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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 - 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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>GOi-test, @YM.D, 1 min., 7/8/2002 8:31:00 AM - 1/19/2010 3:10:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
<TBODY>
<TR>
<TD>
<TABLE id=tblHidden border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD id=tdDisplay height=1 colSpan=4>Display: <SELECT style="BACKGROUND-IMAGE: url(none); BORDER-BOTTOM: blue thick double; BORDER-LEFT: blue thick double; FONT-FAMILY: Verdana; BORDER-TOP: blue thick double; BORDER-RIGHT: blue thick double" onchange=SummaryCallRightTable(); name=lstSprSummary> <OPTION selected value=1>Column View</OPTION> <OPTION value=2>Table View</OPTION></SELECT></TD></TR>
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<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>$77,310.0400</TD>
<TD id=Long_TotalNetProfit height=15 width="15%" align=right>$33,615.6400</TD>
<TD id=Short_TotalNetProfit height=15 width="15%" align=right>$43,694.4000</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>$257,356.3200</TD>
<TD id=Long_GrossProfit height=15 width="15%" align=right>$72,240.6400</TD>
<TD id=Short_GrossProfit height=15 width="15%" align=right>$185,115.6800</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>($180,046.2800)</FONT></TD>
<TD id=Long_GrossLoss height=15 width="15%" align=right><FONT color=red>($38,625.0000)</FONT></TD>
<TD id=Short_GrossLoss width="15%" align=right><FONT color=red>($141,421.2800)</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">1.4294</TD>
<TD id=ProfitFactor_Long width="15%" align=right numberkind="real">1.8703</TD>
<TD id=ProfitFactor_Short width="15%" align=right numberkind="real">1.3090</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit</A></TD>
<TD id=All_RollOverCredit height=15 width="15%" align=right>$0.0000</TD>
<TD id=Long_RollOverCredit height=15 width="15%" align=right>$0.0000</TD>
<TD id=Short_RollOverCredit height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position P/L</A></TD>
<TD id=All_OpenPositionPL height=15 width="15%" align=right>$0.0000</TD>
<TD id=Long_OpenPositionPL height=15 width="15%" align=right>$0.0000</TD>
<TD id=Short_OpenPositionPL height=15 width="15%" align=right>$0.0000</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=All_SelectNetProfit height=15 width="15%" align=right>$62,482.4800</TD>
<TD id=Long_SelectNetProfit height=15 width="15%" align=right>$29,652.2800</TD>
<TD id=Short_SelectNetProfit height=15 width="15%" align=right>$32,830.2000</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>$230,414.8800</TD>
<TD id=Long_SelectGrossProfit height=15 width="15%" align=right>$61,753.1200</TD>
<TD id=Short_SelectGrossProfit height=15 width="15%" align=right>$168,661.7600</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>($167,932.4000)</FONT></TD>
<TD id=Long_SelectGrossLoss height=15 width="15%" align=right><FONT color=red>($32,100.8400)</FONT></TD>
<TD id=Short_SelectGrossLoss height=15 width="15%" align=right><FONT color=red>($135,831.5600)</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">1.3721</TD>
<TD id=Long_SelectProfitFactor width="15%" align=right numberkind="real">1.9237</TD>
<TD id=Short_SelectProfitFactor width="15%" align=right numberkind="real">1.2417</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>$61,195.1081</TD>
<TD id=Long_AdjustedNetProfit width="15%" align=right>$26,606.1855</TD>
<TD id=Short_AdjustedNetProfit width="15%" align=right>$28,995.3745</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>$249,985.2084</TD>
<TD id=Long_AdjustedGrossProfit width="15%" align=right>$68,685.9105</TD>
<TD id=Short_AdjustedGrossProfit width="15%" align=right>$178,595.2583</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>($188,790.1003)</FONT></TD>
<TD id=Long_AdjustedGrossLoss width="15%" align=right><FONT color=red>($42,079.7250)</FONT></TD>
<TD id=Short_AdjustedGrossLoss width="15%" align=right><FONT color=red>($149,599.8838)</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">1.3241</TD>
<TD id=Long_AdjustedProfitFactor width="15%" align=right numberkind="real">1.6323</TD>
<TD id=Short_AdjustedProfitFactor width="15%" align=right numberkind="real">1.1938</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">1643</TD>
<TD id=Long_TotalNumberTrades width="15%" align=right numberkind="int">538</TD>
<TD id=Short_TotalNumberTrades width="15%" align=right numberkind="int">1105</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">74.1935%</TD>
<TD id=Long_PercentProfitable width="15%" align=right numberkind="percent">76.7658%</TD>
<TD id=Short_PercentProfitable width="15%" align=right numberkind="percent">72.9412%</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">1219</TD>
<TD id=Long_NumberWinningTrades width="15%" align=right numberkind="int">413</TD>
<TD id=Short_NumberWinningTrades width="15%" align=right numberkind="int">806</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">424</TD>
<TD id=Long_NumberLosingTrades width="15%" align=right numberkind="int">125</TD>
<TD id=Short_NumberLosingTrades width="15%" align=right numberkind="int">299</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>$47.0542</TD>
<TD id=Long_AvgTrade height=15 width="15%" align=right>$62.4826</TD>
<TD id=Short_AvgTrade height=15 width="15%" align=right>$39.5424</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>$211.1209</TD>
<TD id=Long_AverageWinningTrade height=15 width="15%" align=right>$174.9168</TD>
<TD id=Short_AverageWinningTrade height=15 width="15%" align=right>$229.6721</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>($424.6375)</FONT></TD>
<TD id=Long_AverageLosingTrade height=15 width="15%" align=right><FONT color=red>($309.0000)</FONT></TD>
<TD id=Short_AverageLosingTrade height=15 width="15%" align=right><FONT color=red>($472.9809)</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">0.4972</TD>
<TD id=Long_RatioAvgWinAvgLoss width="15%" align=right numberkind="real">0.5661</TD>
<TD id=Short_RatioAvgWinAvgLoss width="15%" align=right numberkind="real">0.4856</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>$3,040.2800</TD>
<TD id=Long_LargestWinningTrade height=15 width="15%" align=right>$1,815.2800</TD>
<TD id=Short_LargestWinningTrade height=15 width="15%" align=right>$3,040.2800</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=All_LargestLosingTrade height=15 width="15%" align=right><FONT color=red>($5,589.7200)</FONT></TD>
<TD id=Long_LargestLosingTrade height=15 width="15%" align=right><FONT color=red>($2,324.7200)</FONT></TD>
<TD id=Short_LargestLosingTrade height=15 width="15%" align=right><FONT color=red>($5,589.7200)</FONT></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD width="45%" noWrap><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=All_LargetWinTradePercentGrossProfit width="15%" align=right numberkind="percent">1.1814%</TD>
<TD id=Long_LargetWinTradePercentGrossProfit width="15%" align=right numberkind="percent">2.5128%</TD>
<TD id=Short_LargetWinTradePercentGrossProfit width="15%" align=right numberkind="percent">1.6424%</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">3.1046%</TD>
<TD id=Long_LargetLosingTradePercentGrossLoss width="15%" align=right numberkind="percent">6.0187%</TD>
<TD id=Short_LargetLosingTradePercentGrossLoss width="15%" align=right numberkind="percent">3.9525%</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">1383.0754%</TD>
<TD id=Long_NetProfitLargestLoss width="15%" align=right numberkind="percent">1446.0081%</TD>
<TD id=Short_NetProfitLargestLoss width="15%" align=right numberkind="percent">781.6921%</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">1117.8106%</TD>
<TD id=Long_SelectNetProfitLargestLoss width="15%" align=right numberkind="percent">1275.5205%</TD>
<TD id=Short_SelectNetProfitLargestLoss width="15%" align=right numberkind="percent">587.3317%</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">1094.7795%</TD>
<TD id=Long_AdjustedNetProfitLargestLoss width="15%" align=right numberkind="percent">1144.4899%</TD>
<TD id=Short_AdjustedNetProfitLargestLoss width="15%" align=right numberkind="percent">518.7268%</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">21</TD>
<TD id=Long_MaxConsecutiveWinners width="15%" align=right numberkind="int">17</TD>
<TD id=Short_MaxConsecutiveWinners width="15%" align=right numberkind="int">22</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">4</TD>
<TD id=Short_MaxConsecutiveLosers width="15%" align=right numberkind="int">7</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">276.8789</TD>
<TD id=Long_AvgBarsInTotalTrades width="15%" align=right numberkind="real">73.8216</TD>
<TD id=Short_AvgBarsInTotalTrades width="15%" align=right numberkind="real">375.7430</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">126.3634</TD>
<TD id=Long_AvgNumBarsInWinners width="15%" align=right numberkind="real">31.6828</TD>
<TD id=Short_AvgNumBarsInWinners width="15%" align=right numberkind="real">174.8784</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">709.6108</TD>
<TD id=Long_AvgNumBarsInLosers width="15%" align=right numberkind="real">213.0480</TD>
<TD id=Short_AvgNumBarsInLosers width="15%" align=right numberkind="real">917.2040</TD></TR>
<TR id=NoTMPRRow>
<TD width="45%"><A class=helpLink onclick="return HelpTip('average_number_of_bars_in_even__strategy_performance_report_');" href="?">Avg. Bars in Even Trades</A></TD>
<TD id=All_AvgNumBarsInEvens width="15%" align=right numberkind="real">0.0000</TD>
<TD id=Long_AvgNumBarsInEvens width="15%" align=right numberkind="real">0.0000</TD>
<TD id=Short_AvgNumBarsInEvens width="15%" align=right numberkind="real">0.0000</TD></TR>
<TR>
<TD height=15 width="45%"></TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD>
<TD height=15 width="15%" align=right></TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_number_of_contracts_held__strategy_performance_report_');" href="?">Max. Shares/Contracts Held</A></TD>
<TD id=All_MaxNumContractsHeld width="15%" align=right numberkind="int">7</TD>
<TD id=Long_MaxNumContractsHeld width="15%" align=right numberkind="int">4</TD>
<TD id=Short_MaxNumContractsHeld width="15%" align=right numberkind="int">7</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">1643</TD>
<TD id=Long_TotalSharesHeld width="15%" align=right numberkind="int">538</TD>
<TD id=Short_TotalSharesHeld width="15%" align=right numberkind="int">1105</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>$8,156.0000</TD>
<TD id=Long_AccountSizeRequired width="15%" align=right>$4,118.8400</TD>
<TD id=Short_AccountSizeRequired width="15%" align=right>$8,563.5600</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>$8,215</TD>
<TD id=Long_Slippage height=15 width="15%" align=right>$2,690</TD>
<TD id=Short_Slippage height=15 width="15%" align=right>$5,525</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>$7,755</TD>
<TD id=Long_CommissionPerTransaction height=15 width="15%" align=right>$2,539</TD>
<TD id=Short_CommissionPerTransaction width="15%" align=right>$5,216</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">77.3100%</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">7.6007%</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">24.5594%</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">947.8916%</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>$873.9395</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>$1,812.6117</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">0.2300</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">255.3002</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">0.3654</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('k_ratio__strategy_performance_report_');" href="?">K-Ratio</A></TD>
<TD id=KRatio width="15%" align=right numberkind="real">n/a</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%"><A class=helpLink onclick="return HelpTip('test_period__strategy_performance_report_');" href="?">Trading Period</A></TD>
<TD id=TradingPeriod height=15 width="45%" noWrap align=right>7 Yrs, 6 Mths, 12 Dys, 5 Hrs, 48 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">67.9135%</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>5 Yrs, 1 Mth, 11 Dys, 3 Hrs, 25 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>8 Dys, 6 Hrs, 36 Mins</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR>
<TD width="45%">&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR id=TMA81>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_equity_run_up_daily__strategy_performance_report_');" href="?">
<DIV id=MaxRunupDownLabel>Max. Equity Run-up</DIV></A></TD>
<TD id=MERU_Amount width="15%" align=right>$83,578.6000</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>06/19/09 13:11</TD>
<TD width="15%" align=right>&nbsp;</TD>
<TD width="15%" align=right>&nbsp;</TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD width="45%"><A class=helpLink onclick="return HelpTip('maximum_equity_run-up_div_initial_capital__strategy_performance_report_');" href="?">Max. Equity Run-up as % of Initial Capital</A></TD>
<TD id=MERU_Percent width="15%" align=right>83.5786%</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>($11,549.7200)</FONT></TD>
<TD id=Long_MaxIntradayDrawDown width="15%" align=right><FONT color=red>($5,912.6800)</FONT></TD>
<TD id=Short_MaxIntradayDrawDown width="15%" align=right><FONT color=red>($11,549.7200)</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>10/14/08 08:33</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">11.5497%</TD>
<TD id=Long_MaxPTV_Drawdown_div_InitCap width="15%" align=right>5.9127%</TD>
<TD id=Short_MaxPTV_Drawdown_div_InitCap width="15%" align=right>11.5497%</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">669.3672%</TD>
<TD id=Long_NetProfitMaxDrawDown width="15%" align=right numberkind="percent">568.5347%</TD>
<TD id=Short_NetProfitMaxDrawDown width="15%" align=right numberkind="percent">378.3157%</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">540.9870%</TD>
<TD id=Long_SelectNetProfitMaxDrawdown width="15%" align=right numberkind="percent">501.5032%</TD>
<TD id=Short_SelectNetProfitMaxDrawdown width="15%" align=right numberkind="percent">284.2510%</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">529.8406%</TD>
<TD id=Long_AdjustedNetProfitMaxDrawDown width="15%" align=right numberkind="percent">449.9852%</TD>
<TD id=Short_AdjustedNetProfitMaxDrawDown width="15%" align=right numberkind="percent">251.0483%</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>($8,156.0000)</FONT></TD>
<TD id=Long_CTCDrawdown width="15%" align=right><FONT color=red>($4,118.8400)</FONT></TD>
<TD id=Short_CTCDrawdown width="15%" align=right><FONT color=red>($8,563.5600)</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>09/10/09 08:47</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">8.1560%</TD>
<TD id=Long_CTCDrawDownInitialCapital width="15%" align=right numberkind="percent">4.1188%</TD>
<TD id=Short_CTCDrawDownInitialCapital width="15%" align=right numberkind="percent">8.5636%</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">947.8916%</TD>
<TD id=Long_NetProfitCTCDrawDown width="15%" align=right numberkind="percent">816.1434%</TD>
<TD id=Short_NetProfitCTCDrawDown width="15%" align=right numberkind="percent">510.2364%</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">766.0922%</TD>
<TD id=Long_SelectNetProfitCTCDrawDown width="15%" align=right numberkind="percent">719.9182%</TD>
<TD id=Short_SelectNetProfitCTCDrawDown width="15%" align=right numberkind="percent">383.3709%</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">750.3078%</TD>
<TD id=Long_AdjustedNetProfitCTCDrawDown width="15%" align=right numberkind="percent">645.9631%</TD>
<TD id=Short_AdjustedNetProfitCTCDrawDown width="15%" align=right numberkind="percent">338.5902%</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>($7,295.0000)</FONT></TD>
<TD id=Long_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($4,085.0000)</FONT></TD>
<TD id=Short_MaxTradeDrawDown height=15 width="15%" align=right><FONT color=red>($7,295.0000)</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>$77,310.0400</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">1.4294</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>$257,356.3200</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>($180,046.2800)</FONT></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit </A></TD>
<TD id=All_RollOverCredit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=All_OpenPositionPL height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=All_SelectNetProfit height=15 width="15%" align=right>$62,482.4800</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">1.3721</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>$230,414.8800</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>($167,932.4000)</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>$61,195.1081</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">1.3241</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>$249,985.2084</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>($188,790.1003)</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">1643</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">74.1935%</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">1219</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">424</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>$47.0542</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=All_RatioAvgWinAvgLoss height=15 width="12%" align=right numberkind="real">0.4972</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>$211.1209</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>($424.6375)</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>$3,040.2800</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=All_LargestLosingTrade height=15 width="12%" align=right><FONT color=red>($5,589.7200)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=All_LargetWinTradePercentGrossProfit height=15 width="15%" align=right numberkind="percent">1.1814%</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">3.1046%</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">1383.0754%</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">1117.8106%</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">1094.7795%</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">21</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">126.3634</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">709.6108</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">276.8789</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">7</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>$8,156.0000</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_commission__strategy_performance_report_');" href="?">Total Commission</A></TD>
<TD id=All_CommissionPerTransaction height=15 width="15%" align=right>$7,755</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>$8,215</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">77.3100%</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">7.6007%</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">24.5594%</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">947.8916%</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>$873.9395</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>$1,812.6117</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">0.2300</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">255.3002</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">0.3654</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('k_ratio__strategy_performance_report_');" href="?">K-Ratio</A></TD>
<TD id=KRatio height=15 width="12%" align=right numberkind="real">n/a</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('test_period__strategy_performance_report_');" href="?">Trading Period</A></TD>
<TD id=TradingPeriod height=15 width="15%" align=right numberkind="percent">7 Yrs, 6 Mths, 12 Dys, 5 Hrs, 48 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">67.9135%</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>5 Yrs, 1 Mth, 11 Dys, 3 Hrs, 25 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">8 Dys, 6 Hrs, 36 Mins</TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('maximum_equity_run_up_daily__strategy_performance_report_');" href="?">Max. Equity Run-up</A></TD>
<TD id=MERU_Amount height=15 width="15%" align=right>$83,578.6000</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>06/19/09 13:11</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('maximum_equity_run-up_div_initial_capital__strategy_performance_report_');" href="?">Max. E. Run-up as % of Initial Capital</A></TD>
<TD id=MERU_Percent height=15 width="12%" align=right numberkind="percent">83.5786%</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>($11,549.7200)</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>($8,156.0000)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('Maximum_Drawdown_date__Strategy_Performance_Report_');" href="?">Date</A></TD>
<TD id=MEDD_Date height=15 width="15%" align=right>10/14/08 08:33</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>09/10/09 08:47</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">11.5497%
<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">8.1560%</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">669.3672%
<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">947.8916%</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">540.9870%
<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">766.0922%</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">529.8406%
<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">750.3078%</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>($7,295.0000)</FONT></TD>
<TD height=15 width="38%">&nbsp;</TD>
<TD height=15 width="12%">&nbsp;</TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD class=titlesub height=15 width="35%"><A class=helpLinkTitleSection onclick="return HelpTip('long_trades__strategy_performance_report_');" href="?">Long Trades</A></TD>
