguPOl0wgRJDVNnGhytaUmbHlmEBeolxvvfXhQuKxKURwjI79dKKpkOBQUYr5x0IUHcm7oMq7Cp0YJ6rQDyQh+RpoGZNnUZE2BDoy0TRMlwACDMfGOreFC4rArADAMBt19VsDhuBIz706jKEQXeEzMXperV0wCQJDEN3OpwkIZPECciEAYeC58eyNpsjihTDgz1NICE5jIm1JtiGGN6UmbHlmEBeolxvvfXJDfRdMomxZHD1zpRVMhwKCjFfOOhCg7k3dBlXYVOjBPUAQVAlMUY4tm53xjRQ2UO/AiPBtj7NXTCBEkNU2caHK1vqADHKTEKAArAd1d1rA2Uu3AAHBvr6EUVTIcCgoxXzjoT/APLGK7AwvSvjW2hJE4wno0Ci0rkYnwiaRQRIrKErO1Ps00Ci0rkYnwiejQKLSuRifCJ//EhxeCqVANJEiS107olnKmRRhMbDmci5bHQJ1kVVhkEtpFgcK3u4xdTLMIcjCmwxGZUNEDQRNWuGKLbsMmiyCUYLEYwqDaMyADQUYEst1zTz1ahImk0MKwVm4BlZJ/8A6x//2Q==