<TD class=titlesub height=15 width="15%"></TD>
<TD class=titlesub height=15 width="38%"></TD>
<TD class=titlesub height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=Long_TotalNetProfit height=15 width="15%" align=right>$33,615.6400</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">1.8703</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>$72,240.6400</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>($38,625.0000)</FONT></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit </A></TD>
<TD id=Long_RollOverCredit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=Long_OpenPositionPL height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=Long_SelectNetProfit height=15 width="15%" align=right>$29,652.2800</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">1.9237</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>$61,753.1200</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>($32,100.8400)</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>$26,606.1855</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">1.6323</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>$68,685.9105</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>($42,079.7250)</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">538</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">76.7658%</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">413</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">125</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>$62.4826</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('ratio_avg_win_avg_loss__strategy_performance_report_');" href="?">Ratio Avg. Win:Avg. Loss</A></TD>
<TD id=Long_RatioAvgWinAvgLoss height=15 width="12%" align=right numberkind="real">0.5661</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>$174.9168</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>($309.0000)</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>$1,815.2800</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=Long_LargestLosingTrade height=15 width="12%" align=right><FONT color=red>($2,324.7200)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=Long_LargetWinTradePercentGrossProfit height=15 width="15%" align=right numberkind="percent">2.5128%</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">6.0187%</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">17</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">4</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">31.6828</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">213.0480</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">73.8216</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">4</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>$4,118.8400</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>$2,539</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>$2,690</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">1446.0081%</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">1275.5205%</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">1144.4899%</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>($5,912.6800)</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>($4,118.8400)</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">5.9127%</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">4.1188%</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">568.5347%
<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">816.1434%</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">501.5032%
<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">719.9182%</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">449.9852%
<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">719.9182%</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>($4,085.0000)</FONT></TD>
<TD height=15 width="38%">&nbsp;</TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD class=titlesub height=15 width="35%"><A class=helpLinkTitleSection onclick="return HelpTip('short_trades__strategy_performance_report_');" href="?">Short Trades</A></TD>
<TD class=titlesub height=15 width="15%"></TD>
<TD class=titlesub height=15 width="38%"></TD>
<TD class=titlesub height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('total_net_profit__strategy_performance_report_');" href="?">Total Net Profit</A></TD>
<TD id=Short_TotalNetProfit height=15 width="15%" align=right>$43,694.4000</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">1.3090</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>$185,115.6800</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>($141,421.2800)</FONT></TD></TR>
<TR>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('roll_over_credit__strategy_performance_report_');" href="?">Roll Over Credit </A></TD>
<TD id=Short_RollOverCredit height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('open_position_p_l__strategy_performance_report_');" href="?">Open Position Profit/Loss</A></TD>
<TD id=Short_OpenPositionPL height=15 width="15%" align=right>$0.0000</TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"></TD>
<TD height=15 width="15%"></TD>
<TD height=15 width="38%"></TD>
<TD height=15 width="12%"></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('select_net_profit__strategy_performance_report_');" href="?">Select Total Net Profit</A></TD>
<TD id=Short_SelectNetProfit height=15 width="15%" align=right>$32,830.2000</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">1.2417</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>$168,661.7600</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>($135,831.5600)</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>$28,995.3745</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">1.1938</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>$178,595.2583</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>($149,599.8838)</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">1105</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">72.9412%</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">806</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">299</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>$39.5424</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">0.4856</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>$229.6721</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>($472.9809)</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>$3,040.2800</TD>
<TD height=15 width="38%">&nbsp;&nbsp; <A class=helpLink onclick="return HelpTip('largest_losing_trade__strategy_performance_report_');" href="?">Largest Losing Trade</A></TD>
<TD id=Short_LargestLosingTrade height=15 width="12%" align=right><FONT color=red>($5,589.7200)</FONT></TD></TR>
<TR class=Detail>
<TD height=15 width="35%"><A class=helpLink onclick="return HelpTip('largest_winner_pcnt_of_gross_profit__strategy_performance_report_');" href="?">Largest Winner as % of Gross Profit</A></TD>
<TD id=Short_LargetWinTradePercentGrossProfit height=15 width="15%" align=right numberkind="percent">1.6424%</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">6.0187%</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">22</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">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=Short_AvgNumBarsInWinners height=19 width="15%" align=right numberkind="real">174.8784</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">917.2040</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">375.7430</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">7</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>$8,563.5600</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>$5,525</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>$5,216</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">781.6921%</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">587.3317%</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">518.7268%</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>($11,549.7200)</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>($8,563.5600)</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">11.5497%</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">8.5636%</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">378.3157%
<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">510.2364%</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">284.2510%
<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">383.3709%</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">251.0483%
<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">338.5902%</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>($7,295.0000)</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: 1/19/2010 11:09:01 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></FORM></BODY></HTML>

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<HTML><META NAME="TMA" CONTENT="false"><HEAD><TITLE>Trade Analysis</TITLE><OR_DEFS PercentInTheMarket="PerformanceSummary.Analysis_PercentInTheMarket;" ExitEff_CoefficientOfVariation="100*abs(TradeAnalysis.ExitEff_STDEV / TradeAnalysis.ExitEff_Average);" ExitEff_AverageTradeMinus_STDEV="TradeAnalysis.ExitEff_Average - TradeAnalysis.ExitEff_STDEV;" ExitEff_AverageTradePlus_STDEV="TradeAnalysis.ExitEff_Average + TradeAnalysis.ExitEff_STDEV;" EntryEff_CoefficientOfVariation="100*abs(TradeAnalysis.EntryEff_STDEV / TradeAnalysis.EntryEff_Average);" EntryEff_AverageTradeMinus_STDEV="TradeAnalysis.EntryEff_Average - TradeAnalysis.EntryEff_STDEV;" EntryEff_AverageTradePlus_STDEV="TradeAnalysis.EntryEff_Average + TradeAnalysis.EntryEff_STDEV;" TotalEff_CoefficientOfVariation="100*abs(TradeAnalysis.TotalEff_STDEV / TradeAnalysis.TotalEff_Average);" TotalEff_AverageTradeMinus_STDEV="TradeAnalysis.TotalEff_Average - TradeAnalysis.TotalEff_STDEV;" TotalEff_AverageTradeplus_STDEV="TradeAnalysis.TotalEff_Average + TradeAnalysis.TotalEff_STDEV;" Loss_PercentConsecutiveNetProfit="100 * TradeAnalysis.LargestConsecutiveLoss / PerformanceSummary.All_GrossLoss;" Win_PercentConsecutiveNetProfit="100 * TradeAnalysis.LargestConsecutiveProfit / PerformanceSummary.All_GrossProfit;" Loss_PercentNetProfit="100 * TradeAnalysis.LargestLoss / PerformanceSummary.All_GrossLoss;" LargestLoss="PerformanceSummary.All_LargestLosingTrade;" Win_PercentNetProfit="100 * TradeAnalysis.LargestProfit / PerformanceSummary.All_GrossProfit;" LargestProfit="PerformanceSummary.All_LargestWinningTrade;" DrawDown_CoefficientOfVariation="100*abs(TradeAnalysis.DrawDown_STDEV / TradeAnalysis.DrawDown_Average);" DrawDown_AverageTradeMinus_STDEV="TradeAnalysis.DrawDown_Average - TradeAnalysis.DrawDown_STDEV;" DrawDown_AverageTradePlus_STDEV="TradeAnalysis.DrawDown_Average + TradeAnalysis.DrawDown_STDEV;" RunUp_CoefficientOfVariation="100*abs(TradeAnalysis.RunUp_STDEV / TradeAnalysis.RunUp_Average);" RunUp_AverageTradeMinus_STDEV="TradeAnalysis.RunUp_Average - TradeAnalysis.RunUp_STDEV;" RunUp_AverageTradePlus_STDEV="TradeAnalysis.RunUp_Average + TradeAnalysis.RunUp_STDEV;" RewardRiskRatio_NetProfitMaxDrawDown="PerformanceSummary.All_TotalNetProfit / PerformanceSummary.All_MaxIntradayDrawDown;" RewardRiskRatio_NetProfitLargestLoss="PerformanceSummary.All_TotalNetProfit / PerformanceSummary.All_LargestLosingTrade;" PL_TotalOutlier="TradeAnalysis.PL_PosOutlier + TradeAnalysis.PL_NegOutlier;" TT_TotalOutlier="TradeAnalysis.TT_PosOutlier + TradeAnalysis.TT_NegOutlier;" Win_CoefficientOfVariation="100 * abs(TradeAnalysis.Win_STDEV / TradeAnalysis.AverageWinningTrade);" Win_AverageTradeMinus_STDEV="TradeAnalysis.AverageWinningTrade - TradeAnalysis.Win_STDEV;" Win_AverageTradePlus_STDEV="TradeAnalysis.AverageWinningTrade + TradeAnalysis.Win_STDEV;" Loss_CoefficientOfVariation="100 * abs(TradeAnalysis.Loss_STDEV / TradeAnalysis.AverageLosingTrade);" Loss_AverageTradeMinus_STDEV="TradeAnalysis.AverageLosingTrade - TradeAnalysis.Loss_STDEV;" Loss_AverageTradePlus_STDEV="TradeAnalysis.AverageLosingTrade + TradeAnalysis.Loss_STDEV;" TotalTradeAnalysis_CoefficientOfVariation="100*abs(TradeAnalysis.TotalTradeAnalysis_STDEV / TradeAnalysis.TotalTradeAnalysis_AverageTrade);" TotalTradeAnalysis_AverageTradeMinus_STDEV="TradeAnalysis.TotalTradeAnalysis_AverageTrade - TradeAnalysis.TotalTradeAnalysis_STDEV;" TotalTradeAnalysis_AverageTradePlus_STDEV="TradeAnalysis.TotalTradeAnalysis_AverageTrade + TradeAnalysis.TotalTradeAnalysis_STDEV;" AverageLosingTrade="PerformanceSummary.All_AverageLosingTrade;" AverageWinningTrade="PerformanceSummary.All_AverageWinningTrade;" TotalTradeAnalysis_AverageTrade="PerformanceSummary.All_AvgTrade;" NumberLosingTrades="PerformanceSummary.All_NumberLosingTrades;" NumberWinningTrades="PerformanceSummary.All_NumberWinningTrades;" TotalTradeAnalysis_NumberOfTrades="PerformanceSummary.All_TotalNumberTrades;"><!-- External support files --><LINK rel=stylesheet type=text/css href="cid:TSSPR.CSS">
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<BODY onload=AnalysisSetDefaultValues(); leftMargin=5 topMargin=0 bgColor=#ffffff marginheight="0" marginwidth="0"><!-- header -->
<TABLE id=hftable class=hiddentable width=663>
<TBODY>
<TR>
<TD><SPAN class=Header>TradeStation TradeManager Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>GOi-test, @YM.D, 1 min., 7/8/2002 8:31:00 AM - 1/19/2010 3:10:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
<TBODY>
<TR>
<TD>
<TABLE style="BORDER-COLLAPSE: collapse" id=summary_strategy_table border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD bgColor=#0066cc width="60%" colSpan=2>&nbsp;<FONT class=title>TradeStation Trade Analysis</FONT></TD>
<TD id=tdImage1 bgColor=#0066cc width="40%" colSpan=2 align=right><A onclick="ExpandTable(document.getElementById('summary_strategy_table'),'summary_strategy_table','summary_strategy_arrow');&#13;&#10;ExpandTable(document.getElementById('RunupDrawdown'),'RunupDrawdown', 'RunupDrawdown_arrow' );&#13;&#10;ExpandTable(document.getElementById('summary_efficiency_table'),'summary_efficiency_table', 'efficiency_arrow' );&#13;&#10;return false;"><IMG border=0 name=summary_strategy_arrow alt=Collapse src="cid:GIFS/#3234" width=70 height=19></A></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left>&nbsp;</TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('all_trades__strategy_performance_report_');" href="?">All Trades</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('winning_trades__strategy_performance_report_');" href="?">Winners</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD>
<TD height=18 width="20%" noWrap align=right><B><A class=helpLink onclick="return HelpTip('losing_trades__strategy_performance_report_');" href="?">Losers</A></B><BR><IMG src="spacer.gif" width=110 height=1></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('total_number_of_trades__strategy_performance_report_');" href="?">Total Number of Trades</A></TD>
<TD id=TotalTradeAnalysis_NumberOfTrades height=18 width="20%" align=right numberkind="int">1643</TD>
<TD id=NumberWinningTrades height=18 width="20%" align=right numberkind="int">1219</TD>
<TD id=NumberLosingTrades height=18 width="20%" align=right numberkind="int">424</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>$47.0542</TD>
<TD id=AverageWinningTrade height=18 width="20%" align=right>$211.1209</TD>
<TD id=AverageLosingTrade height=18 width="20%" align=right><FONT color=red>($424.6375)</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>$407.7350</TD>
<TD id=Win_STDEV height=18 width="20%" align=right>$193.2885</TD>
<TD id=Loss_STDEV height=18 width="20%" align=right>$487.0038</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>$454.7892</TD>
<TD id=Win_AverageTradePlus_STDEV height=18 width="20%" align=right>$404.4093</TD>
<TD id=Loss_AverageTradePlus_STDEV height=18 width="20%" align=right>$62.3664</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>($360.6809)</FONT></TD>
<TD id=Win_AverageTradeMinus_STDEV height=18 width="20%" align=right>$17.8324</TD>
<TD id=Loss_AverageTradeMinus_STDEV height=18 width="20%" align=right><FONT color=red>($911.6413)</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">866.5222%</TD>
<TD id=Win_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">91.5535%</TD>
<TD id=Loss_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">114.6870%</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>1 Dy, 23 Hrs, 23 Mins</TD>
<TD id=AvgTimeInWinningTrades height=18 width="20%" align=right>1 Dy, 10 Hrs, 27 Mins</TD>
<TD id=AvgTimeInLosingTrades height=18 width="20%" align=right>3 Dys, 12 Hrs, 35 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>18 Hrs, 55 Mins</TD>
<TD id=AvgTimeBetweenWinningTrades height=18 width="20%" align=right>1 Dy, 3 Hrs, 20 Mins</TD>
<TD id=AvgTimeBetweenLosingTrades height=18 width="20%" align=right>4 Dys, 6 Hrs, 12 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>371 Dys</TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 width="40%"></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD>
<TD height=18 width="20%" align=right></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><B><A class=helpLink onclick="return HelpTip('outliers__strategy_performance_report_');" href="?">Outliers</A></B></TD>
<TD height=18 width="20%" align=right><B><A class=helpLink onclick="return HelpTip('total_outliers__strategy_performance_report_');" href="?">Total</A></B></TD>
<TD height=18 width="20%" align=right><B><A class=helpLink onclick="return HelpTip('positive_outliers__strategy_performance_report_');" href="?">Positive</A></B></TD>
<TD height=18 width="20%" align=right><B><A class=helpLink onclick="return HelpTip('negative_outliers__strategy_performance_report_');" href="?">Negative</A></B></TD></TR>
<TR style="DISPLAY: block" class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('number_of_outliers__strategy_performance_report_');" href="?">Number of Outliers</A></TD>
<TD id=TT_TotalOutlier height=18 width="20%" align=right numberkind="int">27</TD>
<TD id=TT_PosOutlier height=18 width="20%" align=right numberkind="int">23</TD>
<TD id=TT_NegOutlier height=18 width="20%" align=right numberkind="int">4</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>$14,827.5600</TD>
<TD id=PL_PosOutlier height=18 width="20%" align=right>$26,941.4400</TD>
<TD id=PL_NegOutlier height=18 width="20%" align=right><FONT color=red>($12,113.8800)</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>$3,950.0000</TD>
<TD id=DrawDown_Maximum height=18 width="20%" align=right><FONT color=red>($7,295.0000)</FONT></TD></TR>
<TR style="DISPLAY: block" id=TMA81 class=Detail>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('maximum_runup_drawdown_date__strategy_performance_report_');" href="?">Max. Value Date</A></TD>
<TD height=18 width="20%"></TD>
<TD id=TradeAnalysis_RunUpDate height=18 width="20%" align=right>10/24/2008</TD>
<TD id=TradeAnalysis_DrawDownDate height=18 width="20%" align=right>10/14/2008</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('average_runup_drawdown__strategy_performance_report_');" href="?">Avg. Value</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_Average height=18 width="20%" align=right>$195.6269</TD>
<TD id=DrawDown_Average height=18 width="20%" align=right><FONT color=red>($290.5082)</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>$200.1765</TD>
<TD id=DrawDown_STDEV height=18 width="20%" align=right>$465.8690</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>$395.8034</TD>
<TD id=DrawDown_AverageTradePlus_STDEV height=18 width="20%" align=right>$175.3608</TD></TR>
<TR id=TMA81>
<TD height=18 vAlign=top width="40%" align=left><A class=helpLink onclick="return HelpTip('Avg_RunUpDrawdown_minus_Std._Deviation__Strategy_Performance_Report_.htm');" href="?">Avg. - <SPAN id=STDEV_NUM>1</SPAN> Std. Deviation</A></TD>
<TD height=18 width="20%"></TD>
<TD id=RunUp_AverageTradeMinus_STDEV height=18 width="20%" align=right><FONT color=red>($4.5496)</FONT></TD>
<TD id=DrawDown_AverageTradeMinus_STDEV height=18 width="20%" align=right><FONT color=red>($756.3772)</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">102.3257%</TD>
<TD id=DrawDown_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">160.3635%</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">38.5384%</TD>
<TD id=EntryEff_Average height=18 width="20%" align=right numberkind="percent">56.9524%</TD>
<TD id=ExitEff_Average height=18 width="20%" align=right numberkind="percent">81.5861%</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">53.3566%</TD>
<TD id=EntryEff_STDEV height=18 width="20%" align=right numberkind="percent">36.2661%</TD>
<TD id=ExitEff_STDEV height=18 width="20%" align=right numberkind="percent">23.2371%</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">91.8950%</TD>
<TD id=EntryEff_AverageTradePlus_STDEV height=18 width="20%" align=right numberkind="percent">93.2184%</TD>
<TD id=ExitEff_AverageTradePlus_STDEV height=18 width="20%" align=right numberkind="percent">104.8231%</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>(14.8181%)</FONT></TD>
<TD id=EntryEff_AverageTradeMinus_STDEV height=18 width="20%" align=right numberkind="percent">20.6863%</TD>
<TD id=ExitEff_AverageTradeMinus_STDEV height=18 width="20%" align=right numberkind="percent">58.3490%</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">138.4502%</TD>
<TD id=EntryEff_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">63.6779%</TD>
<TD id=ExitEff_CoefficientOfVariation height=18 width="20%" align=right numberkind="percent">28.4817%</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>$3,040.2800</TD>
<TD id=LargestLoss height=18 width="20%" align=right><FONT color=red>($5,589.7200)</FONT></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" noWrap align=left><A class=helpLink onclick="return HelpTip('largest_profit_loss_as_of_gross_strategy_performance_report_');" href="?">Largest Profit/Loss as % of Gross</A></TD>
<TD height=18 width="20%" align=right></TD>
<TD id=Win_PercentNetProfit height=18 width="20%" align=right numberkind="percent">1.1814%</TD>
<TD id=Loss_PercentNetProfit height=18 width="20%" align=right numberkind="percent">3.1046%</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>$7,296.6800</TD>
<TD id=LargestConsecutiveLoss height=18 width="20%" align=right><FONT color=red>($7,743.0400)</FONT></TD></TR>
<TR>
<TD height=18 vAlign=top width="40%" noWrap align=left><A class=helpLink onclick="return HelpTip('largest_consec_profit_loss_as_of_gross_strategy_performance_report_');" href="?">Largest Consec. Profit/Loss as % of Gross</A></TD>
<TD height=18 width="20%" align=right></TD>
<TD id=Win_PercentConsecutiveNetProfit height=18 width="20%" align=right numberkind="percent">2.8352%</TD>
<TD id=Loss_PercentConsecutiveNetProfit height=18 width="20%" align=right numberkind="percent">4.3006%</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>20</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$302.0300</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($462.2200)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>54</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$205.3726</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($491.1351)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>47</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$231.8403</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($361.1030)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>21</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$225.9943</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($467.5771)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>29</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$200.9007</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($458.5131)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>28</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$249.0895</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($457.9343)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>14</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$216.4535</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($503.2914)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$197.5456</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($644.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$219.8255</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($280.1745)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$164.5800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($430.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$141.6436</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($629.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$197.0508</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($558.4700)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>13</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$165.6646</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($359.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>14</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$175.1014</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,004.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>15</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$189.8633</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($553.4700)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>16</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$160.9050</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($859.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>19</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$179.7537</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($384.7200)</FONT></TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>21</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$136.9467</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($424.7200)</FONT></TD></TR></TBODY></TABLE>
<TABLE style="BORDER-COLLAPSE: collapse" id=AnalysisSeriesLosers border=0 cellSpacing=0 borderColor=#111111 cellPadding=0 width="100%" height=79 cols=4>
<TBODY>
<TR>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B>Losing Series</B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B><A class=helpLink onclick="return HelpTip('number_of_series__strategy_performance_report_');" href="?">Number of Series</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B><A class=helpLink onclick="return HelpTip('average_gain_loss_series__strategy_performance_report_');" href="?">Avg. Loss per Series</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD>
<TD height=22 vAlign=bottom width="25%" noWrap align=middle>
<P align=center><B><A class=helpLink onclick="return HelpTip('average_gain_loss_next_trade__strategy_performance_report_');" href="?">Avg. Gain Next Trade</A></B><BR><IMG src="spacer.gif" width=110 height=1></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>179</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($379.6921)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$204.9448</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>30</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($442.6367)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$220.2800</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>24</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($406.5950)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$191.9467</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($353.9700)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$184.2800</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($373.2200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$146.5300</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=middle>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($571.3867)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$201.5300</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7</TD>
<TD bgColor=#ffffff height=21 background="" align=middle>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($785.1962)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>$161.9467</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>($504.7200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$70.2800</TD></TR></TBODY></TABLE>
<TABLE id=summary_strategy_table border=0 cellSpacing=0 cellPadding=0 width=498>
<TBODY>
<TR>
<TD width="80%"></TD>
<TD height=19 width="20%"></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
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<TR>
<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/19/2010 11:09:01 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
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<HTML><META NAME="TMA" CONTENT="false"><HEAD><TITLE>Annual Trading Summary</TITLE><!-- External support files --><LINK rel=stylesheet type=text/css href="cid:TSSPR.CSS">
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<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>GOi-test, @YM.D, 1 min., 7/8/2002 8:31:00 AM - 1/19/2010 3:10:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
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<TR>
<TD>
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<TBODY>
<TR>
<TD bgColor=#0066cc width="100%"><FONT class=title>TradeStation Periodical Returns: Annual&nbsp;</FONT></TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width="100%"><A class=helpLink onclick="return HelpTip('mark_to_market_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" height=3 cols=6>
<TBODY>
<TR>
<TD class=titlesection height=1 width="20%" align=right>
<P align=center><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></P></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('analysis_net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection height=1 width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection height=1 width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD width="20%" align=right>
<P align=center>Last 12 month</P></TD>
<TD id=Last12Months_NetProfit width="16%" align=right>$3,357.7200</TD>
<TD id=Last12Months_PercentGain width="12%" align=right>1.9303%</TD>
<TD id=Last12Months_ProfitFactor width="16%" align=right>1.1028</TD>
<TD id=Last12Months_NumberTrades width="16%" align=right>224</TD>
<TD id=Last12Months_PercentProfitable width="16%" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$982.9400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5575%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.0798</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$126.1800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0716%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0036</TD>
<TD bgColor=#ffffff height=21 background="" align=right>220</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.5455%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$16,735.6200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>10.4948%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4423</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>218</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.5596%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$12,006.8800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8.1426%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4944</TD>
<TD bgColor=#ffffff height=21 background="" align=right>222</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.2703%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2006</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$12,375.5200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9.1614%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7325</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>236</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.8475%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2005</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$7,533.2800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.9062%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4218</TD>
<TD bgColor=#ffffff height=21 background="" align=right>228</TD>
<TD bgColor=#ffffff height=21 background="" align=right>77.1930%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2004</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$13,290.3800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11.6318%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7545</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>234</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>77.3504%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2003</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$6,845.6200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.3731%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2882</TD>
<TD bgColor=#ffffff height=21 background="" align=right>217</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.2719%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2002</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$7,413.6200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7.4136%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0992</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>67</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.1493%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width="100%"><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="20%" align=middle><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010 - Today</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$982.9400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5575%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.0798</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,109.1200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6295%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.0313</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>230</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.7826%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$17,844.7400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11.1904%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2437</TD>
<TD bgColor=#ffffff height=21 background="" align=right>446</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.3184%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$29,851.6200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>20.2441%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3062</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>667</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.4138%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2006 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$42,227.1400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>31.2602%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3692</TD>
<TD bgColor=#ffffff height=21 background="" align=right>902</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.2816%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2005 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$49,760.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>39.0126%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3771</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1127</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.0018%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2004 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$63,050.8000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.1822%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4215</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1360</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.5588%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/1/2003 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$69,896.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>65.0722%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4033</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1577</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.3817%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2002 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$77,310.0400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>77.3100%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4294</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1643</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.1935%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
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<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/19/2010 11:09:01 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
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<TR>
<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>GOi-test, @YM.D, 1 min., 7/8/2002 8:31:00 AM - 1/19/2010 3:10:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
<TBODY>
<TR>
<TD>
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=title bgColor=#0066cc width="100%">TradeStation Periodical Returns: Daily</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_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="30%" align=right>
<P align=center><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></P></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="10%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$725.7000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4110%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/14/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($594.7200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.3357%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/13/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($199.7200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1126%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0014</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/12/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$640.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3624%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/11/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($284.8600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1609%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/9/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/8/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$140.2800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0793%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>10.4401</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/7/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$130.2800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0737%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6.2405</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/6/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$5.1400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0029%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/5/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$170.1400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0964%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/4/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$250.2800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1419%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>17.8425</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/3/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/2/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/31/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$145.2800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0825%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>30.8930</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/30/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$155.2800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0882%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11.4495</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/29/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$10.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0057%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/28/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($14.8600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0084%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/23/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$510.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2908%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/22/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($404.7200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.2301%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/21/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($9.8600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0056%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/18/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$345.4200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1967%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/17/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($644.7200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.3658%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/16/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.1400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0001%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/15/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$800.7000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.4564%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</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>($325.0000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1849%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/13/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/12/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/11/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,269.7200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.7172%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/10/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($414.7200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.2337%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/9/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$10.1400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0057%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/8/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$450.1400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2543%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/7/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($4.8600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0027%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/4/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$630.1400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3573%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/3/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$30.2800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0172%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0141</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/2/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$455.5600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2590%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>47.2028</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($784.7200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.4442%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/30/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($29.8600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0169%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/27/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,140.1400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6495%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="30%" align=right>