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48ndiADxjF1VpuPJ3lH9fnbdWpjJ5KtJTBtTEFArAJelsv7ffiz5/pL+fd9sEGd52/23d5SqZz23ZMQUCsAns62+HQlUT3so9QtFME+Y6bfGNPKNPB9Hmcsdi7izK2iNEeHtu8WfP806lOq4rRplfTcnfye+n3linzmqqAB76++n3nvp9++vvp9576fcpXu99PvPfT79899PvPfT7yNdv3nvp95Gu37z30+899PvPfT7z3xt0FNAt4++n3nvn3nvp94fy/SX8+531Aeffj9/pR/X5bzTUmg5ju/2+jzOs12Q6LgIEC3hn34s+f6S/n3Z0/ezPbd4+27xnTynTzHTb4xp5Rp2IROBAA7+27s+jzOWOxee27xZ8/0kgAs73YkqvTlmD/vxC87ei2Dz/Rj+vyNZClotg8wvqM+33iEth/f78WfP9Jfz8fvwtmS69aPUzWp+nZ+B0yKalpzLHnH9fkevmTWp+nYvp+xnb7yzExYo/wDU7ffiz5/mkvc3yNWTnVRlMpKZZr7fea+33HytMIKtGw1rs19iiCwVrE9fb7zX2+/vX2+8/sYUsSnNfb7zX2+8Gf4fea+33kT/AB+819vvInPvNfb7zXPuzU9Qz1DkZ95rn3mvt94fy/PsHj4xkhWIyv5+P3MQUCsAnt1FZm+CYnptGw1rv0Y/r870tl+Ptgg1Mhq8lKpnt9+LPn+kv590JbD8+/Eh3YKwCcelsv8ADqIkaOmgYY9LZf8Agj+v0bNP1DEL4U+H34s+f6Sd/J49QGTV00DDwelsv4W60lMG1l2JKrwOxCWw+dPKdPMdNvjGnlGnhwOzpyzB/tu4HZwOzpwkCO3tu8WfP9Jfz8fvx+/0o/r9H78fvxZ8/wA0zAxy/wAeWNQbByv5+P34/f6Uf1+j9+P34s+f5tJ3cP8ACFHGLWQzwJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJzgTnAnOBOcCc4E5wJyFLGf0WFsWElv8DIxLmPRZTPg1m2ScQwElv7tZIlyli2EU92lIxzHthhbu7TkMlhbuY9FlM93HIKaRjBOIYCS39p10J0xWlhblsIp7T/AFzFxy4tsMLd35S2iwykXEUd2MNeSw4PmPT9AoghENs+HH/s4BwB2+DEgzJSM4IbZ7kG6YSMYCoCe5juzgHIVEF3Id0SqJLgHAHb3Md4GvcUpGcENs95QBK4R1BUBPfijbwDkKiC7yuJzhyEjHhw6lw5wD/4wiEIiYKM11zX3117a6/+kvjVBQXIO/IhujQkmasFcizNGRgicz/9Y//EABQRAQAAAAAAAAAAAAAAAAAAAKD/2gAIAQMBAT8BFh//xAAcEQADAQEAAwEAAAAAAAAAAAAAAlESARFBgJD/2gAIAQIBAT8B+HvC0ytMrTK0ytMrTK0ytMrTK0ytMrTK0ytMrTK0ytMrTK0ytMrTK0ytMrTK0ytMrTK07znrv67f/8QAQBAAAgECAwUGAgkDAgYDAQAAAQIRABIDITEQIkFRYRMgMjNxknLBIzBAUmKBkdHhQqHwBLEUNFCCovEkYIBz/9oACAEBAAY/Av8A7LaHW7lO2WYD1qVII6d20Ot3KatDrdymtxg3oatDrdymt9gvqdkmpFZ0d4buuelXBhHOibhlr0qbhHOge0WDpnVxYW86G8N7TPWpZgPWrSwBPCdgEiTpRAYGNagMCfWrgwIHGaO8N3XPSpUgjpRNwga51KkEdKuvW3nNZEH/AKXba3/MXacKUntLyd6Saw83l1tP4c9aD4gfLFXKOXGpIcYbYjExM9OtYWby62n8Oev6UC/aCcRQR041iAzk5tu5UbgB96OXH+1Dxru6/wBE8KxlbtBczZW61NjOirkbIb0q21v+Yu04UHQMXjdyy1rBG9ZndBrDP0lxV7tfyrEb6S4BLdfzrBJBChyN7nwohkfLDgwON1ENIuxGadKx0tYQ7FRz5UqlW3cPlxplg/S42cDhWFauSODlypB2Z8H672hrE3MUmWAJEx/FJCtdugiMgsc60FvOawsQAnWTyyp3VGwzbYq2xFeUVVJhbfF8qxIQhXZdRGXKiGR8sODA43Vi3SL3JnSnUq4TttAOFAY3aAlM+Wv+9YWWIGW6AF48KzjyxcOR/wCqXBFu5x9Rn/8AiWE8XZG+OfX+9QwIPWi3SNJqGUj1qVw2I6CpOG/6V2IH9U0wtEnW4UcTsyZ+6KwUbgnLZiJ96OFSuGxHQU4ggQ2RHpUGoVSfSgrSu9dmtXEbzcBSqf6RH96KcG12Bes+GPnRsjOKuI3m4CjcCDBGY6VltFrL4Mt3p61BpFMbggVcsaRnttULrOdSauaNIyoIoWBzoK1v0iz+uwOsSOe1R90RsuWNIzoG3eiIWrFgjrWi3crf5q5o0jLZiHd4iAtAsCCOYoN0jSKCTp+CfnQYcDNANAjlshSAWEZiaG+sQf6f5rxp7P5rxp7P5rDucRdwEcD9jf8AL/buTAPrW4SfURstgWzJoMk6Rns3iQOlHxEYeuXOlADycqxB1mg6xI51c0aRl3c6ZEEAUGHAzRxVlpPhAqGBB60DBg6V15UV5me5O0EqROlHHmbTFpFfS4Ij8M/vRtyWcqhVJ9Nmfcd3BW2NRrs8lP7/AL1yqdDOmzsgDdqaJZ23hOS0HXFMHmu3NQ3rsw8a/hMR3ML4vkfsZY8TO1u3QtyivocO0ddibjFCdYrtASqjgBNbrMfVYreJHoJoTiEzpu7GtkkCYFEYikGMp2aA9DXhCnpx2LYCptEjhQJUidNhdok8tgRQsDnV2PhE4h1j/wB0bclnLuQyketQNgMGDpU96VRj6CoO1fxKGpb0JwzxpThIQONc6f8AoCrdlnsKPNzEBTyotfdlGlBr7co0pUgWD9aswxEDPbnWIvMT3ML4vkfsbIeBrLDVfSdkjDf9KbFxARbO6RrlXKgBwy0p8CBblQUsRJgZUt+Ic+S/zXbSyrhmNKjCvf8A7a+lw3DnpwrtVYrG7mKUYd1w1JGuxVJiTFRiS7tNp5bMPEJiwRH9tu4pb0FWOjjF4mrgGs4EitxS3oKxmxUItXKRtk8o2AYQJy060uGUU26HZkgX02oraE0QMNzB1tqGBB67YzgAk5VlSfn/ALVY87/IbPKf21CyeVFVVnHMLSFsNgOooXKscYolC3QEfzRdok8qiwHrSyxLMt0Rsb4e5hfF8j9jfEWTvAQB0qDQftInpXYqFIQASR0oseJmmx8JiqRIUisqLNhpceOdXWm3nXZXFSstp6UUmY2QXC2KAMtdvbM5GUxbSWu0zOa/zS79tvSgt12U06QCH12mxVz50WPEzUGjuRd94bPJT+/77IZSPWit1uU0QDMHXYwxJn+kjhXic5fd/mrijW84rfJHoJrcUt6CoZSPWix4maNrGX/qIopMxV1pt57MqVeRJ/2os6ybudWsG0nKsnf2/wA0MSw7sNpTEKSTnkKZFQCG1zr6SY5Aa0XVGGHORiudLIAtECKI7NTOszQxQgVjy7mF8XyP2DIqvMmroAEgFeOcfvSzG+tw6f5NEqrQGz3TyGwIoWBzq+IaM9mLapO7wHUUZUE6Qa8b+z+dksWJK6AUzdkpnnP715SD9f3pXaYHKl3Gg8YqMQu9pgi3+abcIS7LZaoXWc6JjNjwpgMFYB4z+9WJhb45kx/vXlqOommU5ZZH86eSXNpgRxpAwkExRVkXdJA12EEfnSgg2znlUNI51ibxYtC6R1rIExTWAxwHTZmCJreJA6VukkdaK8zNZoG9akC08hXlP7aUYuE1nGRX/Di9bG5TQxLrs9CIrnVruzRrC/zXZ4KMu9OeztFk70QBQOPhPZ6V/wDGwnuBz41LYbAdRslUY+gqDW6SfURW8SB0rssJWECc6nP9KjZgn8XyP2ABdwAzugV4jzI5mtSYEDpWN2gJVnjL4RTv2TQmuf8ANfQYbAjUnlQTTrW/vnnpQUKYblRKJEmZ41kTPpW4pb0FITO8gpA4lSYpwuE9s5ZUSj2jlFdioUhABJHSi/ZNvZ5LSqTEmKxEe9m0BjT+9Rhl2blbSuUIg8RWNithLcI58aCif2osrlzyC0hbDYDqKDDgZpMfs8xDZU0YTXamaZYIE5elRYB1qVRj6CpOG/6VlshlI9aD9pE9KVeZiioJMZabCJjImoVdeAp3cFbY1GtYjDhhk0O0UW9KLHiZq1gus5VkL/iy+dXnU61vMwPRf5psMqrxxM12SYY1mFmnV5w8wc19axFSGzjMUrYykh4yFHs8E3df/dFSgCfh51dhAidZ51LIw9RWIQfANI1pC2GwHUdzC+L5H7G5VGOmg6U2Dc04sDw6Uw7XxCPDXasxad3IV4XrDxlmJiD/AJ0r6bDuHSjbks5VCqT6Vv4f5NNZk1hkc4rrSt2YYtrM1KYZI6ClxQ90NyohmtZjOQpkPA1AqCnjAup+yw0EEjjTWA5c68p/bSWYQz5k0+GVgqBEcstkKCT0rDI3GjerEQG7OdKe6d5CuVF1xDxXNelKTik3aQv80McYcm63eoKiIAPWgw4Ga3FLegqDRZ5tVcwOPD50G/0+EBH3p/elDIhDiT+tNjDDAYoZ12rvTKg+m2FBJ6Usi3EtGdAuWcxlAolVe6MposeJmmwRw39NdsMGTLUrS9sC2eQBpewQrzmsQ+ncwvi+R+xOw4CagsVu1tMcKQhpnpFINJYaUUOJjG0/1Z0AcNhJ1to4Uyqmi7PkPw/zsfGLOtv3DUg4pfhfsGIWI5Rwp1GI+RjWhcSx61JbETPgYo4bvjsR+YoY5xGtid0Qa+i7R/iGdNiOrBgatllkarQB/qOtMjYmLP4MqWw4jf8A9KIJiASMqyymrrd3nFXG4AalNaPZh39czQnExRK6TWdRhuwX9Kw2OK2k72dBWmycwKDAvmJpkXQc6aMTEXSYyontf1WjazKetbzz6CK8T0bdOE0Wm03RpW+cQ+igUvZriPwzzryW9tQwxQ/HIa0ArZxMjKrZZ+mteS3tr8XEEVDLHqKH+ouxRlnaa8Tez+aaxzlzT+aHiYR4mp8zCRlwoq3KcqtTuYXxfI/Yip0NOqIQwf8AtXlP7aDBMx1pm7XUz4auadYyo4mHhb12d3/ui1u8eApbgGuWYPCksRR2t01OLcegFI/aSpzi2sMnDfxDhRNigkzImlbtdRPhpV5CKn7wmpXDYjoNh/07QIXLKiyuXPILU4uGwgSJHGr3c7/JauXFOsZrXau5ZRqAPypiMJt3P/M6bCwldZ2XWm3nS4OVqmaOqjnFb7XjlpWFh5RRW63KaBIhlMwauKKG5irrpvANAqjHd4CkDAg9dnhegi4jSeafzVq/nTLe0jLw/wA0HWJHOhcrTxiix4maDf6jDBHSa+iw2DATnWU7u7VxYp/21vMwKiMlof6RS0n+oj86IIOuRjWoUEnpWEGBBu4/nW4pb0FQyketPeBly7mF8XyP2As1RB1gmtCJEjrWJLN4j/T/ADQCqTvcK8p/bWI5QiMM6ilFokaWiiMbCa2OOVfQ4ZvnhnlRZ0Km4RP51mgb1pRktxjKsJUg5RnTOEJk8BQ7NCFtoMOBmkY8RNIGwntnPKuxtbd5UHClbog60cWXMZREfOnYcTOzC/OpVGPoKw/o38PLqajELhnXS3TP+KDrimDzWoZSPWm7UEqRGVDtFZZ6UbSTvcRFAKpO9wrFZ8MzbuUuJiYbhR0pm7MzxmrhhZzAzNLhWiBpFYZOG/iHCsqBVGO7wFLitIJMWkV2zTumIA9aawHLnWJjX8ZiKKthLpORNNidobeQWgP9NhP1rEd0IcHKauWNIzokCWYzAp8MAQ1aGBqQNKQhnOceH+a3teB5UH7SY6U2GyIVVutEYanM5CsQjDfxHhR7NYnuYXxfI