<P align=center><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></P></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="10%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/15/2010 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$725.7000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4110%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/14/2010 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$130.9800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0739%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0953</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>40.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/13/2010 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($68.7400)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0388%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7847</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>40.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/12/2010 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$571.6800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3235%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.7912</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/11/2010 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$286.8200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1620%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8987</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/10/2010 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$286.8200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1620%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8987</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/9/2010 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$286.8200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1620%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8987</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/8/2010 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$427.1000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2415%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.3382</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>62.5000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/7/2010 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$557.3800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3153%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.7464</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/6/2010 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$562.5200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3183%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.7625</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/5/2010 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$732.6600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4149%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.2956</TD>
<TD bgColor=#ffffff height=21 background="" align=right>10</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/4/2010 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$982.9400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5575%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.0798</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/3/2010 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$982.9400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5575%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.0798</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/2/2010 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$982.9400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5575%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.0798</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$982.9400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5575%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.0798</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/31/2009 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,128.2200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6404%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.5350</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/30/2009 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,283.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7292%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.0215</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.9231%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/29/2009 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,293.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7349%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.0528</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.9231%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/28/2009 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,278.6400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2786%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.0063</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.9231%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/27/2009 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,278.6400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2786%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.0063</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.9231%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/26/2009 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,278.6400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2786%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.0063</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.9231%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/25/2009 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,278.6400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2786%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.0063</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.9231%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/24/2009 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,278.6400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7264%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.0063</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.9231%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/23/2009 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,789.0600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.0193%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6.6055</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>16</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>81.2500%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/22/2009 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,384.3400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7869%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.8022</TD>
<TD bgColor=#ffffff height=21 background="" align=right>16</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/21/2009 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,374.4800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3745%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.7278</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>16</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/20/2009 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,374.4800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3745%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.7278</TD>
<TD bgColor=#ffffff height=21 background="" align=right>16</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/19/2009 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,374.4800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7812%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.7278</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>16</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/18/2009 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,719.9000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9795%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.4133</TD>
<TD bgColor=#ffffff height=21 background="" align=right>19</TD>
<TD bgColor=#ffffff height=21 background="" align=right>78.9474%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/17/2009 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,075.1800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6101%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0930</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.6842%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/16/2009 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,075.3200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6102%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.0932</TD>
<TD bgColor=#ffffff height=21 background="" align=right>19</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.6842%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/15/2009 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,876.0200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.0694%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.9073</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>24</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>79.1667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/14/2009 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,551.0200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8825%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.5769</TD>
<TD bgColor=#ffffff height=21 background="" align=right>24</TD>
<TD bgColor=#ffffff height=21 background="" align=right>79.1667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/13/2009 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,551.0200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8825%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.5769</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>24</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>79.1667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/12/2009 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,551.0200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8825%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.5769</TD>
<TD bgColor=#ffffff height=21 background="" align=right>24</TD>
<TD bgColor=#ffffff height=21 background="" align=right>79.1667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/11/2009 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$281.3000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1589%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1459</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>24</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/10/2009 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($133.4200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0752%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9431</TD>
<TD bgColor=#ffffff height=21 background="" align=right>24</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/9/2009 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($123.2800)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0695%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9472</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>24</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/8/2009 - 1/15/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$326.8600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1847%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1401</TD>
<TD bgColor=#ffffff height=21 background="" align=right>25</TD>
<TD bgColor=#ffffff height=21 background="" align=right>68.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/7/2009 - 1/15/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$322.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3220%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1380</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>25</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>68.0000%</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: 1/19/2010 11:09:01 PM, 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>GOi-test, @YM.D, 1 min., 7/8/2002 8:31:00 AM - 1/19/2010 3:10:00 PM</SPAN></TD></TR></TBODY></TABLE>
<TABLE id=tblResize border=0 cellSpacing=0 cellPadding=0 width=512>
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<TD>
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<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>$1,311.4950</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3115%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.1773%</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>$393.0571</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2724%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.5328%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>March</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,182.6229</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8450%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.6479%</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>$1,191.5886</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8443%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.1194%</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>$380.2200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2671%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>68.3824%</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>$870.1400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6097%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.5556%</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><FONT color=red>($456.9829)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3183%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.7941%</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>$1,277.0286</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8923%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.9178%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=left>September</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,481.1500</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0257%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.4286%</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>$1,799.2975</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2822%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.7396%</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>$564.6775</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3973%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>67.5000%</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>$274.1700</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1921%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>69.4444%</TD>
<TD bgColor=#ccffcc height=21 background=""></TD>
<TD bgColor=#ccffcc height=21 background=""></TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width="100%"><A class=helpLink onclick="return HelpTip('mark_to_market_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right>
<P align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">%Profitable</A></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$982.9400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5575%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.0798</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($329.6800)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.1866%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8716</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>20</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>65.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$300.3200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1703%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1031</TD>
<TD bgColor=#ffffff height=21 background="" align=right>20</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,280.1800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7312%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.5919</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>84.2105%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($559.5400)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3186%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7662</TD>
<TD bgColor=#ffffff height=21 background="" align=right>20</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($365.6600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.2078%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8290</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>17</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.5882%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($6,018.5600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(3.3065%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2535</TD>
<TD bgColor=#ffffff height=21 background="" align=right>24</TD>
<TD bgColor=#ffffff height=21 background="" align=right>58.3333%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,250.4600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6917%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7698</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>20</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>85.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$984.7600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5477%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.6159</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>77.7778%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,181.4400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.8015%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.2607</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>24</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,654.3400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5259%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.1932</TD>
<TD bgColor=#ffffff height=21 background="" align=right>17</TD>
<TD bgColor=#ffffff height=21 background="" align=right>82.3529%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,450.6600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.8271%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5935</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>17</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>58.8235%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($801.2200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.4547%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8311</TD>
<TD bgColor=#ffffff height=21 background="" align=right>15</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,084.2000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7816%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.2694</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>16</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,174.9000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2723%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8180</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>77.7778%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$3,475.8800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.0756%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3582</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>22</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$4,109.7600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.5158%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2828</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.2222%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,265.6000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7808%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5413</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>21</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,180.4600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3636%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.5587</TD>
<TD bgColor=#ffffff height=21 background="" align=right>20</TD>
<TD bgColor=#ffffff height=21 background="" align=right>80.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($2,009.9600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(1.2413%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5854</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>61.1111%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$554.9000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3439%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4274</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($296.6400)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.1835%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8758</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>13</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>69.2308%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$40.0400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0248%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0125</TD>
<TD bgColor=#ffffff height=21 background="" align=right>19</TD>
<TD bgColor=#ffffff height=21 background="" align=right>68.4211%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2008</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($438.8400)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.2708%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9034</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>23</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>69.5652%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2008</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,595.3200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.6275%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.5490</TD>
<TD bgColor=#ffffff height=21 background="" align=right>20</TD>
<TD bgColor=#ffffff height=21 background="" align=right>65.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,544.7600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9782%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5043</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,664.7600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.7164%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.2816</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>83.3333%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,205.1800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4408%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.7447</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>78.9474%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,614.0600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0658%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.6758</TD>
<TD bgColor=#ffffff height=21 background="" align=right>15</TD>
<TD bgColor=#ffffff height=21 background="" align=right>53.3333%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,050.8800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3729%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.7924</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>22</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>68.1818%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($510.3800)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.3405%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8098</TD>
<TD bgColor=#ffffff height=21 background="" align=right>17</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.5882%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,475.1800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9939%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.6233</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.6842%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$860.6000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5832%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5159</TD>
<TD bgColor=#ffffff height=21 background="" align=right>21</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,288.1400)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.8654%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6253</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>25</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>64.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$474.9000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3201%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2007</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$424.7600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2871%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1731</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>68.4211%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2007</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$490.3200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3325%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3316</TD>
<TD bgColor=#ffffff height=21 background="" align=right>21</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2006</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,134.3400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7752%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.2725</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>16</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>81.2500%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2006</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,905.3200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3193%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.5292</TD>
<TD bgColor=#ffffff height=21 background="" align=right>19</TD>
<TD bgColor=#ffffff height=21 background="" align=right>68.4211%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2006</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,066.3000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4515%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.8060</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>23</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>86.9565%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection width=601><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="15%" align=right>
<P align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">%Profitable</A></P></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2010 - Today</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$982.9400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5575%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4.0798</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$653.2600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3698%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2266</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>30</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$953.5800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5407%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1645</TD>
<TD bgColor=#ffffff height=21 background="" align=right>49</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.4286%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,233.7600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2759%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3384</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>67</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.6269%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,674.2200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9532%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1862</TD>
<TD bgColor=#ffffff height=21 background="" align=right>87</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.7126%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,308.5600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7435%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1175</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>103</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.7864%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($4,710.0000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(2.5876%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7544</TD>
<TD bgColor=#ffffff height=21 background="" align=right>125</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.2000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($3,459.5400)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(1.9138%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8337</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>145</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.1034%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($2,474.7800)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(1.3765%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8895</TD>
<TD bgColor=#ffffff height=21 background="" align=right>162</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.0741%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$706.6600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.4001%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.0284</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>185</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.5946%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$3,361.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.9322%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1241</TD>
<TD bgColor=#ffffff height=21 background="" align=right>201</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.6219%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2009 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,910.3400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.0891%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.0623</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>216</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2009 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,109.1200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.6295%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0313</TD>
<TD bgColor=#ffffff height=21 background="" align=right>230</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.7826%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$4,193.3200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2.4223%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1141</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>244</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$6,368.2200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.7254%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1616</TD>
<TD bgColor=#ffffff height=21 background="" align=right>262</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.1908%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$9,844.1000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5.8783%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2005</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>283</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.9117%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$13,953.8600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8.5420%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2672</TD>
<TD bgColor=#ffffff height=21 background="" align=right>300</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$15,219.4600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9.3895%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2790</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>320</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.6875%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$17,399.9200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>10.8811%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3110</TD>
<TD bgColor=#ffffff height=21 background="" align=right>339</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.9263%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$15,389.9600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9.5047%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2532</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>357</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.2297%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$15,944.8600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9.8812%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2568</TD>
<TD bgColor=#ffffff height=21 background="" align=right>375</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.8667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$15,648.2200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9.6796%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2428</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>387</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.9018%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$15,688.2600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>9.7068%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2319</TD>
<TD bgColor=#ffffff height=21 background="" align=right>405</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.8272%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2008 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$15,249.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9.4097%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2112</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>427</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.5363%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2008 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$17,844.7400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>11.1904%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2437</TD>
<TD bgColor=#ffffff height=21 background="" align=right>446</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.3184%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$19,389.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>12.2780%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2542</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>463</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.2181%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$22,054.2600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>14.2051%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2823</TD>
<TD bgColor=#ffffff height=21 background="" align=right>480</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.5417%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$24,259.4400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>15.8506%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3082</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>498</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.6948%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$25,873.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>17.0854%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3247</TD>
<TD bgColor=#ffffff height=21 background="" align=right>513</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.0994%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$27,924.3800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18.6928%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3394</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>534</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.0337%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$27,414.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>18.2887%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3227</TD>
<TD bgColor=#ffffff height=21 background="" align=right>550</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.9091%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$28,889.1800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19.4644%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3365</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>569</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.9350%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$29,749.7800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>20.1611%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>589</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.8353%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$28,461.6400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19.1212%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3130</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>613</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.4307%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>3/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$28,936.5400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>19.5025%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3092</TD>
<TD bgColor=#ffffff height=21 background="" align=right>631</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.2662%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>2/1/2007 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$29,361.3000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>19.8456%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3058</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>649</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.2650%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/1/2007 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$29,851.6200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>20.2441%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3062</TD>
<TD bgColor=#ffffff height=21 background="" align=right>667</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.4138%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/1/2006 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$30,985.9600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>21.1763%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3162</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>682</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.5806%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2006 - 1/1/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$32,891.2800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>22.7749%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3331</TD>
<TD bgColor=#ffffff height=21 background="" align=right>701</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.4679%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/1/2006 - 1/1/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$34,957.5800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>24.5571%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3500</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>724</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.9282%</TD></TR></TBODY></TABLE></TD></TR></TBODY></TABLE><!-- footer --><BR>
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<TD><SPAN id=FooterInfo class=Header>Created by TradeStation: 1/19/2010 11:09:01 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

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<TD><SPAN class=Header>TradeStation Strategy Performance Report</SPAN></TD>
<TD align=right><SPAN id=HeaderInfo class=Header>GOi-test, @YM.D, 1 min., 7/8/2002 8:31:00 AM - 1/19/2010 3:10:00 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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<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('analysis_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="18%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="14%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$286.8200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1620%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8987</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/3/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$696.1200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3948%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>47.8452</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>80.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/27/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$295.7000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1680%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>61.8436</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/20/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$95.8400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0545%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5188</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/13/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$176.5400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1004%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3680</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>87.5000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/6/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($1,229.0200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.6944%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2659</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>16.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/29/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$301.4000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1706%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5199</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>80.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/22/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$950.9800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5411%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.1377</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/15/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($128.8800)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0733%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7368</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>60.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/8/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($683.3200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.3870%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3640</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$191.4000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1085%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2188</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/25/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$546.1200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3106%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/18/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$345.9800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1972%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/11/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$645.9800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3695%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/4/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($73.0400)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0418%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8909</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>62.5000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/27/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$110.7000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0633%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5988</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>66.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/20/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$130.9800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0750%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.3828</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/13/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($13.6000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0078%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9701</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>83.3333%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/6/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($993.6000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.5656%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.2950</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>42.8571%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/30/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$21.2600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.0121%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.0473</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>6</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/23/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$225.9800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1288%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8.6396</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5</TD>