/YI7RpgxMURIILBp45R+1LMbi2jr/kU7JJ34tC/nXlP7amiCPFrXlNcppyuGxHQVhoqr4ATIpJITPgKPab/APagwwnkf5zpSF3bYprlFqiZGvCrcTDSwneinfAwmuBiiXB0jY+KHiB4Y6UmGQu7oaG/44bTTKvN/wDGioVMuJFI+IgkiaY4SjIzBqFUn02YYOeU0gbCe2c8q+jBYHgBpUMThwx1X0p4IYiTMUEKoLtYFAWx05U5XDYjoKknxgZRpQQG2Dyq5jeeHCKSxCdZgUcPEVpunSjiAC4c6OHioseLLnTHDFuYP+frTCB4ac2g6VGHhe2a31K+ookR4TS4Dolh5V5f9zTHCwzfwiaIMg0wdGFwgSOtdoZtw96Y5UCgIAWKChUy4kViYgw/pBE+poT/AEiaDuCeGVNYCI1mogRU7MED73yP2PF+L5CgFUne4UwtEnW4UjHiJpm7XUz4aFyrHGKBwlYwvKkLYbAdRQKox3eAoMzlDyK0e1EqudHsgQnAGkKqz3LOQryn9tAHDcSdbaxCMN/EeFYgH3TSjFwms4yKAXICgVRju8BSnFwzfxmaOGqpahgU5XDYjoKGMUIa0XVuEn1EUjWm3PP8ti3g58quWdYzoqdDQZEgjrVihTAzkUqupvJjLSsOxS2ugohlI3uOxwoJPSoxbk/7a0NjcDVyLB9aKuJBphhYTWcIFImIP6RIosixVmUJpQZt4sP9xS9lh/Sa51uKW9BSBgQetM3a6mfDS79tvSnwr5unOKBd7hyitzcPPWnVzeHjpTDCwms4QKXAIAChfXSrrpvAPcwvi+R+x4uvi4joNhZ0knrSKQY4RVyzrGdEILTz2BFCwOdKjBYPLYy8xFSpL56Bajs3/SkDAg9aSwDPnXhSvClSBLMAYFS6suWU5U/5U2GqksgAyrEOLhGFQkTIzodoot6UIG6NK+mQ2RkTlVqCBsXftt6U+EtphuNOoVMjGztBi5HpNK3a6GfD3MOxS2ugq4sUziLaUNLZxkK8L0HWYPOsQD7ppC2GwHUUYos6ST1o4SKtqxE0rMWU2wYX+aBjNTxrwpS4jzLAZCh2S+t1Yht3piF/KiWRhu8RsLHgJoKoeTRZ0knrQUaDuYXxfI/Y3Kox00HSkDAg9dlpLiwkeGiu+2c6UrR+ITQNljHj+db7XjlpXZ4aEODmakJ4/vCizRrGWxlRVgGM6VYN0yaft8M9Jypb8I58jVy4R1jM1hLhoSF5UQykb3GgZtbnRVVZxzC0wxEYKUjMVubh560e03/7UikGOEVcs6xntLFMz1osUzPWrmnWMqawHLnsCqF0nOldok8qSwDPnRZo1jKktUZzrW8QsPwFeb/40EmY7pZ0knrQg5NOXKmxMTDF13AmvL/ua/4cAWJEfpV+JvXf2rJTaTwodkvrdRZo1jKmXmIrtS5YKCdKCKGk8+7hfF8j9jxfi+Q2s3a6mfDXm/8AjS3i4qts1hLhISonICaIZSN7jRftInpSBsJ7Zzyq1BA2HEUl7m0C1LIw9RTNiroQN2l8a2/h/mlsDOGWZtpAwIPXYCRDKZg0WaNYypFKpmY2IpVMzFLv229KIglR/VFLhAGVXuBbrc5pt+67psudZPrQVBAFDtFmKtQQKHai6NKYYWE1nCBWGjq02CvC9BFDSee25p1jKsP4hQ7RZirUECnCgk9KIxsJrY45UFQQBQwmuH9WQmhkHDCd7L50ERFAxFz19KR7TbnnFMsxIig/aTHTu4XxfI/YFvARc/MEjhWYjEuWAfFGX80kRNm/65a/3rETMlyI3fTrRJQru8RWJhw2hXSkLYbAdRWonYc61E7HcRlpRUhRlOlLhZR4qcZzFBcSDVuHuZyeNFJmKtULrOdK5jOmaRIzX9KJPiI4elIWw2A6irgmhyzNMQjNpmF6VOLhsIEiRxrePGjhlonjFFr7so0p2yyEivClK5jPYsEHrt1E7ciDsu7SMo0rzf8AxoP2kx02aieNLhZR4qOLBZzoBwzqGBB61ZlD60yKFgc6VSFE7Lu0jKNKSVDsDEmetG/DWEGUTVq+HhQzF23UTtwZ+98j9bu4bMOYipHdBDXQ3L0r6VTP4a7UYkX73hq1g2k5UHWYPPYUYNI5UGHETWITzikTEH9IkVciwfWmaN8DKhiNhsI5ilRgsHlTOsSOdN2uGuk5TRjEgcop4w2sBPDhXZWtvc6DIkEde6rQYt1oplCabHK4bEdBSFsPejPM0FQQBs5d8seAmgihpPPu3Osn1oKggCi/aRPSlYDfHGkDYT2znlVypBHGaAVSd7hTjFVpMcKScNrCRw4UezWJ+owvi+R+tm8dOvXX/OVag+ndxO0WYb5CiUe0copV5CK7ZnICiIApEws41uFWON88tKfGUkn7oFEsjDd4isTEsloJ1NQVTQn+1eFNgW63OdKuJuPDpQKox3eAoOUIxDrOxl5iKD9pMdNgVQuk50rtEnlQUK+ZjZawnOj2axNOFBJ6USyMN3iO5nTqFTIxtLHgJrwvQbnnTLzEUH7SY6d1woJPSiWRhu8RtRSqZmNpftInpSryEVh/ENgVgdJyFB1mDz7uF8XyP1rDtVw4OhY/vUDup9G2TCctjOsSOdPgtauUyB1o3PdlllpQftJjpTsPEFmKHaKLelfhcUV7JpHKgww9ROp2YYVSddKXCAEM1WsG0nKg6zB51c06xlTWA5c6KALC0jHiJq51k+tN2Y8IJFYY6zsBjNTx74jMUWKZnrQZY1jOnvAy5Vh2KW10FSxKZ6FaVQZjKe8Y2YgH3TSFsNgOopwoJPSpxcNhAkSONJOG2TDhtyje3aTKYz2A9pblpFBJmO7hfF8j9aP6o4LqP89e9i/F8hsKuJBp+ywzceWfGiWRhu8RsKkZEUzh7VAmImkwVDTESRRftInpSryEbQwTMdaDX25RpQSZigt1uc02/dd0pW7MMW1mazAFpgRsKnQ0wwsJrOECsMH7ooscOSTz29kAZVqxL1K6ajby2WuJFHs1idpUq+RjvhljWM6e8DLlWHYpbXQViEqQRJzHSlRgsHl3LCY60WvuyjT6jC+L5H61oDT/AEkNkNoA49J/tV2USBHrHH86WY31uHT/ACaxdfFxHQVOf6VFeU/tryn9tYamZto0RnvCNKV+0mPw1cgE3RnT3gZRoKwycN/EOFOw/pB1FKjBYPIVFCxGMLwFIGBB9OtRQsRjC8BUMpHrRRgNwCI2Tn+lWsG0nKjZIjnU5/pUU7drEn7tTn+lRsBP+1RsnP8ASo2HE7Q7xnwVFLYBnzFFnA8UZVGyefSguIJ403ZrHOpz/SrTxFXIkEetTw9KxG7NouOcUEUNJ51Of6UCoEk8ae8DLlQPD0qNk5/pUbME/i+R+tlsEjFjzMtfXbufR/DWUhct2tSYEDpWL8XyFF2mByq1Q2k59zrttcSKPZrE7LW4jSaDIkEdaTs2iZos5k3U6h8gx4bBNHGLRaIiKZF/rU5c8qQthsB1FFjwE0trMpiM1ppebo6d8RmO9lsHaLMUEwDapE86VnMk7DFJ2bRM0Wcybu51pl5iKD9pMdNlriRR7NYmuvewvi+R+tm5UPNyO9i/F8hRSYmi192UabLmnWMqawHLnttYNpOVB1mDz7u+ob1FQqgelScNP02lJiavvuy5Uil8iw4UMM4mT7ulB+0mOlFSr5GO/wAu45XDYjoKwwfujuSyKfUVCgAdNu+ob1FMQoAGeQoIoaTz7gUK+Zj6vC+L5H63E+lVG/F+X8d7FuIO9wHQdwLdbnNFkxM2YcPWn7RpiNj3HQwKRUfO7WKftGmI+qdhqFNICE9grDsULroKb4qZu11M+GgFUne4ViXqV01HdZA+kcKRjqVHcuadYyprZy598BVJ3uFYyupW4RmKKqrOOYWsMH7o2pc7GN7Jf5rCfCRiM+FEMpG9x+pwvi+R+t7TthMTZI/TvYvxfIdxlR4A6UhxAGkA5ijYADxjZJw0/SoZQfWtxQvoNnXa4UEnpT4mJhuFC8utWqG0nOhOyDUrhqD0Fb6hvUVhjCw+fhFEYgK7/HLvYdiltdBU4mGNcrhUDuBbrc5poe6didm0TNFnMm7aYoKjQLeVKzmSdgZDBup+0aYiutZlxbu+H+aCTMdzr3sL4vkfr5NKVUm4SBWUlct6tCJEjrRsUtvcB0WiGUje40VKvkY2S2GpPUVArEIw38R4dwKjQLeVKzmSadQ+QY8O4Aqk73CmZ1K5RmPruXdxAPumkLYbAdRs31DeoqFUD07inFw7p6URhtak5C0VidncGVCc6RMUh15FRW4oX0FC9Wz5Vif6lWPi0Ioq7SLeVMyGCKKu0i3l9RhfF8j9fNx9Kw4glVt1/wA5VZkVlTPpH7UsxuLaOv8AkVi2qBvcB0FRAimbtdTPh2MUgREZURiNMLyo6Z1ECKnYl2E0XCZWslAipOGntqIEVNBQrSx5VECKmso60SRuqJigoVruZGyIEVNZRUQIqdkQIqdgBAy6VOyIEVOyIH6VOyIEVOyIEcBFLv229KbDkFifFbpRUMSQY0onGwmk+HdougIz40sMFC8IpLsJouEytOMO1YJGSirSot5VKoo9BSgv4mE5CgIFo4RU7IgRU7MED73yP2PF+L5DuQwBHWpVFHoKxCp3gtKrvIPTYWPATQRQ0nnRY8BNE4bELwEUjHUqNit2uhnw7RNMvMRQftJjptcrhsR0FYYbLId8RmO9l3jG1m7XUz4aRuRisReGVYoGbWaUGgoeEig4S5rjJVfSiGUje47JGGn6V172F8XyP2PF3CN7j6DvEEZVK4ag9BsZeYig/aTHSlVTAaZrtGzAOkVAoKjQLeVKzmSe+nZtEzRZzJu+o5fX4gH3TS9phG3qtbihfQbGaASNJE0UMWxMAAfVYXxfI/Y8X4vkPqnUPkGPCt9Q3qK3AFHIDYz2rcOJE1iYeotyUL1FEsjDd4isOxS2ugohgV3uIpFL5Fhw276hvUVNsAn+kUil8iw4d/PvZ/VFGDSOVMVB3kypC2GwHUVDAEdalUUegrEIw38R4fU4XxfI/Y8X4vkO5awbScqNrws5ZCuvck4afps67IYAjrUqij0G1gHyVjGVSMNP07gW63OaJchsxGUR3xGY72XeMdwv2kT0pV5CKe1GOmgrDB+6O7172F8XyP15WGA+9WD2lp3RAavEGxLltPEjL+aSImzf9ctf71i3EHe4DoK1E7QxxIgRpQUqjRxK0a1E7dRO3UTt1E7JOEhk/drUTt1E7OdaiduonaOe3UTt67dRO3rt1E7Y/vRQhsulBuBzFaidoH99uonbgz975H7Hi/F8h3CpV8jH2TLv597P6gMhg3U/aNMR3C/aRPSoVGYAASB0pcN1e5VE5dKDDiJ+owvi+R+x4vxfIdxm7XUz4dnXvde8J72ffEZjvZd4xshlB9a3FC+g29dpftInpSryEbOvewvi+R+x4tqgb3AdB3HCgk9KJZGG7xHfFzys55CrVDaTn9i5fWl2mByq1Q2k50FCvmY7uGThv4hw+qwvi+R+x4vxfIfVsyGCKbDNo3dQgotfdlGn1LsNQppVd5B6Vl38+9n3ykxNFr7so0pW7XQz4e68giWNJ+f+/wBThfF8j9eVVlv5UhuF7JMn0osGyDARwMx+9JJm9LvTT96xdwje4+grQ+m3Q+mw86Z13Wyoq7SLeWzQ+lWssit1ArdONaH026H02Z5Z5da0PptzXXhUrhqOoFZ5Z1ofTbofTapE/rt0PptkT+u3Q+m3jPETpt0Ppt4zllOy662BGldmrwFPIbRrPKduh9NuDw3vkfsFkbsRV1SKxfi+Q78MAR1qVRR6DaCqMd3gKyBVh+9FXaRby+xcvsGIRhv4jw2WsG0nKg6zB57JOGn6fU4XxfI/Y8X4vkO5hk4b+IcPqIIBXkRUqij0GzEIw38R4d0BVJ3uFYl6ldNRWIRhv4jw2Zd/