<TD bgColor=#ffffff height=21 background="" align=right>40.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/16/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($339.0200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.1929%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.6101</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>40.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/9/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$656.1200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3747%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/2/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($908.8800)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.5164%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.2669</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/26/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$686.2600</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3914%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>3.1796</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>85.7143%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/19/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($63.3200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.0361%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9177</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>8</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/12/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($5,867.9000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(3.2375%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0503</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>25.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/5/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$290.9800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1608%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>15.7556</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>80.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/28/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($889.3000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.4890%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1646</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>25.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/21/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($558.7400)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.3063%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3823</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/14/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$806.4000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.4441%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>55.2665</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>83.3333%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/7/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$785.9800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.4347%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/31/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$41.5400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.0230%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0589</TD>
<TD bgColor=#ffffff height=21 background="" align=right>6</TD>
<TD bgColor=#ffffff height=21 background="" align=right>83.3333%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/24/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$611.1200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3392%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>18.5307</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>5</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>80.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/17/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($239.0200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.1325%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5067</TD>
<TD bgColor=#ffffff height=21 background="" align=right>4</TD>
<TD bgColor=#ffffff height=21 background="" align=right>50.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/10/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$555.4200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.3088%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>2</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>100.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/3/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($83.0400)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0462%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9216</TD>
<TD bgColor=#ffffff height=21 background="" align=right>8</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/26/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,116.9600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1906%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.1854</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>9</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>77.7778%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/19/2009</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$336.4000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1896%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.4579</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/12/2009</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,501.4000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8532%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>14.7014</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>7</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>71.4286%</TD></TR></TBODY></TABLE>&nbsp; 
<TABLE border=0 cellSpacing=0 cellPadding=0 width="100%">
<TBODY>
<TR>
<TD class=titlesection><A class=helpLink onclick="return HelpTip('mark_to_market_rolling_period_analysis__strategy_performance_report_');" href="?">Mark-To-Market Rolling Period Analysis:</A></TD></TR></TBODY></TABLE>
<TABLE id=gridRollingPeriods border=0 cellSpacing=0 cellPadding=0 width="100%" cols=6>
<TBODY>
<TR>
<TD class=titlesection width="25%" align=middle><A class=helpLink onclick="return HelpTip('rolling_period__strategy_performance_report_');" href="?">Period</A></TD>
<TD class=titlesection width="15%" align=right><A class=helpLink onclick="return HelpTip('net_profit__strategy_performance_report_');" href="?">Net Profit</A></TD>
<TD class=titlesection width="12%" align=right><A class=helpLink onclick="return HelpTip('_gain__strategy_performance_report_');" href="?">% Gain</A></TD>
<TD class=titlesection width="18%" align=right><A class=helpLink onclick="return HelpTip('profit_factor__strategy_performance_report_');" href="?">Profit Factor</A></TD>
<TD class=titlesection width="14%" align=right><A class=helpLink onclick="return HelpTip('_trades__strategy_performance_report_');" href="?"># Trades</A></TD>
<TD class=titlesection width="16%" align=right><A class=helpLink onclick="return HelpTip('_profitable__strategy_performance_report_');" href="?">% Profitable</A></TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>1/10/2010 - Today</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$286.8200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.1620%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.8987</TD>
<TD bgColor=#ffffff height=21 background="" align=right>7</TD>
<TD bgColor=#ffffff height=21 background="" align=right>57.1429%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>1/3/2010 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$982.9400</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.5575%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>4.0798</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>11</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.7273%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/27/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,278.6400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7264%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>5.0063</TD>
<TD bgColor=#ffffff height=21 background="" align=right>13</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.9231%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/20/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,374.4800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7812%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>3.7278</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>16</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>12/13/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,551.0200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8825%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>2.5769</TD>
<TD bgColor=#ffffff height=21 background="" align=right>24</TD>
<TD bgColor=#ffffff height=21 background="" align=right>79.1667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>12/6/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$322.0000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.1819%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1380</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>25</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>68.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/29/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$623.4000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.3528%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2140</TD>
<TD bgColor=#ffffff height=21 background="" align=right>30</TD>
<TD bgColor=#ffffff height=21 background="" align=right>70.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/22/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,574.3800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8959%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4689</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>34</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.5882%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/15/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,445.5000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8219%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3757</TD>
<TD bgColor=#ffffff height=21 background="" align=right>38</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.0526%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>11/8/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$762.1800</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.4317%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1549</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>44</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.4545%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>11/1/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$953.5800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.5407%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1645</TD>
<TD bgColor=#ffffff height=21 background="" align=right>49</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.4286%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/25/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,499.7000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8530%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.2587</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>53</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.5849%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/18/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,845.6800</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0519%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3184</TD>
<TD bgColor=#ffffff height=21 background="" align=right>56</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>10/11/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,491.6600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4253%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4299</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>60</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>76.6667%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>10/4/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,418.6200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3829%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3744</TD>
<TD bgColor=#ffffff height=21 background="" align=right>67</TD>
<TD bgColor=#ffffff height=21 background="" align=right>76.1194%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/27/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,529.3200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.4471%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3832</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>69</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.3623%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/20/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,660.3000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.5232%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.3974</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.3425%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>9/13/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$2,646.7000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.5153%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.3702</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>78</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>75.6410%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>9/6/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,653.1000</TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9411%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1935</TD>
<TD bgColor=#ffffff height=21 background="" align=right>84</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.8095%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/30/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,674.3600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9533%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1862</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>87</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.7126%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/23/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,900.3400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.0834%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2106</TD>
<TD bgColor=#ffffff height=21 background="" align=right>92</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.8261%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/16/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,561.3200</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8884%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1578</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>94</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.4043%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>8/9/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$2,217.4400</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2664%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.2241</TD>
<TD bgColor=#ffffff height=21 background="" align=right>98</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.4898%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>8/2/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,308.5600</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7435%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1175</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>103</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.7864%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/26/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right>$1,994.8200</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1378%</TD>
<TD bgColor=#ffffff height=21 background="" align=right>1.1745</TD>
<TD bgColor=#ffffff height=21 background="" align=right>108</TD>
<TD bgColor=#ffffff height=21 background="" align=right>75.0000%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/19/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,931.5000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1013%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.1611</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>113</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.3363%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>7/12/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($3,936.4000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(2.1718%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7834</TD>
<TD bgColor=#ffffff height=21 background="" align=right>120</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.6667%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>7/5/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($3,645.4200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(2.0145%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7996</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>125</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.0000%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/28/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($4,534.7200)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(2.4937%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7636</TD>
<TD bgColor=#ffffff height=21 background="" align=right>126</TD>
<TD bgColor=#ffffff height=21 background="" align=right>71.4286%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/21/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($5,093.4600)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(2.7924%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7464</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>131</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>70.9924%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>6/14/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($4,287.0600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(2.3608%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.7867</TD>
<TD bgColor=#ffffff height=21 background="" align=right>136</TD>
<TD bgColor=#ffffff height=21 background="" align=right>72.0588%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>6/7/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($3,501.0800)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(1.9363%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8258</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>139</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>72.6619%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/31/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($3,459.5400)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(1.9138%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8337</TD>
<TD bgColor=#ffffff height=21 background="" align=right>145</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.1034%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/24/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($2,848.4200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(1.5811%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8633</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>149</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>73.8255%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/17/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($3,087.4400)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(1.7115%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8551</TD>
<TD bgColor=#ffffff height=21 background="" align=right>152</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.6842%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>5/10/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($2,532.0200)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(1.4079%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.8812</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>154</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.0260%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>5/3/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($2,615.0600)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(1.4534%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.8831</TD>
<TD bgColor=#ffffff height=21 background="" align=right>161</TD>
<TD bgColor=#ffffff height=21 background="" align=right>73.9130%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/26/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>($498.1000)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right><FONT color=red>(0.2801%)</FONT></TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.9784</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>169</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.5562%</TD></TR>
<TR>
<TD bgColor=#ffffff height=21 background="" align=middle>4/19/2009 - 1/10/2010</TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>($161.7000)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right><FONT color=red>(0.0911%)</FONT></TD>
<TD bgColor=#ffffff height=21 background="" align=right>0.9930</TD>
<TD bgColor=#ffffff height=21 background="" align=right>173</TD>
<TD bgColor=#ffffff height=21 background="" align=right>74.5665%</TD></TR>
<TR>
<TD bgColor=#ccffcc height=21 background="" align=middle>4/12/2009 - 1/10/2010</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>$1,339.7000</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>0.7613%</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>1.0579</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>179</TD>
<TD bgColor=#ccffcc height=21 background="" align=right>74.8603%</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: 1/19/2010 11:09:01 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.</SPAN></TD></TR></TBODY></TABLE></BODY></HTML>

--==TSBoundary-SPR
Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit
Content-ID: <Performance Graphs>

<html><body><BR><BR>Performance Graphs - Equity Curve Line<BR>
<p><img src="cid:images\3.0.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve Detailed<BR>
<p><img src="cid:images\3.1.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve Area<BR>
<p><img src="cid:images\3.2.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve UnderWater(monthly)<BR>
<p><img src="cid:images\3.3.jpg"></p>
<BR><BR>Performance Graphs - Equity Curve UnderWater(weekly)<BR>
<p><img src="cid:images\3.4.jpg"></p>
<BR><BR>Performance Graphs - Monthly Net Profit<BR>
<p><img src="cid:images\3.5.jpg"></p>
<BR><BR>Performance Graphs - Monthly Accumulative Net Profit<BR>
<p><img src="cid:images\3.6.jpg"></p>
<BR><BR>Performance Graphs - Average Profit by Month<BR>
<p><img src="cid:images\3.7.jpg"></p>
</body></html>

--==TSBoundary-SPR
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-ID: <images\3.0.jpg>

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wczCu/1eOPSeE9gIp5oPhocPy7t/yokQ4Q7+eaLSRd1o8046QA3t2a0eqMgVNgEC6N0KbIgQhMTxsiBCBpZECFK3KIEKVSOaiBCmyIH2U2AQIG6FNkQIUmJsiBCmk2RAhVFVlEq49jbuY8leiTkEdNpDLw6abhvWvVxqaKbIgRuEKbIAFOSmyIEKacrIgQqRPGyIEKUcqqIEKVpfCf2/rB1/REHIf9qYI78Wj8It54BFRaJwUtE4KWicFLa2c1JWrFFrSgL34TTPMquAxbXAYtM0GDnbpPCf6sFXXvumLus4iB/tCDPPDFfIpmfVG/Hw7TzX79j449J4T/Wd0JkDrSRdVRFhkiiBvCuXNXZE8FQgwtH4RjrjrjrjHNCbHM0VHT1v59lUhRhpjpjpj0nhP9Y6rdXg6o8srDdid0oue2hfJ3mn/aLSDL205Sao3Qb4LnT7BG7LBAa3y71o9Y5C0C8ZtzPehBpFmZ70K+VmZ77DBmqzPfZU76LM99tHE87RefHPiqTZGaNRfdMuHFFjdSR1ufD+c1LdJeDjXlzTWzDRSzM99jqzX7LM99lTvWZ77YvGd9olx3VtzPejB7xZme9VMCLMz32GteCzPfZpfCf2/rO6xmLlLwPwtYgnli0fhGPh/XuzVSVAyTgRrBdC0j/PuVB2njj0nhP9ZzQA78O5nGLMjmEypOqMdcdcfLuWtuqrgy/MVqqdFGsKk7oUWVtpjpjpjpj0nhPZdH4RbzwCKi0TgpaJsqoamvLstyB0UXoIru/kKG//AFCcFLa4DFtcBi2uAxaZoMHO3SeE9glGHDoyRLhlv/6V00MfhjvP+qIuaJ0gvE924J3RERQTnJ4rR1GQ3Wge9uYlDdyszEocLMxNlVmJWqUCayg1sHSuyHFVs52jjvtzE25ibcxNhlZibOKzE287eduYlcrMxK/1ZmJsKzE2aXwn9uy6PwjHXHVRvT38BIV1kQNWI3/yPuulcCHO3HcLa4620x0x0x0x6TwnsmqATzTJA6ot54BFRaJwZ0suxTJCTrceJwUtE4KW1wGLa4DFtcBi0zQYOduk8J7Lo/CMfCypQwQ3L91XP+y8cek8J7D1pvGA6PujB6onxVor/wCWTTkN/wB04HXgDLjwWj1TkLQY8rZP2Uv3Zwob90Hf/mUAMrMj3Lo2OunMu4LqxFAsj3W5HutqLQY8rcj3W5HuVLMj3WGVke6zgsj3WzHlblbke63I9yp97Mj3WHgsj3WaXwn9uwFpyKivqKFMkaZqi0fhFvO0IPug8+KuRPegBk0t+0oSoVzR9eJhSes4yVS0TgpaJwUtrgMW1wGLa4DFpmgwc7dJ4T2Sa+QTM+qN2CVVUC4WaTwldMeoQWtA/nL9kNI0h2mJ1iVAkyZJP9o449J4T2XR+EYLqrmbK2FpyKaIENOCuOuOttMdMdMdMek8J7C7VM3roHFTdyku5Qv8Zi8jf1KA1Wj1hkAosDhWclJNkyIQAO6lbJkQgCa7q2TIhQjdM14qZEKFnv4qZEKLJDgRxlRY03hXKuaiyZEKAfeyZEKCY87JkQoRhTIhQs9/FTIhRZIcPuosmad6iyZEIia99kyIUExTjZMiFCMGozEqZEKFpfCf27DR2tevTCoaRDuaIJ1ax5okmXFaPwiziVUqBbw/tvHHpPCeyS4gDmmQQYaEVXqqkRgrjrjrjrbTHTHTHTHpPCey6I/4iyFzwCKi0TgpaJwUtE4KW1wGLa4DFtcBi0zQYOduk8J7JSePkmMJ3QhJsDeImwxusDhvEqtjR9Riy7vskcYRcchY0fUYsu77JHGEXHIWNH1GLLu+yRxiwOGRUnjFl3fY4fSYsDhkVJ4xZd32OH0mLA4ZFSeMWXd9jh9JiyiLjuE2Cd9hbwE2UWk8J7G5vEQnHSAG9uzTHvrSYWzaPJbJnpQPRsyyurZM9KP4ba8lsmelAHRsMDO6tm0eS2TPSm/hsEH6c1smelT0bfstkz0qujYa/SiOjaJ4BbJnpTfw2CD9Oa2TPSp6Nv2WyZ6VXRsNfpRHRtE8Atkz0pv4bBB+nNbJnpU9G37LZM9Kro2Gv0rZM9KA6NpjiFTRsFfpWyZ6VPRt+y2TPSnfhsMn6clsmelAdG0xxCpo2Cv0rZM9Kno2/ZbJnpTvw2GT9OS2TPSgOjaY4hU0bBX6VsmelT0bfstkz0p34bDJ+nJbJnpWzafJEDRsEjO6tkz0ofhtpyWyZ6UT0bMsrq2TPStm0+S0hGjZ1Tu7Lo/CLeeARUWicFLROClonBS2uAxbXAYtrgMWmaDBzt0nhPZIr5FMz6o34+H9t449J4T2E1FM0DeFcuauyJ4KhBhaPwjHXHXHXHW2mOmOmOmPSeE9gyF3jKm6bvSSR/O4ItIMvbTlJqjdBvgudPsEbssEBrfLvQaNK+B3fC2z/b4W2f7fCnptJ7fC2z/b4W2f7fC2z/b4UdNpPb4W2f7fC2z/AG+FttJ7fC2z/b4W2f7fC2z/AG+FttJ7fC2z/b4W2f7fC22k9vhbZ/t8LbP9vhbZ/t8LbaT2+Ftn+3wts/2+FttJ7fC2z/b4W2f7fC2z/b4W20nt8LbP9vhbZ/t8LbaT2+Ftn+3wts/2+Ftn+3wttpPb4W2f7fC2z/b4W20nt8LbP9vhbZ/t8LbP9vhbbSe3wts/2+Ftn+3wttpPb4W2f7fC2z/b4W2f7fC22k9vhbZ/t8LbP9vhR02k9vhbZ/t8LbP9vhbZ/t8Kem0nt8LbP9vhbZ/t8ItOlfB7vjs5c5Xa/Cu1+bDMiBMrqm9MXUHDIqYJ7lNd88ozV2vCedgZ+Yqa7o5zkpUlAkGony4q7XhPOyAD37lNd0c5yUrInkEHQa18uKu14Tzsu14TzU13RznJSpK6pvTF1CJIMV78rHETQx3qa755RmrteE80J3mFc3xKmu6Oc5KU4tkwY71Nd88ozV2vCeaE7zCuwe9TXdHOclKcQaN3oOgwa+XFXa8J5oucujgk+SMyAJr3Zo0IIzBTh9K6rpmLqESQYr35IucgLpM70ZkATXuzRoQRmD2W7xz7kcrpdeQvRqtuiw3rt6QZnNXgRfMz5/8AxBoyCoAeRUUhwg8hOXvCrF0Ekedj9cw4H3/gXSUvzlP84oDPihAaYM6yIkQ7rff/ALVYugkjzsfkJmu+q6Sl+cp/nFAZ8UQ0xKpF1wDT3KsXQSR52OmKzrb+5dJS/OU/zigM+KIopZAcZnll8KBHRyDZeoXX73fuUSIcId/PNVi6CSPNN4TJTq5sujl/KLpKX5yn+cUBnxRiJc6TWKfyFuDXNDSOCrF0EkeabwmSjN0UIvDNdJS/OU/zigM+KdrQ+9e+FdBlpaGmeCrF0Ekeau8c+5ZNgkGd9EAY1AA3yRnMmSn8yI8lLIBrTc3u+ygR0cgq7xz7leOQFEAY1AA3yRnMmT/zwkzTgYlRemGy9ziT/N6MxwyiN6o2Sa504CEGsMOKvzDTx4R8lDVGTZHMpkOa2hcSmxo4ymVeMQer3f8AB6oyBVQGgDuQ1Rq5clKq0fZZBDVFMqK9AnioH/tj/8QALBAAAgECBQMEAwEBAQEBAAAAAREhADEQQVFhcSCh8IGRwfFAsdHhMGCAUP/aAAgBAQABPyH/ANE0atEHsMCYTjQOoSwCQpDtgIhE+hwNj0e0qsqAm8XMl/uK4GgbnQUo4gJsIgaq9BDChEAkAG1qjZoojy2o30hCEVxQ6WMPRQsIsEa4ATeLmS/3AKBuCigefapxWIkypCpkDmR8GjEYhPIsxrQKQyC4hP8AU0BJhJwjteiYAI29vWYoraAKMIg0JAXDjluN6FhFgjWgEIABJJyqWQEkrC9FrST0FMAo/oq0imCjZpnSdasaQJfr/DUkVvN24pVTk7mviUdHSqnJ3NMG0Sgfh2ofKyI//FAITeL/ACaM+1TirByrkh9uKBwEDiDFo80AzJQEGIe8/NAmPLM86NjVIgzMFI8maBwEDiDFo801AIut6D5LogSIEIAjY5vgUwhAASBAN3RaI2BFlCbVJLRBJAk3HzQgJ6lFwFMlBse0J6rOgkQRECLCEgQBnnVpwDkhI+FGFFBBS49akBFqJevd+lLy0haxXU0EcMrbmf3R4lBzh/fxUWiNgRZQm1TmjA4J4KvrVAuAXzQMWGEAg+SVtRtwCebgSFUSIAYFZiSNARCCu8qUMUd5AQ2o4uMmUuAjlQiDASR1XnanYJT29maxnNNNgB7NA2q+OpTY/wAowAJmEpdXohSmQ/5lRZTFKAgHuT6qg8YdAkLm7IW1oHIghMn9QAIvUUgXoQhUTQhFgCw9aIN0CD6TGuVAFQInNYaqKVoSGcQgq0CE7Of/AIMAEjsvotXlrRIkdltXos9K/kvZ67U8kW3fjf8A8Y0wYCJToIAugYB8hHs71GTAggw5FeXHAdDxxFpcmPYD2FRzQagHG5PoqLLkCdvmvF/mvF/moEgyv9a8X+a8X+a8X+aACAMgiXvXi/zXi/zRAQCBwM3vXi/zXi/zXi/zQAZGUf1rxf5rxf5ogIBA4Gb3rxf5rxf5rxf5oAMjKP614v8ANeL/ADRAQCBwM3vXi/zXi/zXi/zQAZGUf1rxf5rxf5ogMDKf614v814v814v80CEgEUHJ714v814v80QGBlP9a8X+a8X+a8X+aBCQCKDk968X+a8X+aIDAyn+teL/NeL/NeL/NAhIBFBye9eL/NeL/NEAACSTD3rxf5rxf5rxf5qRIEr/WvF/mvF/mgy5AHb5/F8Npi4BHnoJgSC2RyxJREEvt0AsSCOcSURBL7dALEgjnElEQS+3QCxII5xJQgE8dALJghd8SUIBPHQCyYIXfElCATx0AsmCF3xJEQCmQz6HII84+G0/EMUA3YfejMuElRFsZSQuOhkYE5oYlsIjeOgNSB4GJbCI3joDUgeBiWwiN46A1IHgYlqQHI6A2WRtGJakByOgNlkbRiWpAcjoDZZG0YszAHJjolpC4x8Np+L4bTEwTYUH8dFwwQW364yORcSnHfoikwzm88ZHIuJTjv0RSYZzeeMjkXEpx36IpMM5vPGKSDGaz6JHMuZajtjFJBjNZ9EjmXMtR2xikgxms+iRzLmWo7Y3CkktVHeMgBbP4xEk2Bh/GPhtPwLEg1caMTFXOCTmSgCc2IohTJHJkSL25LTU1zA0AEakwVyau4UBhBXhe4nUUMrItiG9SkhcUGyyNoq2B5pH7qUkLig2WRtFW9Ayo3oM1ikr0GyyNoq3oGVG9GynNQbLI2iregZUb1KSFxTnZMCregZUb1KSFxUDqCcsozq3oGVG9SkhcUGyyNopoNDNF+9SkhcUGyyNooqGDBlG+dSkhcUGyyNoq3oGVG9Bi7CYN6DZZG0Vb0DKjekEESMxnQbLI2iregZUb1KSFxUmU49qt6BlRvUpIXFQe6AMqt6BlRvUpIXFBssjaKFooAmVB1U1KSFxQbLI2iioWMGh751KSFxQbLI2iregZUb1LSGudBssjaKYEIi6igCVsH/AGtVOtb0DKjepSQuKEI2yNW9Ayo3qUkLinlIyI/FeG0xlJC46GRgTmhiWwiN46A1IHgYlsIjeOgNSB4GJbCI3joDUgeBiWpAcjoDZZG0YlqQHI6A2WRtGJakByOgIECURQBEYNAtvc0UW1QtXmtNTqRpPNP9YMMQE4JHny1MKEXYt6MRh4bT8RZ6ABIVbZYRcLEwTYUH8dFwwQW364yORcSnHfoikwzm88ZHIuJTjv0RSYZzeeMjkXEpx36IpMM5vPGKSDGaz6JHMuZajtjFJBjNZ9EjmXMtR2xikgxms+gJLWzRzQ8ErALN39qGaLw50AH7Bq4YJLS9azyyWgSO9B+LsBIhNtosjTk1D0SQLdp/ypgFMZgQTZm9TpicAPDafi+G0xcAjz0EwJBbI5YkoiCX26AWJBHOJKIgl9ugFiQRziSiIJfboBYkEc4koQCeOgFkwQu+JKEAnjoBZMELviShAJ4xcWooCsB/qhEgBnJqVxQli1AT3okRAKZDPocgjzj4bT8ETlnIlACSZ1RtkjTtAz24gb2F9ZomQJEEpQsj4bzU2QAMQPvKOFHKyLYhtUpAXNBssDaasJcj596lIC5oNlgbTVvQMON6FpkSRE8UGywNpq3oGHG9G25F6DZYG01b0DDjepSAuav60LSregYcb1KQFzV+QPlhdpq3oGHG9SkBc0GywNpqAmqjHnkVKQFzQbLA2mjJAaEf6NSkBc0GywNpq3oGHG9CcsJm3FBssDaat6BhxvUosZk+c0GywNpq3oGHG9SkBc1LaOzRZ+rq3oGHG9SkBc1nsmM4q3oGHG9SkBc0GywNpoXCGiHbWc86lIC5oNlgbTRgQCLmN6lIC5oNlgbTSMRNAFgUQUJMv2/2g2WBtNW9Aw43rJRBk5Hig2WBtNW9Aw43qUgLmhfcC9W9Aw43qUgLmnlAyJ/BFzFjCKJ1JcESKA1BcASaHRFYAhXhtMTBNhQfx0XDBBbfrjI5FxKcd+iKTDObzxkci4lOO/RFJhnN54yORcSnHfoikwzm88YpIMZrPokcy5lqO2MUkGM1n0SOZcy1HbGKSDGazwB6QKzJCReP9UAodiiG1GNwwSWl69AkmwMP4x8Np+IYpBuw+9GZUBKmL4uAR56CYEgtkcsSURBL7dALEgjnElEQS+3QCxII5xJREEvt0AsSCOcSUIBPHQCyYIXfElCATx0AsmCF3xJQgE8YDD5XOlGs0NyxoFkwQu+JIiAUyGfQ5BHnHw2n4vhtMZSQuOhkYE5oYlsIjeOgNSB4GJbCI3joDUgeBiWwiN46A1IHgYlqQHI6A2WRtGJakByOgUwImIoGcLUdgItRQEF6VAHgNMOgE6lf0RrMf5LiiDygJsg+RQbLI2jFmYA5MdEtIXGPhtPwAMyMSpcBBgoOfNwgS81SWNuBiI5R1So0ckVMAknsQqAIpKExIbiLpXoyKF50HjpwlO1Asm8bVO5iIEvLL24pwlO1Asm8bUq2CszpRMgWBuxzQLJvG1KtgrM6YQgn3eeWoFk3jalWwVmdOEp2ogNJRA80q2CszpwlO1EgAkghBkyu9KtgrM6cJTtQLJvG1LikR3Jv5xThKdqBZN42pMhBmEgn0pwlO1Asm8bUq2Cszq0Im83zmaBZN42pVsFZnQCBkPO2YzoFk3jalWwVmdOEp2owBEkJsKH+Uq2CszpwlO1EAsUAaTlSrYKzOnCU7UQk2GsUQecIm/BQgFJICGVPSP1vRwPUCSD9LvWiDS2Tl+1RiSMbOSDPohrFAsm8bUq2CszpAEk55q3tlQLJvG1KtgrM6AIGQYk2Q5yoFk3jalWwVmdOEp2ogYJRMeee1KtgrM6cJTtRu7GR+ACCwIilIZlu3ZoszlnUsQghg/wqWIQYwP6UEZAdwfFXhtMXAI89BMCQWyOWJKIgl9ugFiQRziSiIJfboBYkEc4koiCX26AWJBHOJKEAnjoBZMELviShAJ4xgUgI9KnwnJF6NySnzgShAJ46AWTBC74kiIBTIZ9DkEecfDafiHoiuSQqPYBRsVjKSFx0MjAnNDEthEbx0BqQPAxLYRG8dAakDwMS2ERvHQGpA8DEtSA5HQGyyNoxLUgORgyMhQjkBEp1oNlkbRiWpAcjoDZZG0YszAHJjolpC4x8Np+L4bTEwTYUH8dFwwQW364yORcSnHfoikwzm88ZHIuJTjv0RSYZzeeMjkXEpx36IpMM5vPGKSDGaz6JHMuZajtjFJBjNZ0SAJNhRpTmQFRGaTUjmXMtR2xikgxms+iRzLmWo7Y3DBJaXr0CSbAw/jHw2n4ACEAAkk5UgCIIZEsoMG16CFzA0Qbjasvu2INe00/QIAPMrGvDaYuAR56CYEgtkcsSURBL7dALEgjnElEQS+3QCxII5xJREEvt0AsSCOcSUIBPHQ7gt2dBEALTABCWSoBRsEiCtPJpsyycAWTBC74koQCeOgFkwQu+JIiAUyGfQ5BHnHw2n4GpAKDFQJBQGwAE1uy/tLbgBTBMkmN24od5IQu3n0ZG9TTkBsACw3ln1oYQAzIuUJpEQMQ6AAkgAOTvSIH0BSIgYh0ABJAAcneo8QkFAVqFxghIKAAkgAOTvUeISCgK1FhJDMiV4qAAkgAOTvUeISCgK1IiBiHUzMSyQE/BUeISCgK1IiBiHUC0MuF4+qjxCQUBWpEQMQ6AAkgAOTvQABoFgIDSkRAxDoACSAA5O9EEwK9Cy7UiIGIdAASQAHJ3qPEJBQFahKQDRWXioACSAA5O9R4hIKArUwgIMyMs6AAkgAOTvUeISCgK1B0iXAsKsgMoShhAkbJJBHiaCZYfUJye5VEFPDMjEWcP0AoaCoARAoIBaIUiIGIdAASQAHJ3oBKitAqREDEOgAJIADk70QQQEQsCpEQMQ6AAkgAOTvUeISCgK1ZpjmUgUABJAAcneo8QkFAVqZNiQCDVAASQAHJ3qPEJBQFakRAxDoIYQ0CX4qjxCQUBWpEQMQ6ECgAMh3/7AimKsAnSXxSvgLh1eG0xME2FB/HRcMEFt+uMjkXEpx36IpMM5vPGRyLiU479EUmGc3njI5FxKcd+iKTDObzxikgxms8AahWFZZXJogUYpzIoWBENDcMFdhSnCQpLKs/VmopIMZrPokcy5lqO2MUkGM1n0SOZcy1HbG4YJLS9egSTYGH8Y+G0/wCoCABBgg50WGQiTYyyaC0ChHEHVnv0jKUDqA9qGrcSSOWLgEeegmBILZHLElEQS+3QCxII5xJREEvt0AsSCOcSURBL7dALEgjnElCATxQGegU6n1aUAAAFhQLJghd8SUIBPHQCyYIXfElCATx0AsmCF3xJEQCmQz6HII84+G0/7EygqtlmrY/VHcU5BGBjAjLNhREUhQT7K2wuUqn8wRRsa8NpjKSFx0MjAnNDEthEbx0BqQPAxLYRG8dAakDwMS2ERvGImpk2FECBRkxEOiI96wNNgIOICz936DpTpZzk0IQfeAbLI2jEtSA5HQGyyNoxLUgOR0BssjaMWZgDkx0S0hcY+G0/7XfQKeBANwmXphsh2HT8UUswBDLQDGulGcYBJDxntHKio6GAIJRDpZe00x8tCVm9ynShphmyiBFqUCzxQCJkl9qRmVGsmzjy9KBZ4oBEyS+1MomCyM0Iac2pb3dAImSX2plEwWRmgDSY0a58dAImSX2plEwWRmlAs8UATIEs2tRTKJgsjNKBZ4ogAGzA1lbfOmUTBZGaUCzxQCJkl9qEgSGWZMzSgWeKARMkvtUnEOZUXCgLKDQCJkl9qJHAlLP90slYAvDtREBAG8IAGHrHhNy5AU2A4ZW0oJCRCUyx560AiZJfamUTBZGaUCzxQiA8wPQI81plEwWRmlAs8UAAL0QUpbUyiYLIzSgWeKARMkvtQEQMBDNnL2/2lAs8UAiZJfahIGRuImfmlAs8UAiZJfamUTBZGaAMLGY5j2/2gETJL7UyiYLIzQBidpyvV0AiZJfamUTBZGaUCzxQC/JK6w496ZRMFkZpQLPFCpSX6H/YYIGAAh7g6pgc0sdQEEOrw2mLgEeegmBILZHLElEQS+3QCxII5xJREEvt0AsSCOaImcFAMRAUdQmtrQC4F+oOf7HpUorJ6WPVjvRwlRNAsSCOcSUIBPHQCyYIXfElCATx0AsmCF3xJQgE8dALJghd8SREApkM+hyCPOPhtP8AsFRkAIZDyPOv86jFAN2H3ozLhJURbGUkLjoZGBOaGJbCI3joDUgeBiWwiN4xJQZoBolAzaetGZukBpVbzpaDn45FJfcTc0CNkCwkPdqhKs3JJzJk4BqQPAxLUgOR0BssjaMS1IDkdAbLI2jEtSA5HQGyyNoxZmAOTHRLSFxj4bT8Xw2mJgmwoP46Lhggtv1xkci4lOO/RFJhnN54yORcSnHfBqL/AGkbAN3VoRo2J34VGZuGxkX4zqT2pJuWpqRyLiU479EUmGc3njFJBjNZ9EjmXMtR2xikgxms+iRzLmWo7YxSQYzWfRI5lzLUdsbhgktL16BJNgYfxj4bT8AmE40DoBES4m5J1gCc2KIUyRyZEi9uS01NcwNABGpMFcmruFAYQV4XuJ1FDKyLYhvUpIXFBssjaKtgeaR+6lJC4oNlkbRVvQMqN6DNYpK9BssjaKt6BlRvRspzUGyyNoq3oGVG9SkhcU52TAq3oGVG9WY3mFVzkyFuazHWggl/HTYitzlRcm5yNNBoZov3qUkLig2WRtFFQwYMo3zqUkLig2WRtFW9Ayo3oMXYTBvQbLI2iregZUb0ggiRmM6DZZG0Vb0DKjepSQuKkynHtVvQMqN6lJC4qD3QBlVvQMqN6lJC4oNlkbRQtFAEyoOqmpSQuKDZZG0UVCxg0PfOpSQuKDZZG0Vb0DKjepaQ1zoNlkbRVvQMqN6RIkAGFzQbLI2iregZUb1KSFxQhG2Rq3oGVG9SkhcU8pGRH4rw2mMpIXHQyMCc0MS2ERvHQGpA8CogUdqfSn3CKyOoSKTBID9KDmGJAAuFf7iGpA8DEthEbx0BqQPAxLUgOR0BssjaMS1IDkdAbLI2jEtSA5HQGyyNoxZmAOTHRLSFxj4bT8RZ6ABIVbZYRcLEwTYUH8dFwwQW364yORcSnHfoITIYCWW+a9x2FE4coYbUBXkWWUXkfzoikwzm88ZHIuJTjv0RSYZzeeMUkGM1n0SOZcy1HbGKSDGaz6JHMuZajtjFJBjNZ9EjmXMtR2xuGCS0vXoEk2Bh/GPhtPxfDaYuAR56CYEgtkcsA9p1oBg5joNrvrSVu4EoiCX26AWJBHOJKIgl9ugFiQRziShAJ46AWTBC74koQCeOgFkwQu+JKEAnjoBZMELviSIgFMhn0OQR5x8Np+CFABAoTUkNkIv6iiQkpmWoPestQqOiJIhUZBfsLSRTISIMYJsLbXmaOiELKYE3pwCPNAsmCF3poxN8w704BHmgWTBC70EYCCfVUoSHFIDV1NIJXF6GDYEFqL/390AcmCSaBZMELvTKZisjFWRQCjuj3R9t6sOYNvemUzFZGKcAjzUjoAc84yplMxWRinAI80CyYIXeiQSM5ad8qcAjzQLJghd6JRELPN+6cAjzQLJghd6ZTMVkYoSRm8i1AsmCF3plMxWRipAPdlQLJghd6ZTMVkYpwCPNSZTj2plMxWRinAI81Jqw3OdMpmKyMU4BHmgWTBC70DIKVuHM04BHmgWTBC70SgggSmDlrnTgEeaBZMELvTKZisjFZJkGxGVAsmCF3plMxWRisi4gysKBZMELvTKZisjFOAR5oXUZKZTMVkYpwCPNG4SF6n4AILAiK1mG2SEcFsUSlURAAgRaNqASqZggyJvG9LT6kksn1rw2mJgmwoP4wYTfIa0WS5iBahAIXoEL1inghEEkyXefWgqr0gA+Kkci4lOO9IjBmVQoLPtU/KHrRytBDy0Tl6QPSopMM5vPGRyLiU479EUmGc3njI5FxKcd+iKTDObzxikgxms+iRzLmWo7YxSQYzWfRI5lzLUdsYpIMZrPokcy5lqO2NwwSWl69AkmwMP4x8Np+IMpQGoT2oatgJIZYuAR5pgWQdDNc7Cg9p0TAkFsjlh4bSiCOTcOOb9WooLlgCElGVvajc7AiyTgCxII5xJREEvt0AsSCOcSURBL7dALEgjnElCATx0AsmCF3xJQgE8dALJghd8SUIBPHQCyYIXfEkRAKZDPocgjzj4bT8Xw2mMpIXFEhMKaKQgsBkYE5oYBBYERUeIEBWVlp0BqQPAxLYRG8dAakDwMS2ERvHQGpA8DEtSA5HQGyyNoxLUgOR0BssjaMS1IDkdAbLI2jFmYA5MdEtIXGPhtPwQwAgAiCwB9L+wpCGIgOwkf0VZqiKSAHTZgM+kH1oJBCEksjZ6GKOMCIybFCKRGDMqgBJAIKg7UfhgsMGhMVt7leCgBJAIKg7VHmEi4LtSqS2uMa70AJIBBUHao8wkXBdqRSCsg/wC0AJIBBUHao8wkXBdqRGDMqgSKEDcjpUeYSLgu1IjBmVRKAVhFqVvao8wkXBdqRGDMqgBJAIKg7UqOJiQX15pEYMyqAEkAgqDtSJQAp2N+6RGDMqgBJAIKg7VHmEi4LtVqS3qzmgBJAIKg7VHmEi4LtQKDa1mY/wAoASQCCoO1R5hIuC7UiMGZVSOZcy1Hao8wkXBdqRGDMqiQWMADZOQ/VR5hIuC7UiMGZVACSAQVB2pEmASJkJS+PekRgzKoASQCCoO1EIlkiLtKRGDMqgBJAIKg7VHmEi4LtSIE5h6P896AEkAgqDtUeYSLgu1AkHITZGZoASQCCoO1R5hIuC7UiMGZVEjCVaD0qPMJFwXakRgzKoRCCCgHb8ESQgQgJrsT6FegpAgVwAQypJ7svWiAGyUQFsx/a5opgr0gL0HmZrw2mDQCDKi+sE0AQEBiTAkFsjliSiIJfboBYkEc4koiCX26AWJBHOJKIgl9ugFiQRziShAJ46AWTBC74koQCeOgFkwQu+JKEAnjoBZMELviSIgFMhn0OQR5x8Np+IeiK5JCo9gFGxVOGZgUZkAHq6AcQSYk9DIwJzQxLYRG8dAakDwMS2ERvHQGpA8DEthEbx0BqQPAxLUgOR0BssjaMS1IDkdAbLI2jEtSA5HQGyyNoxZmAOTHRLSFxj4bT8UoQMpnikIVGWgpUJaowTYUH8dFwwQW364yORcSnHfoikwzm88ZHIuJTjv0RSYZzeeMjkXEpx36IpMM5vPGKSDGaz6JHMuZajtjFJBjNZ9EjmXMtR2xikgxms+iRzLmWo7Y3DBJaXr0CSbAw/jHw2n4j9AgA8ysaMsAgPaP8pEgYD3J/wBwICSyexf3AoJSaPs/nADMhA6GMkGB7lYCMOw9ifjAGJoAEjn6wEZkFLYr4ooKAycBGHYexPxgDE0ACRz9YCMyClsV8UUFAZOAjDsPYn4wBiaABI5+sBGZBS2K+MCgsDBoQmSENyvnAiBpAkDj7wEIdx7A/OBQWBg0ITJCG5XzgRA0gSBx94CEO49gfnAoLAwaEJkhDcr5wIgaQJA4+8BCHcewPzgMZMMj2KoDMjEsCglJoez+MABksHuf8wGMmGR7FV4bT8OUU5tHU05AbAAsN5Z9aSa4RRI/2hqvgYHWvoVE0EBCCbT2719Coob2cjEZV9CooxACQTvQ1XwMDrX0KjgJAQmQhd6+hUHL8AJV5NfQqOhICyGZaqFOJhYr6FRwEgITIQu9fQqDl+AEq8mvoVHQkBZDMtVCnEwsV9Co4CQEJkIXevoVBy/ACVeTX0KjoSAshmWq+hVCnEws0NCAFgMi1X0KipbghKvIr6FRwMgATIAu1fQqhTiYWaGhACwGRar6FRUtwQlXkV9Co4GQAJkAXavoVQpxMLNDQgBYDItV9CoqW4ISryK+hUcDIAEyALtX0KhqviZHWijEgABG9fQqKGtnAzGdfQqAoIQEEXnv2r6FQ1XxMjrQQIggIGI/F8NpiYJsKD+Oi4YILb9cZHIuJTjv0RSYZzeeMjkXEpx36IpMM5vPGRyLiU479EUmGc3njFJBjNZ9EjmXMtR2xikgxms+iRzLmWo7YxSQYzWfRI5lzLUdsbhgktL16BJNgYfxj4bT8QZSgdQHtQ1biSRyxcAjz0EwJBbI5YkoiCX26AWJBHOJKIgl9ugFiQRziSiIJfboBYkEc4koQCeOgFkwQu+JKEAnjoBZMELviShAJ46AWTBC74kiIBTIZ9DkEecfDafgkYIo1rURFIUE+ytsLlKp/MEUbGvDaYykhcdDIwJzQxLYRG8dAakDwMS2ERvHQGpA8DEthEbx0BqQPAxLUgOR0BssjaMS1IDkdAbLI2jEtSA5HQGyyNoxZmAOTHRLSFxj4bT8Bwd++y+aFqCRAkoQDqWSetGcYBJDxntHKio6GAIJRDpZe00x8tCVm9ynSgQ4EAqvpavpaoFlV9LV9LV9LUABFq9PpavpaiQjKq+lq+lq+lqAEetV9LV9LUSEZVX0tX0tX0tQAj1qvpavpaiQjKq+lq+lq+lqAEetV9LV9LUQJ9Kr6Wr6Wr6WoAJzqvpavpaiBPpVfS1fS1fS1ABOdV9LV9LUQJ9Kr6Wr6Wr6WoAJzqvpavpaiAptFp9LV9LV9LVIuqvpavpaiQ4EQvx52SGQuaDSGRkWYoe5otAZkTZCj7HAhIhIwXAvS9iTaeqtN6KCwMGnfAXGghcwNEG42rL7tiDXtOEkzKhkNTRQuYGiCc70JVi4IOREGkmJ2CmpboylBe7i1ZfdsQa9pwAtgWUXaUULmBognO9CVYuCDkRBoxSDdh96kAwBSIC/Disvu2INe04ZfdsQa9pooXMDRBOd6EqxcEHIiDRyVAUvYk2nqrTepYhJBA/pgGiAVtxSXuKCFzA0Qbjasvu2INe01c9iADlfNWdlxaC39ooXMDRBOd6EqxcEHIiDQqA2g2W970ELmBog3G1ZfdsQa9pq57EAHK+aIgSA4CQSmvaihcwNEE53oSrFwQciINT5JEoFm+JrLKGxQvwtvNZfdsQa9pp2SGQuaGAIZg/I+tSxCTCD/CgjICuB46v42MrVhDW1FRJEaIMm+qtvUsQkggf0p2SGQuajrGAi/rqWISYQf4UEZAVwPH+KYoKwNm09nRO4pD1YAAHuAXU/EpemZ9UI2wCdagMwLVoHvRAmIFpCRqkG9BBQEBQqO72SKCBaEdwU9NCh14LXJI/pkeuB2iIWM3ZbJOVEglE2QkQmtxtU4tctTmfejmFUB/WVLQQaO2YlcsNt6HXgtckj+mR64E0PI8lKDsHbO8USCUTZCRCa3G1Ti1y1OZ96dkQegzW6oxQoUWQOBy1tQ68Frkkf0yPXAIEEGsCCAmgeuW9EglE2QkQmtxtU4tctTmfejgAR38jmirvcBdvyvtRo5AuYAAHYF4ECBEpFCBDsvaltwApgmSTG7cUOvBa5JH9Mj1oxhCCDVW7qjugATkX8aUSCUTZCRCa3G1Ti1y1OZ96BmjJTZJUQnjo0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

--==TSBoundary-SPR
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b9euzUyDWC4EQhvOc3x+0IWHa1rAuLmZZ7/1H39f4/CFjgkNhzc36ddO7j4A4wHBqkdZxmef2fCCAEKgL3Cs/L8IWOCQ2HNzfp107uP8a0JInWE4JKaXovmeAXrUueDEqDtMCYHQfe8CStimUA+6hxoFFpXIxPsicEwIilIh7wMzZ7jOmJSVhUKWNcf8F80Owi31QZ+OJYxC+oxaEfWfr8KhL7zhWPhc57nr4X6Se5WJ6Vnq9fEkuF9emGrfr38KhL7zhWPhc57nr/GoBByAlXrDPNSeTQePAiitSgzvgSBpjgtjjbDQf8ZyXE0Kr0Y/9Zs5bcog3aFrSu/zxZmFaQgM6IJJrzzEM5DE23RL/wDYf+E+/r/H4RMEAJjG3G7ieOz3PgQIRRSdFrX1MXfxIwgFlfRin4fhEwQAmMbcbuJ47Pc4xcxwSAzYkFJpfIiY+hPBFcIhm606eIaifoEVW/4VQxIjIMpfcPwckrdg80wjjbf/AMx/hAhFFJ0WtfUxd/7z4gTqqgwKUxBRkWTLf1XHbdbYUKH1ccwuqBh6qHZ05B4KlOMzXohSAIsJniZdDA27j0ZcZPfYshgtdhxMT699G7hOMByKpDeMZvn9A0tO1jWDMzMwX1xZDBa7DiYn176N3CcYDkVSG8YzfP6BpadrGsGZmZgvriyGC12HExPr30buE4wHIqkN4xm+f0DKilhZXwZxrBr3hZDBa7DiYn176N3CcYDkVSG8YzfP6BpadrGsGZmZgvriyGC12HExPr30buE4wHIqkN4xm+f0DS07WNYMzMzBfXFkMFrsOJifXvo3cJxgORVIbxjN8/oTAbrSTvB1spmTFoshgtdhxMT699G7hOMByKpDeMZvn9A0tO1jWDMzMwX1xZDBa7DiYn176N3CcYDkVSG8YzfP6BpadrGsGZmZgvriyGC12HExPr30buE4wHIqkN4xm+f0DS07WNYMzMzBfXJfUHdGssOe8Y3xOMByKpDeMZvn9A0tO1jWDMzMwX1xZDBa7DiYn176N3CcYDkVSG8YzfP6BpadrGsGZmZgvriyGC12HExPr30buE4wHIqkN4xm+f0DS07WNYMzMzBfXPqH7gr8In0k7uCsmmK2gUmMp35viAXKa7iyM9OC1rMWQwWuw4mJ9e+jdwTE4SbVG6ywz+gaWnaxrBmZmYL64shgtdhxMT699G7hOMByKpDeMZvn9A0tO1jWDMzMwX1zqLNVK8Af+b6kzROMByKpDeMZvn9A0tO1jWDMzMwX1xZDBa7DiYn176N3CcYDkVSG8YzfP6BpadrGsGZmZgvriyGC12HExPr30buE4wHIqkN4xm+f0DS07WNYMzMzBfXFkMFrsOJifXvo3cJxgORVIbxjN8/oGlp2sawZmZmC+uLIYLXYcTE+vfRu4TjAciqQ3jGb5/QNLTtY1gzMzMF9f6D44DBFZNE1iHLgziNcMeryYM4hHBXuc1oSQO8Bz+v8fhUJfecKx8LnPc9fC/ST3KxPSs9Xr4klwvr0w1b9e/hUJfecKx8LnPc9ch0BSFhI7yX7H2CisgmUK/dV/m/ST3KxPSs9Xr/gviTLSBfSg/8APMByF4Zwi4fcfXwiYIATGNuN3E8dnufAgQiik6LWvqYu/iRhALK+jFPw/CJggBMY243cTx2e4kIiWoIy+ExI2/X+v8f5oEIopOi1r6mLv/hPv6/x+ELHBIbDm5v066d3HwBxgODVI6zjM8/s+EEAIVAXuFZ+X+RBxncDp/vk8nP/AM9UPDFuuJVYnK1KDehIjg74YNdSQy++oEM9tcRcLwRiOPzjGTrgcXgigUT+YcYDg1SOs4zPP7P9x8NiMNkCs/HFB+YoZK6SAKFgjwbHZxgFBcZ4+wNHnleINfTMcRcWyHLrFhKxjSlkMN0TikReo5hSmTOmO7jiSCgo1MTvRvXefDwQhTjUdDi73s+nXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fTrgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97Pp1xdBemBInfJaw1nwSQUFGpid6N67z4eCEKcajocXe9n064JHojsSUlN5uu5OJIKCjUxO9G9d58PBCFONR0OLvez6dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ9OuYZjwII4dtKomJWSiSCgo1MTvRvXefDwQhTjUdDi73s+nXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fTrgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97Pp1wSPRHYkpKbzddyc3SkaQmd7aba5c54IQpxqOhxd72fTrgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97Pp1wSPRHYkpKbzddycGtDIKrTohjzCEpxf0MlxeYj3dWJ65RHcVhVb0UoQz6AoVhAhHxkoZU7QIYAorUdmLvez6dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ9OuCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+nXBI9EdiSkpvN13JwqklFQQNPDhWPhZsCEKcajocXe9n064JHojsSUlN5uu5OJIKCjUxO9G9d58PBCFONR0OLvez6dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ9OuCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+nXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fTrgkeiOxJSU3m67k+d9VQ90okTHERMErAgjGiBMMnbeS7QUCqG1yzhL3TlukFAqgkcs5WdQ50oXFYFYAYBgNeef1/j8ImCAExjbjdxPHZ7nwIEIopOi1r6mLv4kYQCyvoxT8P8ZNBiIsIdSwefPZ4EiIVgL/APxfXFUMSIyDKX3D8H+NQHhJBBuqAV6mXqI4WWYUfwPwIEIopOi1r6mLv/gvtaEkDrK80ug5gaM0+vhCxwSGw5ub9Oundx8AcYDg1SOs4zPP7PhBACFQF7hWfl/gNCPNFEl/HJSW6ssn79r5fv8A5CxwSGw5ub9Oundx8AcYDg1SOs4zPP7P+C+/r/H4VCX3nCsfC5z3PXwv0k9ysT0rPV6+JJcL69MNW/Xv+Fy1sVoBUDkJxidv4qEvvOFY+FznuevhfpJ7lYnpWer1/uvgwuoQBtXmaeIJACUyISJc9xdOIAFZTKNYcl6vPJnUPue3uk6txzUokTcjFwxwxxkOf1/j8ImCAExjbjdxPHZ7nwIEIopOi1r6mLv4h4SBkkK2Wz1eez/lwDL9+VUPNYBVxxgkONMCTEYXU983rmJmKXerN/xEwQAmMbcbuJ47Pc+BAhFFJ0WtfUxd/wC6+wGrxUp2Yp65FtBfCQ2O64YCdpQt9oHzLqbMqXRtUgj2gxImrlcQ5/7NcKgNlEOnRweUeCZSvLQbvHFUMSIyDKX3D8HE1joEqBXzgD7cCF1baDB1ITxOKoYkRkGUvuH4OJrHQJUCvnAH24ELq20GDqQnicVQxIjIMpfcPwcTWOgSoFfOAPtwEYrLtVPWJGMT8KoYkRkGUvuH4OJrHQJUCvnAH24ELq20GDqQnicVQxIjIMpfcPwcTWOgSoFfOAPtwIXVtoMHUhPE4qhiRGQZS+4fg4msdAlQK+cAfblIoyUB9gREfT7iqGJEZBlL7h+Diax0CVAr5wB9uBC6ttBg6kJ4nFUMSIyDKX3D8HE1joEqBXzgD7cCF1baDB1ITxOKoYkRkGUvuH4OJrHQJUCvnAH24+E5RGUYHpCB3JyuiBSwyZQMQ+tpi/2H5BNaYRrQZ4etq1NwEkQDpGZwW1ugUYEpi1lzAFOJrHQJUCvnAH24ELq20GDqQnicVQxIjIMpfcPwcTWOgSoFfOAPtwIXVtoMHUhPE5lEpb3Ht4Zh676TWOgSoFfOAPtwIXVtoMHUhPE4qhiRGQZS+4fg4msdAlQK+cAfbgQurbQYOpCeJxVDEiMgyl9w/BxNY6BKgV84A+3AhdW2gwdSE8TkgCg002D1kXevuJrHQJUCvnAH24ELq20GDqQnicVQxIjIMpfcPwcTWOgSoFfOAPtwIXVtoMHUhPE4qhiRGQZS+4fg4msdAlQK+cAfbgQurbQYOpCeJxVDEiMgyl9w/BxNY6BKgV84A+3AhdW2gwdSE8TiqGJEZBlL7h+Diax0CVAr5wB9uBC6ttBg6kJ4nyvsJHYqWItUzrOaOs8B2UQwj/8ApR2KZ/l/X+PwqEvvOFY+FznuevhfpJ7lYnpWer18O7Iowi51qvYFciBLE0BpL3B83vM4a+UERyhezyfXrGaxhmRPuHXo255/X+P8lCX3nCsfC5z3PXwv0k9ysT0rPV6/2nwYXQKB2JypNr/CK18pCgBXHHikgUxxoBndCOzH8WDGx+wlCcodWcQp1Vh6MfCJggBMY243cTx2e58CBCKKTota+pi7+AN9HMCZnsQPp+ph4eOKB70Geg4jCAWV9GKfh5NVeIgRj9j8H+FsThsgQv4/kJggBMY243cTx2e58CBCKKTota+pi7/23yjRoBIVAsRKDQ4teFrCj0iijijKMKIw/wAeMJ4bsvgw59PBgXSMToXd6nPxFzZLNy4vNrRnMNjNPrn9f4/CFjgkNhzc36ddO7j4A4wHBqkdZxmef2f58aXctWYO5lxmDwE6NYQ4c1YcyETM/wAdjF2kBEawnXkTmcabzQV4BXwpMeeAgBCoC9wrPy/CFjgkNhzc36ddO7j4A4wHBqkdZxmef2f7T4KLggOmTEhXAB6P8exvZoxZmXh1YykgiBUjRJoVxmEhlIBGMHdNOS8V1Xshhcq1SzHJ5k6/sTZwCmXA8uzgEuHUxUmaYma53xTBAI4xszq4nnt9REpFQZ0CEPVzd8MjMiMCW4me4G8TimCARxjZnVxPPb6iJSKgzoEIerm74ZGZEYEtxM9wN4nFMEAjjGzOriee31ESkVBnQIQ9XN3zAEtYoFixDAKBetEUwQCOMbM6uJ57fURKRUGdAhD1c3fDIzIjAluJnuBvE4pggEcY2Z1cTz2+oiUioM6BCHq5u+GRmRGBLcTPcDeJxTBAI4xszq4nnt9REpFQZ0CEPVzd8AABwkA0SRoUT2RBFMEAjjGzOriee31LK+0DlSQ0Zy7ZcnDIzIjAluJnuBvE5Y8kSyCHT7Mj9DwOyHC0gQsRi+fEDHhpZzB0GDXIySYmJkMOI6gAkmXo4iUioM6BCHq5u+GRmRGBLcTPcDeJxoZRplkpVwbua244iUioM6BCHq5u+GRmRGBLcTPcDeJxTBAI4xszq4nnt9REpFQZ0CEPVzd8MjMiMCW4me4G8TimCARxjZnVxPPb6iJSKgzoEIerm74ZGZEYEtxM9wN4nBZBBlkVwdaFJc2wiJSKgzoEIerm74ZGZEYEtxM9wN4nFMEAjjGzOriee31ESkVBnQIQ9XN3wyMyIwJbiZ7gbxOKYIBHGNmdXE89vqIlIqDOgQh6ubvhkZkRgS3Ez3A3ictUimKSfuwMNbZgREpFQZ0CEPVzd8MjMiMCW4me4G8TimCARxjZnVxPPb6iJSKgzoEIerm74ZGZEYEtxM9wN4nFMEAjjGzOriee31ESkVBnQIQ9XN3wyMyIwJbiZ7gbxOKYIBHGNmdXE89vqIlIqDOgQh6ubvhkZkRgS3Ez3A3icUwQCOMbM6uJ57fURKRUGdAhD1c3fDIzIjAluJnuBvE+V9mf4vYM4KVHQR0eEDsIt9BWfn+X9f4/CJggBMY243cTx2e58F5hSQsFWLXrV2dZ4UVL0v745lhXuyCKF6T6eYPBTnvh23jGczUpyLybkK6DFkIYpjlN9FilMvoeObhpblE/leBhcAgDQH+UYQCyvoxT8PwiYIATGNuN3E8dnufAgQiik6LWvqYu/wDbfWO+aYI6Ot9FN/yMmWgQ+kJ/45gOQnDOEDB7r7+ELHBIbDm5v066d3H80cQyvRVNu/pxuIkqxWTpngqL2ZhzWZU8iUbb5YmDNxwCbLpUDWPS8UP+giDjehXteEf5AgBCoC9wrPy/CFjgkNhzc36ddO7j4A4wHBqkdZxmef2f8F9/X+PwqEvvOFY+Fznuev5hgpqgriiXFDFlUOzkI7cirJguZXtcSTkJwOQSF+/p9TigxGSorEeU/QZeBhdAoHYnPR/yYAs+380lwvr0w1b9e/hUJfecKx8LnPc9fC/ST3KxPSs9Xr/dfCAQFRFjwGX6HNCy6pkGUWonAoYUOkYUb1On2BdicVjBiqk4aOeiw653m53AXoGgNWl1wNuroZNR7MucHrpSwwWmy4mb9euzUyDWC4EQhvOc3x+0IWHa1rAuLmZZ74lhgtNlxM369dmpkGsFwIhDec5vj9oQsO1rWBcXMyz3xLDBabLiZv167NTINYLgRCG85zfH7RksJ+XYBkYO9U3E4lhgtNlxM369dmpkGsFwIhDec5vj9oQsO1rWBcXMyz3xLDBabLiZv167NTJjFdDQWrhpdXJ9ebYiZVQyLnPlNxkTlHMo4wOhA0X/ANkgI6KO/W69b+7IFnnkPTQLjtKe3iWGC02XEzfr12amQawXAiEN5zm+P2hCw7WtYFxczLPfEsMFpsuJm/Xrs1Mg1guBEIbznN8ftCFh2tawLi5mWe+JYYLTZcTN+vXZqZBrBcCIQ3nOb4/aELDta1gXFzMs98dUpYKFkyMxm7+uMg1guBEIbznN8ftCFh2tawLi5mWe+JYYLTZcTN+vXZqZBrBcCIQ3nOb4/aELDta1gXFzMs98SwwWmy4mb9euzUyDWC4EQhvOc3x+0IWHa1rAuLmZZ75VAhtU2XEbiRtMxHDwGsFwIhDec5vj9oQsO1rWBcXMyz3xLDBabLiZv167NTINYLgRCG85zfH7QhYdrWsC4uZlnviWGC02XEzfr12amQawXAiEN5zm+P2hCw7WtYFxczLPfGIKUgyOxt1hIC1NA8BrBcCIQ3nOb4/aELDta1gXFzMs98SwwWmy4mb9euzUyDWC4EQhvOc3x+0IWHa1rAuLmZZ74lhgtNlxM369dmpkGsFwIhDec5vj9oQsO1rWBcXMyz3xLDBabLiZv167NTINYLgRCG85zfH7QhYdrWsC4uZlnviWGC02XEzfr12amQawXAiEN5zm+P2hCw7WtYFxczLPf+o+/r/H4QscEhsObm/Trp3cf5qOfnOnSYBc7k74crNE2rB8yy9vqWVawI2EYQEPHi54FMgh3AFduAK+P8BxgODVI6zjM8/s+EEAIVAXuFZ+X4QscEhsObm/Trp3cfAHGA4NUjrOMzz+z/gPmh2EW+qDPxxLGIX1GLQj6z9fhUJfecKx8LnPc9fwlriIzyJIxnf/ALUlGOIqAv5ni8ccOZJOz+WdXzf8v0k9ysT0rPV6+JJcL69MNW/Xv4VCX3nCsfC5z3PXwv0k9ysT0rPV6/4T7+v8fgqoeawCrjhzaAQMtb1NnZ7n+MUAZSqH4LXXilOInJg1tmCYmg1xNY6JaiU8YU+/8ECEUUnRa19TF38SMIBZX0Yp+H4RMEAJjG3G7ieOz3PgQIRRSdFrX1MXf+8+fT2QygH3LaXag8l6LwrQzEQtcFaC8fiDIp7QuxcMAvBVHaGwjEAQLDJacQlw4uKEzTNzHGuKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXBxOpCyUo6U7+l4e5zKa2Cve5IMuKZaEUwo/wDxMjETiGFzCgYqqyRGbw7ocUUQiuMJMbub46fVQKRQWdBpH3MzXHkECUOztFgpNVOKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXFoRagQON4EUXeBlpxRRCK4wkxu5vjp9VApFBZ0GkfczNcMDMisiW5mO4usXiiiEVxhJjdzfHT6qBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeOC3SZCdKpazesuqgUigs6DSPuZmuGBmRWRLczHcXWLxRRCK4wkxu5vjp9VApFBZ0GkfczNcMDMisiW5mO4usXiiiEVxhJjdzfHT6qBSKCzoNI+5ma4YGZFZEtzMdxdYvKKFdiGw5rc2khiq5OIFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXDAzIrIluZjuLrF4oohFcYSY3c3x0+qgUigs6DSPuZmuGBmRWRLczHcXWLxwPdYpOjdFW2JB1TiBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXDAzIrIluZjuLrF4oohFcYSY3c3x0+qgUigs6DSPuZmuGBmRWRLczHcXWL876qh7pRImOb3U0FJV0KYe3y8rGBIw0Iw1kphyTlYwJGGgWCssMuW8TFC0bPKlXAGXQHXP6/x/iGi0JyJ3o2b/8AOuPz/DXgAQ6rTZntoEiAG6NqQxlxlNpzbposoEvr/wA14oi++4aPhc57nrlwZxCOWHc5mgx4eAZGQibA4WayNRVWeMrj+T9JPcrE9Kz1eviSXC+vTDVv17+FQl95wrHwuc9z18L9JPcrE9Kz1ev+C+INbD7CAryBxZzCHVCnsx/AbEYbIFZ+OAeDEwTHYCN80wHAwuAQBoD/ABNpT3bFfgfjg/uvocNO0qdYpMuqW3VMLHMDVGtccEkRuRfZyeF/mgQiik6LWvqYu/iRhALK+jFPw/CJggBMY243cTx2e58CBCKKTota+pi7/wCE+/r/AB/hvUkahUIG5N6f4pYpG4Cym8AMYn4DC4BAGgPgDjAcGqR1nGZ5/Z8IIAQqAvcKz8vwhY4JDYc3N+nXTu4+AOMBwapHWcZnn9n+6+sgItACmxKcKIpRCvLNYoQZlWBwLJJzfWAkt6pAC2gSYvDkticdMgZEJkMZeDynwXCV4ahN54igiRWUJWeqfk4mscBtQY+MI/fm5KHqHSTdxJu8vCPFA5hW4zmLPumscBtQY+MI/fgwurbQIe7SebxFBEisoSs9U/JxNY4Dagx8YR+/HHDNJcAsyJN66IigiRWUJWeqfk4mscBtQY+MI/fgwurbQIe7SebxFBEisoSs9U/JxNY4Dagx8YR+/BhdW2gQ92k83iKCJFZQlZ6p+TiaxwG1Bj4wj9+QDLooGBmUODPnriKCJFZQlZ6p+TiaxwG1Bj4wj9+DC6ttAh7tJ5vEUESKyhKz1T8nE1jgNqDHxhH78GF1baBD3aTzeIoIkVlCVnqn5OJrHAbUGPjCP34MLq20CHu0nm8lE0MpzZbsZ9nniaxwG1Bj4wj9+DC6ttAh7tJ5vEUESKyhKz1T8nE1jgNqDHxhH78GF1baBD3aTzeIoIkVlCVnqn5OJrHAbUGPjCP34MLq20CHu0nm8BxQLdK9mMsszjwcTWOA2oMfGEfvwYXVtoEPdpPN4igiRWUJWeqfk4mscBtQY+MI/fgwurbQIe7SebxFBEisoSs9U/JxNY4Dagx8YR+/BhdW2gQ92k83hVDLnJG4ug2Z6ejiaxwG1Bj4wj9+DC6ttAh7tJ5vEUESKyhKz1T8nE1jgNqDHxhH78GF1baBD3aTzeIoIkVlCVnqn5OJrHAbUGPjCP34MLq20CHu0nm8RQRIrKErPVPycTWOA2oMfGEfvwYXVtoEPdpPN4igiRWUJWeqfk4mscBtQY+MI/fgwurbQIe7Seb/AKD4IBPsWAFFkmT6BOVY0IhmHBlkjC63wt4iItqy0UoUIIbeNvAZoAgCqBllcp3z+v8AH/AYXUIA2rw+AeOBqbZ/7ISZ5kiZssQ+9oz4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Content-ID: <Trade Graphs>