PvZ/WBr7co0oJMx9XhfF8j9jxbiDvcB0HeAQFmkZD86xL1K6ajuYhGG/iPCo7N/0pC2GwHUbHCgk9K8p/bWGThv4hwoT3s++IzHey7xjueU/tolkYbvEV1ryn9teU/tohlI3uO3r3sL4vkfseL8XyH2/l9uwvi+R+vk0pVSbhIFaGNJ5VoRIkdaxfi+Q+0Zd/PvZ/aML4vkfr5uPpWFKo9ixDVbIIkEtxyj9qWY3FtHX/Iryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9teUntryk9tSuGoPQfYmbkJoo0GBMgd0aRMRxpTlviR00/emDRKmMu4ABOYnpnV+RWWEek/tRRoMCZA7iqOP4S1Tu2ggfrHH86WY31uHT/ACe4I4nlNMctxZPXX9NKGlpYrH+encEDiP8AejpaGCx/nrSnLfEjpp+9MGiVMZbWZRJAq4RA4c6vyKywj0n9qKNBgTIG3ISaV4BcrP8AajpaGCx/nrSzG+tw6f5O3nQOQYsVyE8/2okW7i3Hr+2lDS0sVj/PTuOSACGj/arRE55kenD86vyCyoj1j9+5JgjPIV2e7ceMev7Uxy3BJ66/t9hKnQ0TJYnie7fe3plWpy8P4aOZJOpPc3lB6xWclc92iZLE8T3AZKkcRWUhct2tSYEDp3BmQRoRWpz8X4qmTrIHcg85qZOskVqcvD+GjmSTqTtKniIoNewjlFZyVz3aJksTxPcGGRMCAaykDW3hWpMCB07kAkZyDWpz8X4qmTrIHcbXeM1N7XferKQuW73GJdiG1FTe133q1Ofi/F/0yWYD1qVII6bMqistmX/0nEA+6aci7JMh1zqDf2eXA9fz5Vq66xlxk8vypY1CmD1yrE3XlgbR1k0WnEmHI/XKmsvvltdIz+dAXPbdyI4Hn/8ArL//xAAsEAACAgEDAwMFAQEBAQEBAAABEQAhMUFRYRAgcZGh8YGxwdHwQDDhUGCA/9oACAEBAAE/If8A9KHsYID6rCcMlB0xYJMdoexggOB7GCA48ps2KB7GCA4stsUPoAhAALJOkAAgINgjWEAZAaXAap/5DAggdADR0gMEhwT90IhMBWGo6wnUOQRRhUxkxqEVx/yCLCcMlBrDorHoTqDAJsw4IqALUrPjQYqHWXQUEBqn/kMHTFgkxCI16iwBg6YsEmIRiYCoIRg5iOC//lhKdqmuTxACEmwIDNrPooNOmHI0ZOVEHZhxQCwW/ErgroItkA4LoX6jc+qANoA5IQC1aGJEkq43ov8AMfwQJi/7Ja8TkkSANUOENFsE48tLDQCMsj8w8TEEVuuagSnaprk8QBqAAtvPavHmDBdmgMU1BCNaCVr0ReU8yQw1j8XeAKWH4gJwGzGSnn6QQwzKYJDwWQQ9phAsHR6v/Il9CwLYJA6hH15hJi7BAXyVpjWHuiTAcBxCM5xRLK3BV6QARM2FU05YhWEJs2YA4Hn1hKQNxk9FDhot8NAca+sMRAojQTklbl1pNEBiUGQiSdETjgNMDJDZBfWAnAbMZKefpFKqQBkdVpFaQjaJ0UcjG8HvVoo/2D2h/LiYK9h/5rpDupLt019//qBbGSA/+BAEAOt/5AAJIADs8/8A8IgIAExhkVHq5cw9EWQCMuhP+JiPCcoFB0zYJSIUAgLJJ1AgAgpQslKA6JCEY/nEfgC0jEMihiKqnob46fwEB3dQdM2CUiOETDWa5QhAEEUQdI8JygcEUewZQluIciUBP0hEAQTECErH8wFjYD9D/fQrkED+BoFHJIvgw5EoCfpFxiAstPzARMiNK6gO8KAgfqghAEEUQdIMcBUfT9QqGRPUEx4HAMIQhJNknWBQwIgN14EL+8AWTMSwCPPQfRYNHUxhYHqT+ehUMiYD8A0AHzFccYuV7wpkbhi9YChgR0FR9NhJrzzM2RQ042Yl0NfxMzmI9TdIRGYgcHqCye+jaAAUN9xtCx1RZaaR82j5tF5JECD+4P8Aj/u4dh0aBCwLCgguW/8AUegEJjxL+kCsKYA/t+jx3AQZi9qWIAlvMfFitK/rL4b9y/zB9Fg0QKGBHaERiBqhBUV9SdHCIzEDjiwQsqs+0PRFkAjCdQZBFGF3DGKClu3AQooHof77GRCjT6jBFyIThia4qHGoPMcYGnZ/WCMokhIdBHhOUD6IjEDVDsAsM4JsenysiZEANoNI0gZMIoDy+hioLPob+IKEIEAVpvxB9GDL9+r1wDfg9M239TG757Pf/wDHERmYl1yAlwb6wKBtQkW/XoTyIWBJO7h4G4bA3yYLaOD8jBKkfwyIwIemz69KIQgGTYH5hJ5uEtc+j6CCSLyL2h7RYAkjyZ6C5BFag23zBgi5EJ9B9Bk0QlgUAveG68CF/ecyQdceiEZRJCQ6DqSwKAXvHhOUChAAJJoAa9CdQZBFGMiFGn2uwQ8xcThkMIQBBFEHTqxcnQN4Syw0KwdfMtuhwyBhQkBICaHWGKiCDo8nokQDGHles1hqK/maQ1F/zHLyXWDvWGJYiyd5/XUkSAjW4IWWD0fPZ7//AI4zxisJ8xe5AvyPQIJA2CDuErRthAmRADaDSBMCrml5OvM8xMr0MMmRIfP1lgd1wwPgYCCklrmKJpkjR6Ew+LA9jc8GKTcTed+YWtFUfcegzplAHEYoTWHnocOYQM2Pw6vKbNigIIHQQ1ezhmIVJXHlNmxQ5ZJIkF7+3v1MJFBTgL8dCqYg0ulwkEhnNh/XooouV+p6s9VBUCMSAAV8w9EWQCMBEEgEqzx0bEQIQZACIzEjRif3cpQLoLEiOenyKbgCqWYLjMGIwMTNkoGDNWHgLXrBMi7NKh9YH0GTRDAijqbHvCyBYYQ+XARBIBKs8T3n7js9/wD8cM0uTNJcIQBBFEHSb5qr6+YiDAQzTmERmYlGUAZDXL4gIkBOtTiLD/1AYxIFFKEBmEywIKb8TbPWlp0I5IkGT161JWOwofWDtMhIFX9k8+Nza/U1hLEoASBZ0uo5I1lv3CIzMShCAIIog6T3FcY+enyvSeE5QKaQlicCDRIAGvMdgh5hIj0k+VMQBhySBAWqgrYyYlBJ8N/6hHlNmxR4TlAoRGZiUNuACwACKT4m2etLSEQmAqCUeiMxI0YgDZfqg/SLVxBsNBAY8TgCMGDoxgNtQElxCCGYmHQwJzAAWryZUJqIyPuChD8kwkA94SAkBNDrCAgRNgQNSiKw29+Ii4yCxWeTx2e//wCCMGGCwWvtAjCiwZbnHDSYhqALRXPogkfIJIXx9DdeBC/vEBATDgn4XQ4BygsuBKCCba0M+LdCfMsFBo5cPFpRsWmIKIBzUGsByJj1YgIScZ0AdYCAoQBH9YziwGQVxfQmPA4BlkTi3GNjQAzw+dIHiFBqAfuN7mFaOUAaKaR8aoRj7vaAeASB5hBAEJAEe/Q0BeNQ94wApwR+2JsAKpYhEJEA4vyxH9QZQwIGW0nUHwhSCJ5qL6gwxkR47gIMxZ7AIIwEKKB6H+44suVehiscCiluyZ8ijAE7AGIQiEmOTnmWMAiMlT3cJASAmh1l31CBR1gGzh+hb9FhLqzRubPybB1MYcwNL5MPRNklA6LicMhhCAIIog6QQpH8MmPHcBBmUzTep55irgK1OOlr4gLJzXENI71Bf4I4iagICeai3JQxQQEjjgY2gARQEqu3sMwxMBHKCFrLE7i9vPA926hQpLMlGocAbt35QKmQlW23MBLGwbb6rMFBP1gqPVx5TZsUB4GpCRAS9obswAc4iAQdDNOPQeLl9XEQYCGacxgVsxXBnTKAOVRTAVt90yBcavvAsfCHgOPXcqKlr1gp7EMgNN4LgMXD7wMTNkoGDCIzEDgNKAuE7cwAjBmIjXzzD2VFPKoIAUNDZ94uJwyGFAICySdQESAnWujwnKBTfNVfXzLRSm2cfvZIlL9egSBIJTaDgYonAZMAsM4JsYZGYh/SecGt/eERmYlAYcBgGPlidpT0ghl6YBAaQ0d2ABEUVViacGECIGMIkryYJapHJ/DNRsDtfWJqZt1PfieKG5UPzVpyfUYQCttxouJwyCGMoLADaq9oGJmyUDB7Pf8A/HDtNGQ6ITcZyIn5mVn0Cwd+IpNxJ534nxI/cVYYALgqBtAkW/WEZRJCQ6CPCcoHKK8jCH10mdSqQdwyxY25r8w0XgUH+JclbFoWxjtyaxA4hwQQECvO/EAcCQWjUnWGeMVhPmEAAkmgBrBwOFKSbIlLaCWp+eJQDVpvPkUthu9guYVc2AIQ36DpiwAZj4lWwJZXmoQsuFU1H6mAaoNOKbMCMpvzB6m5DP8ALi0Vqxo9DMcSgv2hEZiBx5TZsUIQBBFEHSX/ABmoaCZgzc4UsCXu54gQgKAKEXzx0BQNAv2gCEA8+WnUdMWADMJwQgSbpAaS2GNFOt/MuoMCnprCIzMSihAHFMSAS6lgyGY9IfBn7Bn+cwAnybaw1Ioo/Xs9/wD8URCZwfiDofcDYf8AiHYNiCKEuZwsHkLhhJJNBr6iBGoASOuYdxkwBp5UI5K8DbKjwEMAGBoYABhJhYiBE8BCno3hod4gKODPeJnpObAFY94TP9AoQhc3B4kMX/soajcvL5iEIlNm31CY2tAIQVXcEDN2AKjv+IxtYwSvJzMfJNQP35mEM2zXiAAKoKwoM61iO3oRWogMYmQo4BACylgNIx+uV9VQgJUDOgrC/EAiIaoQGnLHwBjsURLlGkyDK/hmJmBAyP1LMkLViNGB7n5c3IF5D94VhJWBGeINbD+WsJgASKhYr2lEZ8ilcLuAlDB8F+wMJ1F7ABJLGTPkcwBQsAQ7zQEwyISQeoDGPkcUQEUYUqPDPKRBAwSAOV95/MYoCq+SDyzw1bunHs24chWP7WNTAHvBLdJsk69nv/8AiggsCIlcwASaQI67z5FEAyMF/wBzCJyaH9YFDIGAo0ovNtnThLwNN2ERSoTCRbwYQITRs8VcIRKPM+rhIEgxGNswIEAQknVwRB2Mj1MwiUmh/WWi1Nuo0Zo8NPxB0zYJSOgXwAYFgfXdQXAYuH3lEBwQZCJE6AxIDmFQwD+FxcjMQlJflzAJOgJk4YH3TWNdh3XPHQGMSBRShDsFAOuv7goYI3g9oYGq0ftHB/Q4C/M0hLE4RYgEfrCEKGWX7zipCS/nAylAyHUwMRNgEcnp8SP3BdOBCga8xbneNhnOFEiB9Fg0TRh4An6wiMzEoBTgiVH7ywbmL6b8wsUEZ7gmZJigchvCUAwSCN9+YPBwArPKCTAwIlNYOmLABmDqK4BGHlNmxR4TlApQDVJu+z3/APwTskNBkwhqAKKBOBvqPWAAFgSq7+4zDV86QHWCilCgehnyKNn4DwHUJ0zEIz/KFETChsxARxDBEstPpFqIEBGjfiOLLlXoYAaAgyED1gVs4Q2ULx8JeQ4CrCOSM/EIjMQOEQmMl4jAQNjFOGoDHkF3qeZgW0Mg7wTF/wClXL/xAMSOD89P4fSLicMhhQQZEDepA18pSn+GD6MGX7x4TlApiDe8gfxFgO6QBMN9AOTCilCgehjSIMSIdHG+kuuAadDvKFtMRD9DxEbEwYj7xM8gUS9gMwIEAQknVyqzDOr1gZSgZDqYShiIEZ/UeVBWDY5cSgGrTeZtv6md3zA5wH1iOYbQBOoIZ8wQKEMiifyYFO1mFVp6wqGRMBFiQR+sNiNbey3jog+tCQwkoBEZr7okDQHzJvmqrp5hV6E9laGMSAiwyoUCBICDu55QVk9nv/8AgidpTAsLb/2zDfBoz6BfwzENQF6L49UBanYQI/ZT5FERAxTg/i9TSOU9B5DHkwsTJEpGBBeTeTePxAevBpUwlLUvjKe8ADkYLg5IAgBAoWagSaClmQ38ekDkoEUEE+/EC2AALJ00fMy75QLBY/UAAkgAOzzBGMFoDbh7RSMoALwpkP76c8z+flD/AJiCHYB3jugFSRZAlMkWCGxHhOUD6CWqLje4wEDYxTgUTabJkaKDFkY/SOIGCSaY9oO0MSI8eeIQoAJGBBYmSJSMCGMaSQSTw94IWiIhNpiUhBBNYPrDp5la2z6QntgJWN/EOblITciVd41QTQb7SgAIsl6RvMZ65/8AZmIMQdbG0QAAIsgS/Jiy2xQ4Pcjr8B/iYuTIEjAY14n9v3REEVhHMLERotZtFOGg/iHMpdBnQqBHsUhbwv5cAh2XvDPw8ZJTLV+YApLFIzp+ZeFFS/6oaOsFAD/lK9QkFQWIiIGKcAAkgAOzzBBAACADT/He3yKKUKB6GA6JCEY/nCITGS8TCJyaH9Zqw8Ba9ZilgjLPHmBiZslAwYGUoGQ6mG4DNwe8MhcSDsIavKhA4gDlp6T5FAjEAJFXMKBAkBB3cIAEkgAGtRgCdgDEqdTWagZSgZDqYyCOwDmNXg4HAreFiZIlIwIggBG7Wh5gguW/9RhwJAQpQt0sBuk2hUMAIAgsCImkERaVWExM8XNswjd5mMtaxYhRSxQLQdCxEkAZyJhFTGr3UFCTcAaPHiHTcE2M1wiDiAErBGIQKkEraD4EaycesbI2DNgQZ9o7CGDPmKz3CJCsbx5TZsUDETYBHJmETk0P6zz43Nr9T05ITCi0Hmp/VwYA3bvymYagWj6xACVgjEOKxMZfOcVISX8+z3//ABwgAu1o9TprBEWjkMEFkvMKhgBA5D4clfR9DdeBC/vAZbGhePPS0U5tnAg9KfcSpaNp4GImwCOTLAbtNlPiT+58Sf3CbKGeQZfGmEFjtzrDAhBDYc0IcsEgGbpfQQLCQoEnnBrf3mIGuF2m4VlpmAJYVwybi0308+Nza/UDiElgfG/ESEHBg7+ehikELwbu5lEpNS+vZjLWsWISlAJkOqAWbjO8+JH7g+gwaoQAJJAANagYmbJQMGWOZd21XtNYIi0TG4IJOBzBxaAAEOKInFuE+JP7jpzHRYJw/M/Cn9GE+AUgA7lAylgyDUdAMyMSgbpyeN9+JrBEWgQUBAdnv/8Ajh2mjIdEDETYBHJ6CRiYQF+/EzhrFH5hkZghIZgshp5JGWj494YGq0ftDwNVjCXnxCAABCCS1t6wKYEe0HTTmMF/eAWIQorGkpTSybnLYbpmn1hMMAyH7gRWEICViG5xPBaC5jA1V1soLjMGIwEpETA7EGAN278pal8ZT3jkMEFkvMKhgB1DAZGS/wC4wGRkv+4FDIGCgGrTfoTOBxDuYHIGPRmWA3abKBTAj2ggXdLx8GDaneNPPM/n5TfPWlr1BZNEL36awRFoZHlRP5rGLQmhzvzP7fugiBuD/jg0LYFihPMfAMG1rk8T8Kf0YFMCPaCWinNs4EZggBdPMF14EC+/b7//AI72/rYROTQ/rP5+UICsLCMTNGMk+sKKWKBaCbZqr6eYwEDYxThk3FpvoVUEOkbMXE4ZBDkOQBd3ueJmdzQW1+EaR8Vg9IGImwCOTC2ERzUIsQCP1gUwI9oIkIGSB389EhAyQO/mefG5tfqVidpiABRWSKpDs0hLE548bEn++g0nBNhNMIg54QVkQybi03BSNlCR+YgBKwRiZLsoY/lPiR+4LrwIF9+gbLI4qBQyBg/jbzwgrIhk3FpuFiJIAzkQoiYUNmJphEHCSpKYO4biC6FUQkLI04QgDhzandsJ7bdYOsKpAfDeb5qq6ee33/8AwTCjMpmGqefeEQFm2MFZarV9ZytVz+Zy5i/YgBL+ptA+rUdZEySaJnG8DEzZKBgzHsGVXMtLC8TZiarYfz/hMewZVcy0sLxHJiiEcgQHaFgLccyuKQ2rsQLLAI2/rg+EkHUD7x0gJwCyxryZtnrS0hMeBwDELrMAcwxFAQYaw51gEgCih2w9oGJmyUDBguA2aD3jRJkkaSiA4IMhMCgBFp/XDAAkYctprDUV/MFdiYC4nxJ/cQuswBzA2WRxUbSwbgfeWlheIGyyOKmPYMquZaWF4gbLI4qOjR2cjN6+fEtLC8QjYKgX/M/n5TfNVXTzA2WRxUZFGccdNHVSuKQ2rsQQpFULwHzD0RZAIxMjcM0DCZaEhePMGks0DozvLSwvEI2CoF/zDjgRFWwDFcQAAWok7+YlwAYbS2Jq/Q4dP4lpYXiBssjipj2DKrmWlheIGyyOKj3ATkh/1nN6FqH1MGSsHtIHCqaYBfmPsjS0vqYExIVA4O94DHicAQfQYNXQ3XkQL7wDMhA4ZYo6cV+IQKkEraHTcE2MfmboPS0pnmADQGioDLY0Lx5gciQtGZdmzEGw3hQfGrV7xE9AWX1Rc0yKADHmaQRFu3TghSmzD3FCmbfQsTJEpGBCwmGwLU0wiD6EwJBbQ6dwLFgjzAMyMSguvAgX37AWTRC94NJwTYTTCIObZqr6eYYoXWbraMBA2MU4EF4DP3CilCgehgPvAFhnfzGT2BZfVPKCsno6BHz3e/8A/WyLABw7eGHn/wBGxsYJwevadpFsib0Hi5fVy0Wpt1GwCCZOfPMQPMy9eDFSpClwXmFopJ06CBlLBkGogZIgs2HO8KqCsDoR34nxJ/fQqGA3H5lAvkly1gZSgZDqYDQhFjzt6dLRTm2c3zVV089CZwOIdzA5Ax6MxowIGB++gqEAA2/xPKCsmFiJIAzkQMpYMg1HYyMCdUIkIODB389QMyMSnxI/c2vFKVHEtFObZzfNVXTz2BssjioWIkgDORAylgyDUdUhAyQO/mW1heOm2aq+nmWi1Nup/G36GRX/AAPgwfQYNXb7/wD9Y+OIDoFoBvAAAABQA07RzlOc1Y6ByJC0ZgtENw0Dma7BDA2+Zvmqrp5jig2g+VU84Nb+8IYkHQnYiH2mRJVY87GFGoQP93Q4puge0ICiskXaEBjxOAIPoMGqBQyBgoBq03hzZCb288wiExkvEGk4JsIhAAYN8y+EvYv8dKInFuHfkNFFt/WMBkZL/uBTIn2hlANUm7mMtaxYhQehPuIoLHJt3WOZd21Xt0IAEkgAGtQMTNkoGDCxEkAZyJRAcEGQiZLBZ0H1LFJmexBl+ILOFj3XQCkVcjRznmb560te33//AK1Be/qjdV6P32+39LXCIOElSAsSNIGUsGQajoI3FQ8uPupGpDzKqJAAFDzxNs1V9PMtFqbddHQI+YgGRgv+5pDUX/M3z1pazSEsTnjxsSf7lyVsWhbGMFATYAHQILAiIgBKwRiEACCAEHSodiwKPX69SALdJFUxM5alDz1JgSC2h06CScWmp5QVk9WjBiQH77gWTRC94FMifaGUA1SbuYy1rFiATzBCtEBlsaF48x2CPnqdMGxkprDUV/PR0CPnu9//AOsSwlplOod2zg9V6ixb+1euf3AdBEvI/wAHpMQ1AForn0QQAXa0epFXAVqcdLXxPkU+RRxQE0RihASdoViCH4C4zDrEthdVNFl8wbIINSsOBkGJ2sCBAEJJ1cWzeRLKYglbdHiOlr4h+DgBJVkwBMOiTh0tfEPwcAJKsmPCcoFAoAAQfeAsnNcRVwFanAY8TgCBF0Wv/vEVcBWpx0tfEuQyVzveKuArU46WviAsnNcTLBawQ9tI6WviAsnNcRVwFanHS18QFk5riCXQqMwz5jpa+IfcWbuMesC0EYZ4/cdLXxAWTmuIMxpFZjzCZRwz9/rDbDrVfr5irgK1OEAyQYHx5jeNW9n/ALMc2SDOatMtScF14EC+8VcBWpwq4hQqUA1SbuY2tozvEdLXxAWTmuIq4CtTjpa+ICyc1xDSO9QX/WUFXJjzag/11IFmDsQM504HpCgBgNsJCXOg9IAEUBKrt7DM9vkPosmqEw4jAHYLLwDD/HUSTi01PKCsno8sYNwazSCItOckoHaKVxBpaCIFgAF38dLHIurTr3gSKihnfnmBvkCQDyKBiZslAwYBmRiUBxMhBFM7wZRFo0Hzz35DRRbf17qrMM6vXp4QVkS9NkLL6+JacTK5PSxzLu2q9pzklA7RSuINLQdgsvAMP8S0U5tnN81VdPPQSTi01PKCsmGi8Cg/x3e//wDWMZVH6AZ9x9e72+W2etPWaw1Ffz0ChkDBQDVpvHYI+egMeJwBB9Bg1dXQI+eiymxYosJygUKCRNkkb6EoiiX7TbPWnrANBiGK5jBYAhd/EtTDV1qb5qq6eY0YMSA/feTAkFtDp2FiZIlIwIQAIIAQdKgLFgjz1fE4YDB0RYAIdAWTRC94spsWKEAMxMKguvAgX36uwR8xowIGB++10CPnu9//AOsIjSjSmLC+E5B7hBDZU35OzSEsTjUYR+McZJQG/S0B1WACZgiJuNmcZJQG/S0sLx3FsIjmuhRUQB+kSHWaBp4mctah4nvP2Ewicmh/WFFKFA9DM5alDz2gZgaA7CFFZAn6dgUMgYBqA1osta9wbLI4qFFKFA9DKDOAo3guMwYjCABBACDpXS2sLxG5qUd/0hm5tLEY28QopYoFoOtpYXju9/8A+t7L2fk/z6d3t/ZUHEgmwjlKiDajRcAlN1Xr0KCRNkkbiwnKBx5bZofQ0XgUH+OpYiSAM5Eq2Bp0bwmHEYAljkXVp179AEACDRB1g6JsEIMWU2LFCsaDEePaaIhW2LuxlrWLEOCRLllCEAAAAFADTs0hLE4ETDWKCSfTnJKB2ilcQaWg62OZd21XtHq4CkOplpxMrk9HK4A09DOMkoDeCy8Aw/xDhrcgOCY3z1pa9hovAoP8d3v/AP3jkqAiko1RNVueRCgIkJsBKXOo9YAAWBKrv7jMrJjdikUUsUC0EaMGJAfvoembJCTAAAABQA0hQIEgIO77Hq4CkOplpxMrkxAsAAu/jsKKUKB6GKWSAhv4hKIol+3cShQJ8d5MCQW0OnaQAJJAANagYmbJQMHospsWKLCcoF1BZNEL3gIZuAVOPPmAZMLoHpAwAAkBpDtizwB4jy2zQ4OSNJT9xDtsuSOeYtXEUg1EpOJFciLVxFINR0dAj57vf/8AvARuA8UPZww3+BQaW1AWBYGJ8H7azENQF6L49UOBcIKKhXqEgqCxMInJof1gAEkAB2eYVwNIQsQMBxUGogQwpsFv+Ur1CQVBYiIgYpwACSAA7PM5KYEnBgGIBBKNgttgyZXqEgqCxERAxTgycINM43leoSCoLEREDFOULQy6Zr4hgjhA2uBPCYAHnfiAASQAHZ5leoSCoLEREDFOUdRJZKz/AAleoSCoLEREDFOAASQAHZ5leoSCoLEREDFOAASQAHZ5gAaKUEFcREQMU4ABJAAdnmV6hIKgsREQMU4ABJAAdnmAAGgYAoNoiIGKcAAkgAOzzK9QkFQWIiIGKcAAkgAOzzAFqK2CnnxubX6hyOAZsK9oZX4mo+8F+oY2G+fMG5KFESUJThdAH/PE5KYEnKtFEqfiFzGDCo+JwwCC+LcLTaIgfAEREDFOAASQAHZ5leoSCoLEREDFOAASQAHZ5gggABABp/jvb+yPTFkAxHxOGASsQ05xlVLDiYTY9AMyMSguvAgX3gGZGJTW7sDiFFZAn6dMolJqX162ORdWnXvLRTm2c3zVV089SxMkSkYEC4qOyrqu/IaKLb+vdVZhnV691jmXdtV7dcInJof1jW8iefiHMUJAeX+oNhIVC9Cqmpet+2EEfQRyQ8wopYoFoOgQCIsEDUNF4FB/ju9//wAc4Ms08FHuIF1Ia4PEHRNghB6WinNs5vmqrp5ilZAVnECFFATAg1/77QAAAAUANI9XAUh1MtOJlcnqSiKJft2c5JQO0UriDS0EJQoE+O8mBILaHTuBYsEee4Fk0QvfqQAJJAANam4zeLBjy2zQ47BHzFpdsFLG8KoDciMbdjoEfPd7/wD472/urawvHYgWAAXfxFlNixSi1ahfR1xQAKXzMbZgQ9IQMpYMg1ExlrWLEMRHJCiQhGCwBC7+OqymxYoLY0Qs/wAIwWAIXfx3sjAnVDuDVgfA7g2WRxXYbryIF94xQwhrYgYmbJQMGHpiyAYj4nDAIUCBICDu+tpYXju9/wD8d7f2QMeJwBCSmISGoQWXgGH+OwoJE2SRvoaLwKD/AB0PTFkAxHxOGAdTPQABPECARFgga7NISxOWIrBsP478hootv691VmGdXr3WOZd21Xt2bZqr6eZaLU26h9yKw6f+QgAQQAg6V2mi8Cg/x3e//wDe8A0IvjeVyQgMpob/AH/cASAQHCliOP2nK1XP5nLmCCGypvyTHsGVXMtLC8QNlkcVDCwwks/eW+kwWbgpHGhmPYMquZaWF4gbLI4qY9gyq5lpYXiaJsHBGkx7BlVzLSwvEDZZHFTHsGVXMtLC8QgtUiV5mPYMquZaWF4gbLI4qY9gyq5lpYXiUfKgNJj2DKrmWlheIGyyOKmPYMquZaWF4gbLI4qNchVseustLC8QNlkcVMewZVcy0sLxA2WRxUaDQ1Vn3lpYXiBssjipj2DKrmWlheIGyyOKgxFAEyqO6uWlheIGyyOKmPYMquZaWF4gbLI4qY4MJpR31huTUg45ilwgCsBTHsGVXMtLC8QNlkcVMaHqlfeWlheIGyyOKmPYMquZaWF4gbLI4qPcBOSH+O9v7JowYkB++ltYXjutLC8dxbCI5ruLVgPI72RgTqh3BqwPgdwbLI4ro5XAGnoZxklAb9bawvE2zVX08wkAhGooBF3AoGzmAZkIH0tLC8d3v/8Ajvb+ywicmh/XoLLwDD/HcaLwKD/HdY5F1ade/dVZBjVa9+Q0UW39e6qzDOr17rHMu7ar26LCcoHHltmh9RZeAYf467Zqr6eZaLU266Gi8Cg/x3e//wCOOBcIKK7AsRJAGciBlLBkGojsEfPcCUwAQXCEw4jAHaSiKJft3EoUCfHeTAkFtDp3AsWCPPcCyaIXvB9Fk1QmHEYAjRgQMD99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xrBmZmYL64shgtdhxMT576N3CcYDkVSG8YzfP4BpadrGsGZmZgvriyGC12HExPnvo3cJxgORVIbxjN8/gGlp2sawZmZmC+uLIYLXYcTE+e+jdwnGA5FUhvGM3z+AaWnaxrBmZmYL64wEhXYosPgrOoM7E4wHIqkN4xm+fwDS07WNYMzMzBfXFkMFrsOJifPfRu4TjAciqQ3jGb5/ANLTtY1gzMzMF9cWQwWuw4mJ899G7hOMByKpDeMZvn8A0tO1jWDMzMwX1xZDBa7DiYnz30buE4wHIqkN4xm+fwDS07WNYMzMzBfXFkMFrsOJifPfRu4ZgCBI2JdS4TN+84NLTtY1gzMzMF9cWQwWuw4mJ899G7hOMByKpDeMZvn8A0tO1jWDMzMwX1xZDBa7DiYnz30buE4wHIqkN4xm+fwDS07WNYMzMzBfXFkMFrsOJifPfRu4TjAciqQ3jGb5/ANLTtY1gzMzMF9cWQwWuw4mJ899G7hOMByKpDeMZvn8DaoZqA5Ywv8AB9YdU0lLOB2bf5+s+UUQiuMJMbub46fV+ogQiik6LWvqYu/qoEIopOi1r6mLv6rAq0JHbLl639u/86e+hEf/AGH98n6B8FQeYX6KWGC02XEzfnrs1M/UDjAcGqR1nGZ5/J9QOMBwapHWcZnn8n1CxQpmmLns6vx71/mz3xl0ET1y8EJa/wDf0kiCVcO7JN/jlRAMyDfoKFnrOlK+Uxnq+/qv0k9ysT0rPV6+q/ST3KxPSs9Xr6rB66e6IX2wndnf+ZPdnVsKBV8nT1+hAphb7/2fd/UU7MFSvjjl0BH1+9RRCK4wkxu5vjp9X6iBCKKTota+pi7+qgQiik6LWvqYu/qsCrQkdsuXrf27/wA6e+WIq1U5/U0IrFLwCYLMMfvSwwWmy4mb89dmpn6gcYDg1SOs4zPP5PqBxgODVI6zjM8/k+oWKFM0xc9nV+Pev+CnvnLgKvrhvIoNa8f6/P7lCz1nSlfKYz1ff1X6Se5WJ6Vnq9fVfpJ7lYnpWer19Vg9dPdEL7YTuzvjsWmWcpMZZ/yp4t6QFwgHIDvMpLhEqmRGw1yqHeL4HiBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeEyqrUCJDdz+H1dxHk0GDQr5mY4etmBmRWRLczHcXWLxRRCK4wkxu5vjp9VApFBZ0GkfczNcMDMisiW5mO4usXiiiEVxhJjdzfHT6oiYC5NNe729dvVMDMisiW5mO4usXiiiEVxhJjdzfHT6qBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXAAdQFutujHcX1eKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXDAzIrIluZjuLrF4oohFcYSY3c3x0+qgUigs6DSPuZmuGBmRWRLczHcXWLxRRCK4wkxu5vjp9VApFBZ0GkfczNcMDMisiW5mO4usXhBpaMHzW59D7nECkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXDAzIrIluZjuLrF4oohFcYSY3c3x0+qgUigs6DSPuZmuGBmRWRLczHcXWLxRRCK4wkxu5vjp9VDBIRHAyjOiu84YOLSgzFDEFzMDmPSXiiiEVxhJjdzfHT6qBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXGaRbK9Fin8P1rtKe6ar+F/P1nyWGC02XEzfnrs1M/UDjAcGqR1nGZ5/J9QOMBwapHWcZnn8n1CxQpmmLns6vx71/w898tgJBOjt/vnhlypAdPfFCz1nSlfKYz1ff1X6Se5WJ6Vnq9fVfpJ7lYnpWer19EyZQTguFLMPrv1xx5jsaMs+Hs/0/Vg9dPdEL7YTuzv/JnwJS3s6gBXgPQsr1obCD6ezs0zYOPrvlFEIrjCTG7m+On1fqIEIopOi1r6mLv6qBCKKTota+pi7/cSSgJsN7TiJ9JaGQHvzP45pQvgU0Y/n78MsCKKJ4/YwKtCR2y5et/bv/Jn7COF88ZJCXgo7/q3bow6hwMnk0936qWGC02XEzfnrs1M/UDjAcGqR1nGZ5/J9QOMBwapHWcZnn8n7EoBoAOkoPI3G/XCaWdpAp80w9XmBlCHsDzb3eh3+4sUKZpi57Or8e9f5M9zTfJgUAURKOipnPANtUcq/wDhA0AY/a+REqU9dv8AfPABBEonfGdip/X939BQs9Z0pXymM9X39V+knuVielZ6vX1X6Se5WJ6Vnq9ftlpIPZ58mz78CZFAMZQsP9v8/vYPXT3RC+2E7s7/AMmfiC2kJDmNqATNXB+vXJEUoJAzcpk9fqHkCWjH24SKBAVZ/PMs2AA6vd88qKFmUJ+9RRCK4wkxu5vjp9X6iBCKKTota+pi7+qgQiik6LWvqYu/qsCrQkdsuXrf27/yZ87lkWEGYbAnQhnRzrrCxagqsOiHCDWDdmrHqHISeXR3OCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9nx1zqWA1JE0jEQdPe9cGFWwQWCd67PnPh4IQpxqOhxd72fHXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fHXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4JClwUVwiOpF1c9kTgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97PjrgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97PjrgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97PjrgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97PjriKYahZDgxvJLTANmxJBQUamJ3o3rvPh4IQpxqOhxd72fHXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fHXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fHXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fHXBI9EdiSkpvN13JywpbRohiXQ1N7Bx2CEKcajocXe9nx1xGayrD5HhhMjSJjuY2Yc78PBCFONR0OLvez464JHojsSUlN5uu5OJIKCjUxO9G9d58PBCFONR0OLvez464JHojsSUlN5uu5OJIKCjUxO9G9d58PBCFONR0OLvez464JHojsSUlN5uu5OJIKCjUxO9G9d58PGkwxXiYWauGUwPmJwSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9nx1wwgFgiztHJ8P1E2LBgCYF9/F9Z/QllcktBWSIighjWW/VfKFnrOlK+Uxnq+/qv0k9ysT0rPV6+q/ST3KxPSs9Xr9BKBUGqGTxvtfHj6bB66e6IX2wndnf+TPBXcLqKFVGyizC4h9Z8SXAKfP9P54oohFcYSY3c3x0+r9RAhFFJ0WtfUxd/QSnIFEHzDiSZo0Z338/sQIRRSdFrX1MXf1WBVoSO2XL1v7d/wCTPq3CXRsBmsoZkWnP6qPEF9cCgyBkKvj++Hjl0BH1+rLW1B3ev4z9/XABBEonf7tihUY5b74lhgtNlxM3567NTP1A4wHBqkdZxmefyfvCcQA7Th30/wDfrjUwBWROSp5ecCchpQRlds6/UOMBwapHWcZnn8n7TbUUEp5zxmRMRC+MfuLFCmaYuezq/HvX+TPvPXUYwUakXy48fpNkxYAwEByxyuuEhjAwl/n+rwCYLMMfvRGAD5f2KFnrOlK+Uxnq+/qv0k9ysT0rPV6/YlcSCFHzDiSdoSxrs98bKzAwpYS6P6jfVXuoj/r9j9JPcrE9Kz1ev3CWvgyh2f8AT9p3wzyCl2bdfY9B+5g9dPdEL7YTuzv/ADp74rJhEdpv+fxwPEN7TF/64byKDWvH+vz+jRLSOnx+rmzYZc9u/jkR8jEv6qKIRXGEmN3N8dPq/viKKlD9qBCKKTota+pi7/XwCoXHaZ2b71rg3ixM/wDriNio3Y1j+X4TlhdTnUMcJVKfb44z1FKnot+78T9yBCKKTota+pi7+qwKtCR2y5et/bv/ADZ76ER/9h/fJyKxEYGes8MZmsk2w48vHeCky5dbf7nl1haPTWLwF7aJb518/wA/vSwwWmy4mb89dmpn9+Sikgc/zPnP7Q4wHBqkdZxmefyDQjIkJ1N+9zXE3DB2NvRJj+eXFSxmHq0cfblaAREQWF3Rr9o44ZYEAQDxw61CMYnY/wA8MsCAIB4/Uy9IxB7H7OaKtDKdJ5/QOMBwapHWcZnn8n1CxQpmmLns6vx71/lzySs+JqKKhFiOG0uIHoMGFUoRMq6JlOBPjiprx9vfNcBi6qTE9nxt5IVRRjdEnxwcEszisOkLLs98ijoyOxjB5b8N0cGRVFASB7dD63wQhTjUdDi73s+OuPYwEUyzJKZ3dd8FJgt1LjuQ3Y7jzIF7TL4f774JHojsSUlN5uu5OHjFQamzbo334fHDCIgNYZKGouWZZd8Ej0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HkLjwwLB8+zOtmxgr5AGYkesiOKuR8HHwlnkpMhg5J5+7lFwaVFSqXdvVOuuCR6I7ElJTebruTjGmNiLgVdDr5y+eCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9nx1wSPRHYkpKbzddycqfsokLIXW3TsXxwQhTjUdDi73s+OuCR6I7ElJTebruThVJKKggaeHCsfCzYEIU41HQ4u97PjrgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97PjrgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97PjrgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97PjrgkeiOxJSU3m67k4kgoKNTE70b13nw8KBLCt0IHFqhjDrycEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcMIBYIs7RyfD9Y0VAAiNVCpKmY1x4IUYASQA4mTxf9vKIMlB5IgOOkO9ef/eNgo0Hd8ziGSSi/wAF68/xyuF6Yx5Qe/8Azja2si0+KdY/jhagQVSfxxkRUppfbU/64AIIlE7/AEzqAs8vRwPZaDVFy7+38cFDBXEMSXNrf9OsfSXFHYGOowY+uJeMS6wlpBjiW5vHLIqmq+eUJwhd9NxNAhcrq8W82Jj/ANcRTBnpWmPCJB3z60P9TzwbJeWyVmsddd88agfvMIZ9cxiKED1Rc/8Aj+vaVE4Hw4f++nxwNFQG4MXXmn2/VAhFFJ0WtfUxd/VYFWhI7ZcvW/t3/mT25QrB5DH/AJxz4ElbR7zl/wDfXPKWHldYf54oF1CkPDvH/wB48WNorwBQKExdL/fJ+rv+kY23n+D7cYo4ijT5v2+5wBHumJ2995x4P1SwwWmy4mb89dmpn9gAgiUTv9fiRDXxeI3oEZ334PLyAAqYEy9Y+3vk/wBiEQqocgV134OIYKtYjSBvyL2Y98DjAcGqR1nGZ5/I86hX0VfhfjGOUGud4UGCNgvep3wCQjyDK2mOnS+DiYUhfLtfu144a8HAfTzj3bnPJFNomzr/AF15X9UW7I1Rp/vS8HaIFsDB+ocYDg1SOs4zPP5PqFihTNMXPZ1fj3r/ADJ7sgQENs/7z/8A5zeETsMY0XHHET8Ivmf3vzgZWAaRAc34+eFCqcrfues/nksDmZ+aXr/ucwsAGbR/7n/X6fM1hb74TVMB2JnDfl5UULMoT9VCz1nSlfKYz1ff7N2lshDvf8ffgB6cVGn8/wBx+jFkRRo+NcwQqoZMdwzZ97yr92bODGriDnXAaQtG0o+DCHjF74lSDcQ6AQp4XqccwmCAwgqHxx+knuVielZ6vXDtDQ0Rvs6z9uOgtAKTypoz8nn6b9JPcrE9Kz1ev0zK/wBfIHJ8/b3yq0ayw051cvxPpMHrp7ohfbCd2d/5k+ZFcKwOo5MGr9+HbxCODc38f65HBtmVPbPvHjgrUOaEf/XH88BotC4YfU8cPUJQ1XxeCABwBTkVUs7Iffzn3k8cAPTio0/n+45WDuQV77vriUKIpp64Sj/pXz9uZAvaZfD/AH3xRRCK4wkxu5vjp9UcgOIf6f7OGXKkB098cuAq+uKvQpxWyYRL4wcZ1aoJDVsPPFdDwovNR3uzPLXl7AA78Z774QoOS0OqnZ788FPMhGkqDLSfAc6pzDMO9Wgl9fHIAn80631gx44gQiik6LWvqYu/02Tr2y+e/HwH00CEUUnRa19TF3+plgQBAPH0mBVoSO2XL1v7d/5k98teT/t/n8cHntimntDWeKJC0UQ1L83+PfABGphB1HD8cFZqtBw9P88tibgj8Z75KCLTv7nWeATBZhjn5AAef+/1HmiAif8AXBDQMHacF2WsJnCZut3HfUyuCoVFlznXt4uDtqoj7jr/AOcVCCiuVPH/AFyHaDNUfmzI8zpBskVtCY7MHnh7sKCsYB1tf98wlVjgHAcmFDvrxyUvh3wXJ0YXj14CgQhBz37+fPIHEk3PHThjsrUxlZa4m73lGquP0DjAcGqR1nGZ5/J9QOMBwapHWcZnn8n1CxQpmmLns6vx71/mT4xzfV/P6QuACGGNT+P97vB4KKBSZ1JwWgwV0fPwmdcQqEi1kOv/AGTxwzLJDKHevg/3wXCFgofJj78zjJERE/jirwK8fCbU8Ov/AD7fqoWes6Ur5TGer749EKpC/BOEJ2sLKnxOA4yyDFKGHnowfHD1CVAUaOj+VNfdl9CZXJInavW5rkdeIsYY+DOHy8A/MpLLvRZ1jzwuwcpKpum0Z565r3hLqymR3jXfECfBWiby66x6cFolZTXTTrL/ANnP6NJMqNrNKDiscYvV48kQY49udG/qP0k9ysT0rPV6+qweunuiF9sJ3Z3/AJc/WydaSsTzrnXWWycJDsb3+qQikYnp/rfDWYhgBzktGfHDYugiKmKZ3g805MswdISXGtn+jhVMmSRU11ZxMIBNFVq+antvHYg4Bi3efDP4edXSJQwZjuIz2cVUEHbsAD7oGfE3xOL1IGEr8FK++IIFg14mg93xhvtJ9oh+G6/QNWICxK7SPed4HWIlQDRhaw3/AH/f6brbow+DUy9eB4quVoCUGTKxb2ctTgmoTM89cEcEQVKGRWkZ8Z5goANafKBV/leIoIkVlCVnqn8nE1jgNqDHxhH78GkcB7BbmsCWqcqbYhyN7vaZPI8cTWOA2oMfGEfvwYXVtoEPdpPN4igiRWUJWeqfycMvSMQex+zggLlYdI+WhxFBEisoSs9U/k4mscBtQY+MI/fgwurbQIe7SebxFBEisoSs9U/k4mscBtQY+MI/fgwurbQIe7SebzcmzBKBuFsqGLkcTWOA2oMfGEfvwYXVtoEPdpPN4igiRWUJWeqfycTWOA2oMfGEfvwYXVtoEPdpPN4igiRWUJWeqfycTWOA2oMfGEfvwYXVtoEPdpPN4igiRWUJWeqfycTWOA2oMfGEfvwYXVtoEPdpPN4igiRWUJWeqfyccDC3Spm64gj5mrjgwurbQIe7SebxFBEisoSs9U/k4mscBtQY+MI/fgwurbQIe7SebxFBEisoSs9U/k4mscBtQY+MI/fgwurbQIe7SebxFBEisoSs9U/k4mscBtQY+MI/fgwurbQIe7SebxFBEisoSs9U/k4mscBtQY+MI/fjaXwoGKP1tW9Y3Tt9f9+C2elZpcz9KqGDF/TKexC/H++RKAGNzKhe5/BzUeRT7H54W13czB16nZ1xOYGKofv6n6KBCUUwfRnHfzxKIgtBZMCN93vgPiMjqjeGyQHLGoDbp4o6NADCkE+et8LYV0oKfBome5xujiQzWsHkTHvlXHARKEUtNuM6l4L1VosYFRdnWO+bFHgidq0yr43yAL/FOt95M+eYcEKVJrdDh/PAQbFjFYCNokfHHDhO6aK/d8n+36BFbUYwb8t113vgIjqZ7YGp5udTu/tnbFEzLIeN78i/QDjAcGqR1nGZ5/J9QsUKZpi57Or8e9f5k+cJDsb3+gJmbcrXl68/z+howVBZ88UxARBhjOfjkWgAamZM6hX+JwouMFK+8XLxaIIYkd+cZ/nhVJqPJjPk6H+HDrioiJYIHwdfo7FQHymBnx1M7xwYLPUaVpNiM9Rm8pdgwzQBZqY+JwOKjLyxDOtPjPrk4LsOCZewKbfPKAxmgC82YMFwdiHJxeBd2tImbbvd6eZ0SYxwt8ZmV3+hlgRRRPHGR6NoEnfwPmhy4FAJQj9/Twm6UCM8/nhDICIsB/8AKffj6asLTDiXMGtbTH7ARAAqvX0X6Se5WJ6Vnq9fqilfuH9/6+kweunuiF9sJ3Z3/mTyEUfB8/sCBGgOH547lo4QvX/S/wA8VXHq9jHjv31wwjGWfDcRR6ZeO0M9i3337f2xIDQey5d2OsQ5MayqYdOHHDpFnUSHT5K54xvenR6xc6p08BoQQyZGImqGzTjfGZqY6KOtUycSHIA90X+BPvxziMCF9kZhJwNFQG4MXXmn2/QNYpvtoe/t1wywIAgHj9OhDn4jpx1/HE3DB2NvRJj+f1LQFXQwdZ/uOYlhRrb739C4FAJQj9/Twm6UCM8/nhCsCEWPnjoxJg3/AH9JgVaEjtly9b+3f+ZPCX2cfn77/aa0w2TF+HvjSCkaGv1YoCNVY+sfqRQFYqw9442zajLDv/T/AA8WPJItZFhl9vOqvGHesYxrHi8fti4AhjMWo9+PtyEiOjrCglfeeuG0JxKglsdgO3Pk8XiBhCWJt6+LF5UMR85wvoXo79cMSEHv2+3f7F80ID1hezwde+PitG3B2dRCKOD78PL4o57WfNeK8VYujr++f1w5X9h5+gGsU320Pf264ZYEAQDx9QsUKZpi57Or8e9f5k9jEDwfP6kk1WQv/XN8EGhDH700WsIZ0t/geEhAwIoENeZLvN4JxMAJBqQID+RnBiGsl3lEYNJfg0vGBjEPHxvxjmOAxKaBRxJ8ZDkTrgWE9JQ1Do75c8qFlYlrN34HjW3MlkawnX+s+eSgIGEDC48uM+Pf7RYQoxLkaP8APH6Se5WJ6Vnq9cT9pFnLAxXkprzxp0MFbOuv0hM8gvs0zH/f6naGhojfZ1n7cKq0BF8Mqa38n7H6Se5WJ6Vnq9fsBEACq9fRYPXT3RC+2E7s7/zJ7BCNM/PDqR5WcUCNUT9xxxVVVV2v72wwhg+WG/XGFfuM5kkR4BqsKhHKtuvNw3jDol2DAaDvGnTruKuMy0Wp3hhy+X6oXtpCuzkdb+LyeCij5gr6VSevfFdocBDyEb0wFT28voRfFwGZ9s+eAiABVeuLZ5LPZ5/7/YgQiik6LWvqYu/o7J17ZfPfj4D9iBCKKTota+pi7/YWgKuhg6z/AHHMSwo1t97+gwKtCR2y5et/bv8Ay57QcyadQtXYCeWGHZ5DFxZ/rkrGaq/vQgqsOIQVWHBiWSBGVdE4auRSUDFSu5OIZFOG4ybMAGc/743sHyoJvTR9n+ECYLhrdGKvffMORGT3p/S6ysYR7j86/nhIDHwHznOv54TtjKSpv+fxxRgaMJQv2Y8STRxAwokmPtw4OMLonun7CdQxFPUCa7V8Tv8ARfNCA9YXs8HXvm1CTC7cvXj1+xzMNZMoj+R/cTqGIp6gTXavid/vczDWTKI/kf3AaDWlQiHmy9W/vu0h5piP4H8/4k/PjeIfWiNjNJ0ZlsdCJIPtxxKxOApjDH8m+HSZWADTB83v/XCg0IQKbhNzGO/tzKNOCBCGs8OMet8X0RSAhSXz3fN6nGKBLggz68/+cUyUQhWPhr/frjoFRqh9zjvHs8cVWwnMFMn+8Z31OKuID5AaeL/rU5/afxyt51mP4OLmQEyFHJNkx4r55QMVNUTc98sVXpeehnP7T+OLkRsMX7HBCBVVBl1+DiIUREInHOSselTNaLD0HP7T+Of2n8c/tP45/afxz+0/jnWRYZmJhkzfkOf2n8cBaF1j/wAef2n8c/tP45/afxz+0/jjnJWPSpmtFh6Dn9p/HP7T+Of2n8c/tP45/afxzrIsMzEwyZvyHP7T+Of2n8c/tP45/afxz+0/jn9p/HHOSselTNaLD0HP7T+Of2n8c/tP45/afxz+0/jhnBWHWBmtMj6Xn9p/HP7T+Of2n8c/tP45/afxz+0/jnWRZZiJhgxflef2n8c/tP45/afxz+0/jn9p/HHpPIggMzuR9L9fHjeIfeqNrEJ2Zn6mT8JWBV6PE8byw+oSVnxNRRUIsRw2lx9TrrCxagqsOiHCDWH1K6jCx0j21NGTqP1AJHa7YFAgFVEE9z6xQdybdBlXQqeGCfUGzUjqJH/f/X1TRUACI1UKkqZjXHgn1CWVyS0FZIiKCGNZb9RpKkJI2CadJ4X6tGL7vSaM2lhzvBP+K723Cxbl+T9QwuoQBtXiwXaGB8U+f1KBVKUysD7qHB1VoLlCvDUJvPE1jgNqDHxhH7//AIcjGpjlUGGbfxyZScUKVEaSWRjDEYVhqExBC4RIQpG8KKK9NW4w+MsYwRUs6+K0BRhC3c2It8wIPGDRW6YhJzBm9tIIZewW5Lvj2Ny6CYmRZhqyNCcCXGoUCIWdrSrxc+rIOGjc0fs7/wDxxQKJAuRo/ZB/RNY6BKgV84A+3/8AMX//2Q==

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Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit
Content-ID: <navigation.htm>

<html> <body> <p><b><font face="Arial">TradeStation Performance Report<br> </font><br><br></b></p><a href="cid:Performance Summary" target = "second" > Performance Summary </a><br>
<a href="cid:Trade Analysis" target = "second" > Trade Analysis </a><br>
<a href="cid:Annual" target = "second" > Annual </a><br>
<a href="cid:Daily" target = "second" > Daily </a><br>
<a href="cid:Monthly" target = "second" > Monthly </a><br>
<a href="cid:Weekly" target = "second" > Weekly </a><br>
<a href="cid:Performance Graphs" target = "second" > Performance Graphs </a><br>
<a href="cid:Trade Graphs" target = "second" > Trade Graphs </a><br>
</body></html>

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Content-Transfer-Encoding: 7bit
Content-ID: <TSSPR.CSS>

TD
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A.helpLink
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TR.Main
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TR.Detail
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TABLE.hiddentable
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--==TSBoundary-SPR
Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit
Content-ID: <TSSPR.JS>

///////////////////////////////////////////////////////////////////////////////
// Global variables and constants
///////////////////////////////////////////////////////////////////////////////

var g_cSmallestTableWidth = 512;
var g_bIsTMA              = false;

///////////////////////////////////////////////////////////////////////////////
// TMA support
///////////////////////////////////////////////////////////////////////////////

function ConfigureAsTMA()
{
  g_bIsTMA = true;

  InitTMA();
}

//-------------------------------------------------------------------
// Override the function to init the document for use with the TMA
//-------------------------------------------------------------------
function InitTMA()
{
  alert("Override Function for local implementation");
}

function UpdateTMAInformation()
{
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  //---------------------------------------------
  var objTMA = document.all.item("TMA");

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///////////////////////////////////////////////////////////////////////////////
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///////////////////////////////////////////////////////////////////////////////

//------------------------------------------
// Called to change the font which will
// make it necessary to resize the table
// to be proportional to the font
//------------------------------------------
function SetTextSize(fontSize)
{
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// Implementation
///////////////////////////////////////////////////////////////////////////////

function SetFontSize(fSize)
{
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        var styleSheetRulesCollection = styleSheet.rules;
        var styleSheetRule            = 0;
        var style                     = 0;

        if(styleSheetRulesCollection)
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          for( x = 0; x < styleSheetRulesCollection.length; x++)
          {
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            if(styleSheetRule)
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              if(style && style.fontSize)
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                style.fontSize = fSize;
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}

function ModifyTableSize(fontSize, table)
{
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function ModifyTableSizeEx(fontSize, table, cSmallestTableWidth)
{
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			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" )
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  		Tables[ i ].style.display = value;
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}

function FrameScroll(frame)
{
  if ( window.parent.frames(frame).document.body.scrollLeft != document.body.scrollLeft )
  {
    window.parent.frames(frame).document.body.scrollLeft = document.body.scrollLeft;
  }
}

function ExpandTable( Table, TName, Picture, bIsTMPR ) 
{
	if (document.images[Picture].alt == "Collapse")
  {
		document.images[Picture].src = "cid:GIFS/#3233";
		document.images[Picture].alt = "Expand";
		with(Table)
		for(var i = 0; i < rows.length; i++)
		{
			if(rows[i].className == 'Detail')
			{
				rows[i].style.display = 'none';
			}
		}
	}
	else if (document.images[Picture].alt == "Expand")
  {
		document.images[Picture].src = "cid:GIFS/#3234";
		document.images[Picture].alt = "Collapse";
		with(Table)
		for(var i = 0; i < rows.length; i++)
		{
			if(rows[i].className == 'Detail')
			{
			  if ( bIsTMPR == true ) 
			  {
			    if ( rows[i].id != "NoTMPRRow" )
			    {
            rows[i].style.display = 'block';
			    }
			  }
			  else
			  {
				  rows[i].style.display = 'block';
			  }
			}
		}
	}	
}


function ExpandSpan(Span,SName,Picture) 
{
	if (document.images[Picture].alt == "Collapse")
  {
		document.images[Picture].src = "cid:GIFS/#3233";
		document.images[Picture].alt = "Expand";
		Span.className = 'Detail';
	}
	else if (document.images[Picture].alt == "Expand")
  {
		document.images[Picture].src = "cid:GIFS/#3234";
		document.images[Picture].alt = "Collapse";
		Span.className = 'Main';
	}	
}

///////////////////////////////////////////////////////////////////////////////
// Help support section
///////////////////////////////////////////////////////////////////////////////

//---------------------------------------
// Popups for Help
//---------------------------------------
var prePopUp      = "<LAYER WIDTH=350 LEFT=0><IFRAME SCROLLING=auto WIDTH=350 HEIGHT=120 MARGINHEIGHT=0 MARGINWIDTH=0 HSPACE=0 VSPACE=0 FRAMEBORDER=0 ID=popup NAME=popup SRC=";
var httpPopUp     = "http://";
var domainPopUp   = "www.tradestationsupport.com";
var preSrcPopUp   = "/resources/"
var versionPopUp  = "07_01";
var postSrcPopUp  = "/userguide/contexthelp.asp?topicid=";
var topicPopUp    = "k_ratio__strategy_performance_report_";
var postPopUp     = "></IFRAME></LAYER>";

var htmlHelpPre       ="\"mk:@MSITStore:";
var htmlHelpPath      ="";
var htmlHelpFileName  ="EMPTY";
var htmlHelpFolder    ="::/report/";
var htmlHelpExt       =".htm\"";

//---------------------------------------
// Help functions
//---------------------------------------
function HelpTip(HelpID) 
{ 
  HelpTipEx(HelpID, window.event) 
	
	return false;
}

function HelpTipEx(HelpID, event)   
{
  // Set the topic id as the help id
  topicPopUp = HelpID;
 
  // compose the popup
  // old http version
  //var PopUp = prePopUp + httpPopUp + domainPopUp + preSrcPopUp + versionPopUp + postSrcPopUp + topicPopUp + postPopUp;

  // compose the popup
  // version using HTML help
  var PopUp = prePopUp + htmlHelpPre + htmlHelpPath + htmlHelpFileName + htmlHelpFolder + topicPopUp + htmlHelpExt + postPopUp;

  if(htmlHelpFileName != "EMPTY")
  {
    // show the popup
	  showHelpTip(event, PopUp, true);
  }
  else
  {
    alert("Help is not available");
  }

	return false;
}

//---------------------------------------
// External Functions for help
//---------------------------------------
function SetHelpVersion(version)
{
  versionPopUp = version;
}

function SetHelpDomain(domain)
{
  domainPopUp = domain;
}

function SetHelpPath(path)
{
  htmlHelpPath = path;
}

function SetHelpFileName(fileName)
{
  htmlHelpFileName = fileName;
}

//---------------------------------------
// Help, helper functions
//---------------------------------------
function showHelpTip(e, sHtml, bHideSelects) 
{
	// find anchor element
	var el = e.target || e.srcElement;
	while (el.tagName != "A")
		el = el.parentNode;
	
	// is there already a tooltip? If so, remove it
	if (el._helpTip) {
		helpTipHandler.hideHelpTip(el);
	}

	helpTipHandler.hideSelects = Boolean(bHideSelects);

	// create element and insert last into the body
	helpTipHandler.createHelpTip(el, sHtml);
	
	// position tooltip
	helpTipHandler.positionToolTip(e);

	// add a listener to the blur event.
	// When blurred remove tooltip and restore anchor
	el.onblur = helpTipHandler.anchorBlur;
	el.onkeydown = helpTipHandler.anchorKeyDown;
}

var helpTipHandler = {
	hideSelects:	false,
	
	helpTip:		null,
	
	showSelects:	function (bVisible) {
		if (!this.hideSelects) return;
		// only IE actually do something in here
		var selects = [];
		if (document.all)
			selects = document.all.tags("SELECT");
		var l = selects.length;
		for	(var i = 0; i < l; i++)
			selects[i].runtimeStyle.visibility = bVisible ? "" : "hidden";	
	},
	
	create:	function () {
		var d = document.createElement("DIV");
		d.className = "help-tooltip";
		d.onmousedown = this.helpTipMouseDown;
		d.onmouseup = this.helpTipMouseUp;
		document.body.appendChild(d);		
		this.helpTip = d;
	},
	
	createHelpTip:	function (el, sHtml) {
		if (this.helpTip == null) {
			this.create();
		}

		var d = this.helpTip;
		d.innerHTML = sHtml;
		d._boundAnchor = el;
		el._helpTip = d;
		return d;
	},
	
	// Allow clicks on A elements inside tooltip
	helpTipMouseDown:	function (e) {
		var d = this;
		var el = d._boundAnchor;
		if (!e) e = event;
		var t = e.target || e.srcElement;
		while (t.tagName != "A" && t != d)
			t = t.parentNode;
		if (t == d) return;
		
		el._onblur = el.onblur;
		el.onblur = null;
	},
	
	helpTipMouseUp:	function () {
		var d = this;
		var el = d._boundAnchor;
		el.onblur = el._onblur;
		el._onblur = null;
		el.focus();
	},	
	
	anchorBlur:	function (e) {
		var el = this;
		helpTipHandler.hideHelpTip(el);
	},
	
	anchorKeyDown:	function (e) {
		if (!e) e = window.event
		if (e.keyCode == 27) {	// ESC
			helpTipHandler.hideHelpTip(this);
		}
	},
	
	removeHelpTip:	function (d) {
		d._boundAnchor = null;
		d.style.filter = "none";
		d.innerHTML = "";
		d.onmousedown = null;
		d.onmouseup = null;
		d.parentNode.removeChild(d);
		//d.style.display = "none";
	},
	
	hideHelpTip:	function (el) {
		var d = el._helpTip;
		/*	Mozilla (1.2+) starts a selection session when moved
			and this destroys the mouse events until reloaded
		d.style.top = -el.offsetHeight - 100 + "px";
		*/		
		
		d.style.visibility = "hidden";
		//d._boundAnchor = null;

		el.onblur = null;
		el._onblur = null;
		el._helpTip = null;
		el.onkeydown = null;
		
		this.showSelects(true);
	},
	
	positionToolTip:	function (e) {
		this.showSelects(false);		
		var scroll = this.getScroll();
		var d = this.helpTip;
		
		// width
		if (d.offsetWidth >= scroll.width)
			d.style.width = scroll.width - 10 + "px";
		else
			d.style.width = "";
		
		// left
		if (e.clientX > scroll.width - d.offsetWidth)
			d.style.left = scroll.width - d.offsetWidth + scroll.left + "px";
		else
			d.style.left = e.clientX - 2 + scroll.left + "px";
		
		// top
		if (e.clientY + d.offsetHeight + 18 < scroll.height)
			d.style.top = e.clientY + 18 + scroll.top + "px";
		else if (e.clientY - d.offsetHeight > 0)
			d.style.top = e.clientY + scroll.top - d.offsetHeight + "px";
		else
			d.style.top = scroll.top + 5 + "px";
			
		d.style.visibility = "visible";
	},
	
	// returns the scroll left and top for the browser viewport.
	getScroll:	function () {
		if (document.all && typeof document.body.scrollTop != "undefined") {	// IE model
			var ieBox = document.compatMode != "CSS1Compat";
			var cont = ieBox ? document.body : document.documentElement;
			return {
				left:	cont.scrollLeft,
				top:	cont.scrollTop,
				width:	cont.clientWidth,
				height:	cont.clientHeight
			};
		}
		else {
			return {
				left:	window.pageXOffset,
				top:	window.pageYOffset,
				width:	window.innerWidth,
				height:	window.innerHeight
			};
		} 
		 
	}

};


--==TSBoundary-SPR
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--==TSBoundary-SPR
Content-Type: image/gif
Content-Transfer-Encoding: base64
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--==TSBoundary-SPR--