<html><body><BR><BR>Trade Graphs - Total Efficiency<BR>
<p><img src="cid:images\7.0.jpg"></p>
<BR><BR>Trade Graphs - Entry Efficiency<BR>
<p><img src="cid:images\7.1.jpg"></p>
<BR><BR>Trade Graphs - Exit Efficiency<BR>
<p><img src="cid:images\7.2.jpg"></p>
<BR><BR>Trade Graphs - Total Trades<BR>
<p><img src="cid:images\7.3.jpg"></p>
<BR><BR>Trade Graphs - Winning Trades<BR>
<p><img src="cid:images\7.4.jpg"></p>
<BR><BR>Trade Graphs - Losing Trades<BR>
<p><img src="cid:images\7.5.jpg"></p>
<BR><BR>Trade Graphs - DrawDown<BR>
<p><img src="cid:images\7.6.jpg"></p>
<BR><BR>Trade Graphs - DrawDown P/L<BR>
<p><img src="cid:images\7.7.jpg"></p>
<BR><BR>Trade Graphs - Maximum Adverse Excursion<BR>
<p><img src="cid:images\7.8.jpg"></p>
<BR><BR>Trade Graphs - Maximum Adverse Excursion Percent<BR>
<p><img src="cid:images\7.9.jpg"></p>
<BR><BR>Trade Graphs - Run-up<BR>
<p><img src="cid:images\7.10.jpg"></p>
<BR><BR>Trade Graphs - Run-up P/L<BR>
<p><img src="cid:images\7.11.jpg"></p>
<BR><BR>Trade Graphs - Maximum Favorable Excursion<BR>
<p><img src="cid:images\7.12.jpg"></p>
<BR><BR>Trade Graphs - Maximum Favorable Excursion Percent<BR>
<p><img src="cid:images\7.13.jpg"></p>
</body></html>

--==TSBoundary-SPR
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oV4bBXnKHJL1xIOWyYeuSBgnnOvctoNHmXvhy5/8OpbBgajIXwDupjMrWs9oViCfGKBNLSxlduzhkG0wyBPleH8hJ5cNLdylmk1pPjerkbbUxpeMezgYVpkkTFIcoCTMhFZmyazPFlbIBy5lfhs0iChY1y2GJyVmuTW8RRY4P+SuuW4kSTqqiXkIxIHyFWKVwuZb/wDBZFA5vHeJieebXzmXw+bXzza+ebXwLSWH2O0lZzcQOebXzza+ebXw7CgHza+ebXwbiCIzFYebXzza+GYrDza+C5Zr82vnm1882vkWkyHm1882vkWFSrza+ebXwDFgDcQRFcQJDMEJmKw82vhXECXm18W0GidpKz82vnm18XYU0sY0FDFpMguwppNctOLaDRO0lZ+bXxrlpxbQaPc7SVmMwQ/gsHdMrOcENe2yP0vEqlxmOw1ACXlcCCfsSs5hzZomzGVuImK2BknyYSdFCMFldG91h07gHecdPYUNswxaly1imrGuKdVcY5FBki1RVl5I6RWVzUy6e0Rn68hhlekZYzp7SYtECu6uBqoSTzfRZEgO85qkumQkEgMHLVceLOVnGoybTPIKBAxOozcTJFsJXMyU41pNmGkC+d2cI5wjl5ex63mJAsDDhHJDYz8C7MjVVASyyzaFamtqCkKD3NWc9mTFuuaOM3sJNJjTaRMkljpBWqezN5cbaTFLxSodDqzEZDWDFtPA6JkZXWY1Y1GzUfUNAVLuWortAKanSXT90BaKtnIFlT0kg61SXYRihCLYPNjQUNyytlVB8bi0akwlZheTssWhsR8VkiYOaaZ+3b2VIQxdQLOWVnDa1zyGW6rmWHhxs6aZy7Gff+BdmRqxqZTUeMQ/x6TH87IpS2DrrXhjsKgslos0mNfa/hpV0+S3EiJMOyFsCoMETuk0DAln09JSy1YS1FQ5Cy99Umt4NB6keeaApsXQcI1GGkajZqUqx18s3pW1dVzRauVMiuZ1OnOGMs2lkBrje6JHptdcMrxGso/o6gWthS+UzHYcj/FpO2v/AKCpoIpsITjUoaO6sxSabxdcST1exLkV5XQTzbvrMsvBlRKmC6bleJYlL00lMG1jPv8AwfHWmu+yVsOB2NRK09LL+O2W605K/B6e5hts3PHZyfqGWKRqyYmMUxYrQzhdN9RrWO9j6PM6umELOi0Yp1xljOn72B04YOaCCxjOQF12SyxWJbXCU9OQwqjQrnakABeXVMK0TmGuJkcUuWsTWms+5ZA5ksTUa6AvtAOcGOBRqmFKtvsCuukHViXP8bVtBo3q7JfUWUUlr8Sy+yqa1QxXYfCoOBIoiCMqkeNVU9TSuLldhG5nT5UwY6c4pxnUNjMZ9/zy3ciowFctLeFK0st4XF8lbBRvrFBhFIJlKKpm7cdZxTtjdVtMb08ogOntKLFY6+dPIzQzqGxr/wDOiJllJTBtZ66dQawXeq8eyW4m0SE1Hy5N7hKOntjdYtQjKtmbEMrhINpuXgEdd1pbbKk1lbXKJLK1xkS9dSvK6gWYvyQYJEEkZnnjqIVLlrKiTQpt0FN5hgLbeVzFGovHPhlLYjp5lFjLCybXrTMWL4l5J29tSoZWhBKq8CNew73Z/Z+A0tiqdsyZdlflVnrJOdVwVmcKqC2shMIHLTVJbFmw2WUXLGozxBtXOTKbtKtj+e1/HGCYHnUjMJG28YqGTK+Muglm1bhs02E/xJjNq00wrHMCRBP7jzpxK17FVUwk34knU3k6zWGxFxA1sFbrM0lElHUwjZ0wykOoAIWOnonBUAlDlTL6PM7qI7F06ynherta6tYaJzGuN466x6kOoFvDOqF/HVQbDYxNYF3IsDXpcTMZ9/4F6dKnTYibLaS2sr/6EObL7zTUmteZydRYYPpFur4+oDzialaf1BMZfSx2UEGkXWwsLp1DQ25T0GhMxa9NxLA5iIGMs1WssJiRTlwJO1ZrtNNNJBXCqlZ9Tmebpi53PvcLllvXGmBQUB4Wm3uQgciAB3jTE03i7LTjNk13RN9xJXDziZ0y9/kHbrTcDFkYLG69Dc6dt4LdVzLAoaWV7rN2M+/8Gv8A5/NsZWeqYK4viRZG2YUFAdlkqRVuE07NxZI6cwzfZpMa8emzI9mr8SwXUNsIZzJz3sv8da7ruRdhTS7L6hvZbAgseQBKrXWNfZf46690XFjaS2sjapYNA8uW2A6pacyxP07+73CgGWGSyk1hWsY0FCFhRiy2jkWW9d9BNGp4wjDQKTAWAygohTw0jsRL6pVWLX0yZ5ss2vHiotDRxn3/ADydtYLCyuUeOVZBY6mJLRTkVEC6GVbPkYcCxfirCK1Nin6+nvGWLzFuWe5a67JYz0PpZTjnikUWRfj0i8ZohxU6xoPOogTMp1v3XqzHMpVmCwK6FzeschV6zuR1/iZN9Y4/WxUpqOuZ169hy0rDNf2k5YlEwWa+n/aynyAq1/Hj3jL4clakWfpzcV+xLY3LbTYpfTf9Hu6f4ZmSmk+GBmvp7urjYxChQv3Z/Z8+UjOAO3K/+ftOmPSLwr1gr5eaak9Pcx0lcQJY9woBFtTSOqlhjECM6d7KPIWhQ0xKytiqTWFayNO9q3wHWf5C8XSdyRAjnUK8yxFEmgsdi7ISytRrtU7C0226rmWExIpz03d40wx3giKgOLTb2vWco1yWfa+MFX6dIQfeyeypSawrWM+/8CZgYrTE1/hIROBAQltBpty0jnVVpsU7s+9wuWW9fayuWpp1DQ3L1ooKnbMWdrFUHEhIoAjAMEhOPf4p+ndrRVCnLd8KqDQbP0uqYVpEaIbSW1gxsEmAExMFD18yVLXSYNlJQJgfYghq111KLGff+DX/AM5mKwXYU0sY0FCpy3dvfvH07OpA5hMVWBbQaOe7bq1M6hO5lWql6woLAu/UjMM2tfW6e4oZ797jWjaROqOouMW9OMzjvcSb10qx186iwwfSmSq95+l2JKr05Zg/terta6oBLr5crHYzwrGUEsTl20xLKlpzLHZn3/P3/wAgMg8r/wCe8Q8HTk6HOmdRcM509JKDH2loYpkNX2HTb2nTLbTN1NJIVnpufR5nWahsWLGUmJLenLjiQqpZKx2uzI1OnDutem4pgRC0lhsaChS5bezK6mlAAtXf03d40yzc8diGcyS025e/ydM/0Tp8FxZnaRGiMZXU0lpUEdmff88l78heuVxHx7tY7GU0khWkaPo8zlhxhpGlmp5DbNUwmmOlV93heudwaRpp63mElVDR2aeumaRhzAjacNkgJYQIxEIS2HrImMWhac0zaMiKwCfdi96a1Jin20S5dKsSc09U23S7SIHT1m3XAh2kH/bTNI009Yy2e96lCoPpmkaEIlgrAJ0jTT10zSNPfTLiTmymNExmkaaerI/k/Br/AOfHWDsz08DBPf3sv8ddWz5GNpLaxY7F2X+OurZ8jGkmcAQGMvNNSaDmOzqBkFfpq9zjoKM+5TtELSWHLlROe8uVE9REjR00DDL7mpyi02pvozp4GNfG0Gm1Q7Fe/wABU0EXA7OngY1+3UVmb6YkNX4eoiRopixSalpzLHZn3/gTG6K0aV8GmgSnTvdtan045NT7ZvCvWCv2HTa9IvCvWCvlys07CYkU4QicFZRWb+xyxAA7X2EDqjw8fqIkyKqy8KtSYp7qbydjbzRc6m8nOmRTUtOZYkFnmqU5EwUFpt7TMDAmsy7xp2sv8daLkPLvOnYy2Aq6trI0xhbFovczpjWAUoe7Pv8An6xuiYnInShSawrXdpbFGW8+mmZ54VfvH0a0VA3qEmvp7WE7u+jzPWOxfZpTCf5LDkxIpi9Y1VdMk1rnkM/UU4PhOmJgouxJVVC1MUbDWuvV2tdUAl15+na2BMr0a7VOaWxVa6xr+zWQpfIm/iaoVy+Fg71oo8LsMd4KpLUzI+nZn3/M3MyJgozRuLDK8T4/vmk6e8jugKilzZtzXd53/HVfAotXPSi02pvIY2KdSVz65Zt+OSGcy80nPfqcTz9OmSrPPiTTctrtPQ6qjzxFQtNQEl+mYyg0SqrIK3vIwUAoQx7OFdW3zs0na+9wvWW8HOaLvXdI7oCopc3rDVOHqDoiQmxTrU/HZ65ZMlV6dpj3ZpOnvmnp665p6FbQJxrmnp7s/s+ZP8sfAljoTyvzlfktdnK/OV+cr8YwmkCSKsY7TWomkNyK4i5xDyvyWux6TeauZS+V+WWt4qbnct4jJVWT4V1zImKKuNJrslrs5X5yvzlfnK7cy0xQruk0uV+Q12N5mrQk0GTXbW1zawCcAWbTwYHUNB5X5yvwt5zKYIhNwi22ac8wiTFrysWBKLlfjXOgEW3k7lfnK/DuyowsNYB2GrBkwbPKYpFWz5HZn3/MGOM4107TrpW18fuNxBFLVjMTrHUErAOnNMxauGrRUBBuo87DueNNizyVOnMMu9l/jrV1BZYMwQ5M6Q64CwfbNp0pkqvdt9oNi4gjuJJ6qdQ0NbfaDe91TCtIjREzpD3VogETZb2ezhTWueQzLVbyMiptqVqfjs7TkKWM9rdVj21lypD18yUUeFzkjYXXrBX7M+/5jNCIY2j3r/58vTrbEuKtVRufZZDX0WHNkgg8EADHpbL8j6WZ1sVkeOvqJECOmmZ9npF4H0496h2KsslSE2WWYCg6Tq1vH+EqaCIxKu5MyScKmgi7TMDEMA+zokkhQdJ1a3jz2auGr8Ua4UmsK0UwIjaUwvktctOLaDRsMJNenbN7cZ9/zGQUs7EZgYEcTXmfH93U3k60EtrrUyllNXM/QEgF5RMvNNSk3Hk735VjgnuD3nNfS2wlo82xlW403e42GuOFpqiqwphZu0HmUUy0BkT3BceSFpsKZKXraPOqSyJ/a1oqi5a5JrnIO9819P8Avmvp7x9dfRsSa4rsq5Xuc5++TOe+a+k20AeXUHYimkkLkRatSFqz3Z/Z8xgsh3bjHURgYr/579g1FRabUr6hvZZgJRTGtDZuqdC+n7GkInF2BQopdZKarjXUAl1+/VJmIFe+l09Gh5CVRPUiLl6eqQyGrKXRJJq1nKsXq7WuqAS67FA0X0oldKsdfE03i7tcST1Kq8Cqz972dQ2MwriBL3e5sP7EW0bF+SzzbGL1s0UVAQfxWP8ARRabU9o+nZn3/Mkyn4JnbFkSZXXRcwZEqtCivksWVy1FOoaGr6fsZ74QicCABkfTtdsnXyna54y2ZLrosuZFJrCtYF9RnZLbV6fEzb7TOkXyFqumgYYd9YMAxYHa+5qcK2ZVunkTRGqpZXKgCujYa1zaDTb79zHeCunwDOBObdo27Tl2EzJJ73YkqvTlmDyoLM7LPFTSsnYzqJECOmmZ92ff8wB0j4K/+fJiCiFrAu/pu7jptJgBL70KKw1NivQRIEywpRA1ViBWsDxt1ambFoYTE2K1an47MnTHRJJHfUsIZzJdQMnVlypEtWMxMFF+dqKSSa3JcmYmIKBWATnpu7xp3LTbKllMRpGTp8EaYxQNFSVp7Dpt7M+/5k1/29ibEMFuVyHx3ubD9c3RpctmhtNxPVLAGBYJzrmsaa+sTrl5JuYFISW6jM5WHir9TD9/Ss3Rmvq6lzubThsFSdB65rGkzmuPrKfKgFIa+usadQWUP6YZSE7GAIgE2bvAwIlRIsg+bhaVajzia11jX645vEitc8hkTrjHqVCnqdK+oNJmsaa+uubo019dc1jTX11w3LWC+ob2ROuaxpr6sn+T581xkgHTIS2Y7W7Pj4uFXRWoFDfSx2UVMUrLdpy7CZkkx9O91rBtCsX1lJWnPf4bLJUipbY9mdSAzxdh1UazCal7mw8hE4uT4yaDmOwy2BJV7r20YNYL8BNa55DCiCEKqlsxq4atFQEHg13STAbVOsuvwxMFHw3WsG1Skiq5fIvJqUsZfcDOzPv/AAZf49OrZ8jtaSpsVQUsO3puyVLKYjSDLYitdY1+TpjXLTi2g0cI1gQkJx26gBHnThIEGAsAK6VT2ZXU0gAF9yEThzl08Uzy66KPC4tNrVw1aKgIPG3FqapkNXbMl16NhrXRp3voYxtQCXXwpgRCylp9mWFKJTAbGWHeS2lEjVJFPUSE4xn3/gTEFFnYNHpZfy49LZfQSxPf37zG8AqpWdlkqRWum13VB/Z05kLXzuy+ljpOHVk9OYZv+R1IDPESdejTtm9uPrjYxPBXE76gOfp2KYEWAm1aQvhTMQUCsAnvP07NHeqvTYl+Ic2X9TXO7pc+mJpvF2Xa7XNoqNScZ9/z947xMTy7/n6YA8d6w1Tqr+RXf37XWsG0idUMLYuLUW8TR4W5ZsNI6dQ0N9/ii2kpelsv6kBnnThIEe95zOaolYLelsv6gxgOGs9os6fvZP0y7MjVlzZijWPf8U/Sv/o+B7mw/OoLYb8RGiMIti1XVtZjPv8AntEzkQ1yKoOroQKBekTCtVaux75p6em/OorIo6eBCkdNCCDWqktTJ0zT0lCpLG2XC3qRmGdOfvjT0a4EBDxsJUfC7aSxoMJqtPT39N0oUWaRHaIjb75MRsQ5svx6AJKmSplNxOXp6e7bi0sZfgJCd4TppFdUZ75MRnvluZXV8x+qUqlV57FMosJypCDUmhxN92f2fg1/85XECWM6hsZDlTPb3sWQr4hwvDI+mBfUZ4xgqHza+AYsDhVJPXzJrU/HZzuywnyF1a3j5ZSjnSkIriIhGOmRSm48ndiYASJQYkwAmJgon6WrMVxq2fIxDmy9vTvWmkkKxt9oNdR5nTQWWAOwJ+nxdUmYiv8A3xGkEsDkREIj6L6gyWYz7/wJjWIS2YbQabcOgszitYVLbjmZ04iNHvareRlZHjryPpiVIh2dRfuldFzBrLlSPeWrGYnWLtrjig5jslyomxTN7ljIq7JawncK4Lterta6oBLr3q7WuiTq9PqW2PZdrHYynWmuOe/YqaCLtaukptdhOr/BZusU9Rb1ZsSvBMD7DcQRR9PCsdmff+Beaak9OaZj2aUACrkWDCqlZpuPJ3puQlsPlqxmJ1guowBAW8FUGg2dMbSW1gDsDPTdMm5sGNeuxPlvrrFSmqI3yxwTOmHaSsxmCHGuWmVtBo5fcxOUGExOGAsAa6U93TIpqWXMtZLVjMTrF1rBtRcsRDqbydAAtVl/jrq2fI7Tph1UsMYgRbfaDbmj10EsT2VQaDR029mff8+SiTBYnFUNqPe4JFVppZyKpAps20iUJCM9d1hTOZ3/ACLShkVH0/kMB2LIoDHzq+o43q92OBOKbDR4VwV6wLIp1jRlozCuotjVM5UmWyGhFq0sZFXvcrsfKY8JCnA6SATwbTgj3s3WKeq6LcelsvkoDIIWDCgE8tVXseoZFUa5whOM6hsalLRc9HOtFYa8566e9h02WrpiVOpVcuxnrp7xrnrp7s/s/Br/AOd7hQFeyFju2g0257tHeqtSYp5mKwVYW2cuyL1VqWLUChy7WOxlGzxzjOn72ZI7hfRFpoXwptltqqZKmVmS1D3Nh/vcST1Uqx18fe4XB42yJ1i+kpsU6hDl5pqTEvtpoJYnLskNbpzDN/wWqQ7enrYLpcqJxrIUr9TwSE4ZHG7vZsxXGrZ8jI+nZn3/AIEzpFada9lHkLXXmokLzoOJgo6kZhnTiI0FfdM0rXJGWVy1AKZUCnbN7SElMVOtfs+9wuRTTj2cKa1zyGZGnewvlSEwOUrXqLAOfTd2bSW1ltErILLlxhabSETiw40WKNgnh6bu8adiIQjesxtqMHUWm1NlctQdFw5RUak9nWV18Q4Xh1OJ5ulj/EOm3sz7/wAGv/nyY1hkiR9NZuT1KP8AjoZsRlakxT56i7QrLimtHNSXXUovgISCaZSVZq4atXiVm4m48nWLIV8Q4Xhk0qy5mqwzo12qd74hzZf5tfEvW7JSqZlyomfp1FZm9NQGVK9YK+e+XmmpM2HTLrjxdl5RtTRSxEEAHgiIRzpwWCfwWq3k5XT4yoaspyPp2Z9/zyZtYLCyuUeO1wqFF7md+nq0RXCvLl8yoMq7eofxFQcx2TXqrC4ysSulz62LnAaG8y8X1DexCWw9iFOIrCquJcLgZRabbFzgOtC2LuqFo0iUAs6hsOY0klmEKet0++vp7/pzcpIKvHu2o83WbnCS3wVcL6jO4UxUqtZOUmsK0UCYwtYlxLkuogTI6eJAnNfS/ZhmLrtbFBTFR7kcCK7y2M92xvVUrtW/3jNfT3Z/Z8+VxMgO3K91e260LBUpQJQaz72FL4asy20IAGWx31oTuKghi2vqA81LhS50wKCgPF9Q3svIY54PbUxRb1dQSMr6aRctlctQmsytESJNinFnOoNOXVIiqpb1OPLtk6+U3E9VmZmwpnjUq9kLGWKq3FYbFVdQAJ+OZCgO+4w/kcVKJGrHUE6raDRs3WKfdg2yTW16qqzLMVnoAFW3m7LsyNSswVPCwuUrsKaXYdNvZn3/AIEzAwiqGiaujTHYdWz4+NvceIZzJxllSjAxYDR3qVVKqwbiCwTA+z3Nh9ZktQxoKGvXrGfvfSU2KUSNWYgoBYD2mNYsURYSF8KQtcrrypKt05Zg/GpW7Ng10VrrGv6myd3TV7U3VMK1NMXKRR4XZ1GN8oo769an47JasZnpxTjORBVa8m56iWyvZCMrWEsL1S66qRfDmxGgmL6ItOa8+Gyo5ZLuNQFl/jrq2fI7s+/8C2ZLr+SyU0gIsSiIffQCZQtdsfJTUx18xO0yWzQIfGuWzQ0EsZjqbErRYOvKOoaneRBq6cswfcST1Uqx1898tWfHys/yF/qKsVYZDTcIJs3oYv1nKYocVm6xTytxFd7iedZkK6eqyuzNdyocyuppAArAzEIEhODvqA+pAZ5MaTN3iUVh0l1ACiwyzyVenEIPmwmItNC0CunsLNSpWWnDDst5UZQsyzs5nCpF7mc9FcBfaRYUpzE5WcLl4z7/AMBjBNGUrIV8Os5p2lAwFHNexfUAuaSCERI5IW1zr/8AIsgArDqJfx1yrQJ9OZvKYiMt2nLsD1KYH9RbrjkLs5VsoXkdOgsszJWeLlpeL4qyYZx0yYjH1VsgKTeQC2HYsnYyJNU1qy+BvUBlaL5wd2yFjKj2Lky3nFlwI/ac508Bl9qz5E5KWxAATDJba2ERNP1MuB2KrsluJaSWGW8xZIrAyWZOYffpsbF4z7/nsHeuF65NVXF+mYFdQhNdM4XT0yVikDcV0+AZ46d1ikDcRRFR8CcGumBjpnrwJya6ZzgTjqi2B+mYugkR4E5FdMYHTtpxXTGcCcGumBmumc4E5NdM5wJzx07prpmD6cMmFdQhNVXGrp8Az9Mz9Mya6Zjwa+RXTEH07cc9NXoiiKjjpydfBr4ddRArp8Awq6ZHgTnhIzgTk10znAnH0VswOnBAh04YPwq+DWSI8CcnpnqFRYq4E5wrgvwDLYCyme066cxcXJO/GkQxLtJWRSWE0hLkPVZb1zMDAtM8h0lGOYYlLtJWRSWc8buU9VluGfoLDmIdJRjSkY5pnAZJFkv0PlPVZbhccgomTBc04spnN883KWS4tuQZTEtOA5J3uOQUwyEuacWUzhHMMl/7uQ9VlvXLWaS4tnJO+ddOf9su0lZFJEcwyWGJch6rLev5xDuER2jhjvAlwRCuBLJDVnCOAO3twxOSkZHJiCjxwgOON+EG6eEcAdvbhHOL0GIESjUSUJRxxvwg3SKRGQXAdpVE5xegxAiQ7o443wkYER2jt/fxRt4R7Sr9sqiZFcCRDuiV6lCRgRHaO39/jrjJSMjnH+3hHUVwJGO8CXBFwjgDtzb+/jjbKRkf/Fw5UzmvbWO8TrH/AKRMFIzu5v5Zxe4FbDXkckx/Ls0OAAT3f/WP/8QAFBEBAAAAAAAAAAAAAAAAAAAAoP/aAAgBAwEBPwEWH//EABsRAQADAQADAAAAAAAAAAAAAAEAE/ACEYCQ/9oACAECAQE/AfeU58ytyStyStyStyStyStyStyStyStyStyStyStyStyStyStyStyStyStyStyS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kQoWT5/g6ci9DSINEQT2ax5q9eF+ZmE1o/M330FdHXRU0FbaaCttNBW3Jc3we5Dmb75nHMEVFonMMZgiotE5hi0zQZnHMpbXM45lLa5nHMEVFuS5vg9yHM330G7R7tFv79utyXN8HuQ5m++gro66KmgrbTQVtpoK25Lm+D3IczffM45giotE5hjMEVFonMMWmaDM45lLa5nHMpbXM45giotyXN8HuQ7RHaGHit+fu0e7Rb+/brclzfB7kOZvvoK6OuipoK200FbaaCtuS5vg9yHM33zOOYIqLROYYzBFRaJzDFpmgzOOZS2uZxzKW1zOOYIqLclzfB0koO+q8E/54eWC7UTwzBzN99Bu0e7Rb+/brclzfB0r2t7bRiWuGHn8Idm7wzBzN99BXR10VNBW2mgrbTQVtyXN8HS3cowF/wCG6Ru3GwBh7WwfzYr/AOGTTgNvVXCamK7jtTaF3bFRzIUNmB8F5WYHwsphsO9YHwsrStOKwPhbtnaJwtwPghFRGNmB8ELMD4WO8VgfCwzQb1gfC0Yzum3A+CpXjZgfBV62YHwsO9YHwtkT1tBMjDbbgfBeVmB8LKYbDvWB8LMnz/B0uUa91xrjW8KGmw2Xqz4o0xUV61QA/M330G7R7tFv7pVU0O63Jc3wdK2cmdXtObWTmjmb76CujroqaCttNBVCFjt2I166CtuS5vg9yHM33zOOYIqLROYYzBFRaJzDFpmgzOOZS2uZxzKWU3o3qYZnHMEVFuS5vg9yHM330G7R7tFv79utyXN8HuQvOA7Qx8VIz66OuipoK200FbaaCtuS5vg9yHM33zOOYIqLROYYzBFRaJzDFpmgzOOZS2uZxzKW1zOOYIqLclzfB7kOZvuorn7tHu0W/v263Jc3we5Dmb7om9n10ddFTQVtpoK200FbclzfB7kOZvvmccwRUWicwxmCKi0TmGLTNBmccyltbZKocyltczjmQBI3zbkub4OnqrsidyJvCmPBAj8zffQbtHu0W/TELCfBC9RU0smRNuS5vg6dlPxdEboN8Fzp/YIODT9MQIjYP/qbUtN8EgcXIVNmJ8UTOzBQdqxPjZUysT42YrE+NutbifFCTZifFCtmJ8bDJWJ8bDVYnxtHatxPisbMT4qhWssT42GtEBPVGTZBd52UK1ipumtmJ8VjTdZifGyplYnxsyfP8HuQ5m++YRwUgWiKi0TmGMwRUWicwxaZoMzjmUtqsRbxzKKm+wBQohSuOYIqLclzfB7kOZvvoN2j3aLf3DFRCBsNChM2YoXlGbutyXN8HuQ5m++groab0ZCroqaCttLcRYTRTVQsJRIotpQ2Imi1RnVtyXN8HuQ5m+6FUKSphccwRUWicwxmCKi0TmGLTNBmccwhrqIWVsKBU9pTbrK6Kjim+KqohYrErjmQ13Z2IWZLm+D3IDjNmPRRObuzRSVMZu60Abc/foO0yqkWwSoEEWRKu0pSw1KaZqhKvTgqowqq8XLsxCBt7UA8VSzJc3we5NsgImllStZUKrZFbZM0UNnfVRCJCqbNYE8LIBQNM+ltN6M0s1hZXYqkIXT0U412olcFgpBWpPmtxVSYVaqREjisUKQhTajUqVQKOCqDhZOKFmS5vg9yHMESiQruy29sUb0O1s8UCKyr5MQUIV3zV2MQr0rA04oXorvVI6IoHFcwV5GmJzHHqqBVBUVCoEXQhdkKpr42F0UQbwV7Gu9dluCAM3ldOCNUayi0dVJMobFiEMFdTjFFCmVBWyUF2YqiKIFQIRnYsbMlzfB7kKStR/Raj+i1H9FqP6LUf0Wo/otR/Raj+iAuPpwWo/otR/RSMm7opOTd0Wo/otR/Raj+iB+m/opuZTotR/RAXH04KjX9FhlF9tx8lq5QL7bz5Ij6bui1H9FqP6KQx/Raj+i1H9FqP6KBk3dFNx/RVblOi1H9FVuUUfTf0Wo/otR/Raj+ii4/otR/Raj+i1H9FqP6L7bui1H9FqP6LUf0Wo/otR/Raj+i1H9FNx/RSMnlOio1/RdrJuPkjGRyo/4rAiN9mS5vg9yHMPdUI8JzCZtm8O8y4xozInND5Hgq6GJopFmS5vg9xlSPzD3WqUJGNhjZjYTuWqUHbDgqC0+GZUHOA2lQbaBaptoFXMrYXGaIBs+duCxPBAIBEUsgWztNkb0RbTMa4ikizJc3we4tLYlpmqDXgOiswvtM9KH9NtOCo0N8ETEnjsVTKq0O8ar7TPSgPptMbwvttHEBaoWC+0z0rDyWqt6+0z0qkrBAYrBayEtFOCpk2D/ipmfJaoRJY0zvC+0z0oNDRRGGx4L7bT4hdlob4BVMrcoIDvFdmG+AVTPkqMb4wtZbVj+y+0z0of02iNwWqt6oxvRbvBfbYfJfbafJFoaGzuCrk2dFvWqOiFMNiwW0r7bT4hUot/ivttPEhfbaPJfaZ6UHNYGkbh3INbF470128TYIG0e6kx9OSEWvAmAbHUB8N+wL6dL84x/N6a7eJRhSI7ILnIYXS67Y1jRJJg8FMCHCW/zzTg6JaYpYS4Y6rYiV9Ol+cY/m9NdvEocTAUiDdbechhdLrtjQ0iuyFMCHCW/zzTg6JaYpZskxCJEdgEu8rAKCdpQcALvZnzQwuuBIW9AUDyT5Qg4AXezPmhhdcCQhA2j3UEQy6TKukC+Yjz/8UneQntuigp+6AEScHRSN6DgBd7M+a3q9QGSMJ2oEARSfNDC64EhCBtHuo/CAS53grpAvmI8//FJ3kLKdnACNqu0vzuw/dBwAu9mfNUElMwBLQ4qTH05IRa8CYBTBFCcU7BwHDbsC+nS/OMfzemu3ie4Vnd5WtP5TKMyQZp44o1JJxJsu33HxUV2zxnGzEjiEMePHar1f+rBlC0XvBRXZHCMFFlSTuJ2KK7Z4zjYKkEYEIY/9q9X/AKsvcIUV2RwjBQi04FTfde/MhEgCKeGFmsR4KR0/ZUnd5WNbWgu+IV6u+OKpO7yTT+UynT+IQVrG9M3kGjAJ4ki8ZKF5xOyd4V6u+ONjWtc5t0QhEwNn7Kk7vJNP5TKc64O0IWsb0zeQaMAnVPaMrbxO9Xq744otO0QprxG9GZIM08cUakk4koO3CERWpmVFds8Zx/0rEKlkiyDlGdbK2GopjbT+w2XBJvfBT6Esab3MYCbV1LreHEp2v2h0k06IuE4mAcN3unQ55aIHbT33SbrYA3/yiGS/qOpryVgZEmDq8PhEucT4iEDB/q63WfaiweDdOO8n4U9sgTTh/wCrs3pjtTv/AJKa0udFTPx/Y0FQ0ADh/to//8QALBAAAgEDAwQDAAIDAQEBAQAAAREhADFBECBxUWGhwYGR8ECxMNHx4WBQgP/aAAgBAQABPyH/AOjgYITqWqBUEZYQDoTCcdA6JAOeoWgRkDuh90MIQPUB86PSKRWdtXYJuQSXVCkSV5Bnp2NTBzMioGUzEJFMSZtRbQK3E1mbV34UaKCwMHQYQgeoD5oBCAASScUDB9aZCBP9TSVZZtFEwARt9fMxXWRMSGSVTCwIAWSbIZodLGH0U0YshM4vF6MadJEupZASSsL6LrRQWBg1GNwdOAFUFt2oETgi74+7iiIQgwu4uHUEguTa/sUKKZiKIekAb9fiuUFBFEPSAN+vxVoUAijDt8d7f/jnm8InkNCcGDfvHTAyYsjN31oCmy3LFy/KlRwJxGAY9/yo6A44AjAEWj/lZRHNlYLvRERgV7DB3gp0SgBCiQOIhzRIgjYFMIKQIpBSGGShBGZli170QkgJz/NEENDAMO0g4huH3omJSKxEAA+gY60JKOyIyor0gCIZMvX3oHJDEEAt4M2ohwAB0wyanrJIwKD2pgZMWRm760l1ABDkXLp7MvIHq7UoYo7wBDtVw4e8wFBEGAkj1X7xRqACX7gk5Q/FUY5TDFBuRo5UVBQ7uhjAFGaKkJ/v3QPpiQhUILDiiDEvhww3JyYoQE9SDiCiZtA6luCKBUgKOAUYqHE+Sfii0CkBg0CfEzxSA+ZG8EB1gUjIMW9wuiXBSBAcyeOlLlUQzmHM/dBDJzdZkk0XSgBryDJf/wAGD5XRNf6l8Pr2oASPZfourx1oZKwf/jTqsApjCXfsBQ8cRaXJj6A+BRQCAARWCu1zvgUVRXhBh9jX5f3X5f3X5f3UiQJX/rX5f3X5f3X5f3QAQBkES+a/L+6/L+6ICAQOBl81+X91+X91+X90CEgEUHD5r8v7r8v7r8v7oAIAyCJfNfl/dfl/dEBAIHAy+a/L+6/L+6/L+6BCQCKDh81+X91+X90QAAJJMPmvy/uvy/uvy/uoEgyv/Wvy/uvy/uvy/ugAyMR/tr8v7r8v7ogMDE/7a/L+6/L+6/L+6kSBK/8AWvy/uvy/uvy/ugAyMR/tr8v7r8v7ogMDE/7a/L+6/L+6/L+6kSBK/wDWvy/uvy/uvy/ugAgDIIl81+X91+X90ImeApDyH+F+107HII87CYEgtg41JREEvxsBZMELzsJgSC2DjUlEQS/GwFkwQvOpIiAUwM7HAI87AWJBHOpKEAnjY5BHnYCxII51JQgE8bHII87CYEgtg418/wDwr9rp2S0hcbGRgTlDUthEd42BssjtGxkYE5Q1LYRHeNgbLI7RqzMAcMbJSQuNgakDwNS1IDkbJaQuNgakDwNS1IDkbJaQuNjIwJyhr5/+FftdOwSTYGH62XDBBbfzrI5FxKcedkjmXMtR42XDBBbfzrI5FxKcedkjmXMtR41uGCS0vnYYJsKD9bIpMM5edYpIMZWdgkmwMP1sikwzl51ikgxlZ2CSbAw/Wy4YILb+dfP/AMK/a6djkEedhMCQWwcakoiCX42AsmCF52EwJBbBxqSiIJfjYCyYIXnUkRAKYGdjgEedgLEgjnUlCATxscgjzsBYkEc6koQCeNjkEedhMCQWwca+f/hRhlBgxWKZEAOUdZaQuNjIwJyhqWwiO8bA2WR2jYyMCcoalsIjvGwNlkdo1ZmAOGNkpIXGwNSB4GpakByNktIXGwNSB4GpakByNktIXGxkYE5Q18//AAr9rp2CSbAw/Wy4YILb+dZHIuJTjzskcy5lqPGy4YILb+dZHIuJTjzskcy5lqPGtwwSWl87DBNhQfrZFJhnLzrFJBjKzsEk2Bh+tkUmGcvOsUkGMrOwSTYGH62XDBBbfzr5/wDhX7XTscgjzsJgSC2DjUlEQS/GwFkwQvOwmBILYONSURBL8bAWTBC86kiIBTAzscAjzsBYkEc6koQCeNjkEedgLEgjnUlCATxscgjzsJgSC2DjXz/8K/a6dktIXGxkYE5Q1LYRHeNgbLI7RsZGBOUNS2ER3jYGyyO0aszAHDGyUkLjYGpA8DUtSA5GyWkLjYGpA8DUtSA5GyWkLjYyMCcoa+f/AIV+107BJNgYfrZcMEFt/OsjkXEpx52SOZcy1HjZcMEFt/OsjkXEpx52SOZcy1HjW4YJLS+dhgmwoP1sikwzl51ikgxlZ2CSbAw/WyKTDOXnWKSDGVnYJJsDD9bLhggtv518/wD56ADcH2HU9qIpIAdNkBn4g/NAkQTBM+8k+li+lEFIIR6B/wBUJwIwjcUAJIBBUHtUeYSLgu1L3Ux3/e6AEkAgqD2qPMJFwXakRgzKoY9CL5dlR5hIuC7UiMGZVK1kRXY5/ZqPMJFwXakRgzKoASQCCoPagSQAlIE1lSIwZlUAJIBBUHtUeYSLgu1AShkDa9ACSAQVB7VHmEi4LtREZn4/3WgBJAIKg9qjzCRcF2pEYMyqCQ9S8Oo8wkXBdqRGDMqiKuLgvxUeYSLgu1IjBmVQAkgEFQe1QMGJwu33SIwZlUAJIBBUHtUeYSLgu1AWjkQN+aAEkAgqD2qPMJFwXagggXLGeaAEkAgqD2qPMJFwXakRgzKoCROR9futR5hIuC7UiMGZVACSAQVB7UQDgFYsT0+6RGDMqgJANwFSrVJLAXdqkRgzKoASQCCoPao8wkXBdqXupjv+90AJIBBUHtUeYSLgu1IjBmVQx6EXy7KjzCRcF2pEYMyqAQggoge3+eFEUSWjt080QA2SiAtkf7XNNlwQsknaTm5oDAVIbmM7JaQuNjIwJyhqWwiO8bA2WR2jYyMCcoalsIjvGwNlkdo1ZmAOGNkpIXGwNSB4GpakByNktIXGwNSB4GpakByNktIXGxkYE5Q18/8Awr9rp2CSbAw/Wy4YILb+dZHIuJTjzskcy5lqPGy4YILb+dZHIuJTjzskcy5lqPGtwwSWl87DBNhQfrZFJhnLzrFJBjKzsEk2Bh+tkUmGcvOsUkGMrOwSTYGH62XDBBbfzr5/+FftdOxyCPOwmBILYONSURBL8bAWTBC87CYEgtg41JREEvxsBZMELzqSIgFMDOxwCPOwFiQRzqShAJ42OQR52AsSCOdSUIBPGxyCPOwmBILYONfP/wAK/a6dktIXGxkYE5Q1LYRHeNgbLI7RsZGBOUNS2ER3jYGyyO0aszAHDGyUkLjYGpA8DUtSA5GyWkLjYGpA8DUtSA5GyWkLjYyMCcoa+f8A4V+107BJNgYfrZcMEFt/OsjkXEpx52SOZcy1HjZcMEFt/OsjkXEpx52SOZcy1HjW4YJLS+dhgmwoP1sikwzl51ikgxlZ2CSbAw/WyKTDOXnWKSDGVnYJJsDD9bLhggtv518//Clj2KmPUUCAElMnOrkEedhMCQWwcakoiCX42AsmCF52EwJBbBxqSiIJfjYCyYIXnUkRAKYGdjgEedgLEgjnUlCATxscgjzsBYkEc6koQCeNjkEedhMCQWwca+f/AIV+107JaQuNjIwJyhqWwiO8bA2WR2jYyMCcoalsIjvGwNlkdo1ZmAOGNkpIXGwNSB4GpakByNktIXGwNSB4GpakByNktIXGxkYE5Q18/wDwr9rp2CSbAw/Wy4YILb+dZHIuJTjzskcy5lqPGy4YILb+dZHIuJTjzskcy5lqPGtwwSWl87DBNhQfrZFJhnLzrFJBjKzsEk2Bh+tkUmGcvOsUkGMrOwSTYGH62XDBBbfzr5//ACRMJx0DqDyIwJ7i30XAqPyMNn7XTscgjzsJgSC2DjUlEQS/GwFkwQvOwmBILYONSURBL8bAWTBC86kiIBTAzscAjzsBYkEc6koQCeNjkEedgLEgjnUlCATxscgjzsJgSC2DjXz/APlnYsscWOAnytXTOgMDZ+107JaQuNjIwJyhqWwiO8bA2WR2jYyMCcoalsIjvGwNlkdo1ZmAOGNkpIXGwNSB4GpakByNktIXGwNSB4GpakByNktIXGxkYE5Q18//AJbu1RohA7WOmOz0AgSwX5/tR0RJEKjAX9C6SKCClZBBGQHAEPqHRBi5YJABH5oEbJhyo7UCyYIXmmUzFYMUwwDd026R9/VAsmCF5plMxWDFOAR5owRkeoadXTKZisGKcAjzRISXcdH/AH6plMxWDFOAR5oFkwQvNARIBMLg2d6cAjzQLJgheaZTMVgxRhL2TOgWTBC80ymYrBiiCS5tKnp3z9UCyYIXmmUzFYMU4BHmjBQ4lLwPqmUzFYMU4BHmjF+K7KOrplMxWDFOAR5oFkwQvNIzIaO9h5xTgEeaBZMELzTKZisGKMWcJuaLt+6UCyYIXmmUzFYMUQgMB3KWEKBZMELzTKZisGKcAjzRAjlFDx1X39UymYrBinAI80CyYIXmhIAmZEiJnOKcAjzQLJgheaEhYYQInmnAI80CyYIXmmUzFYMUwwDd026R9/VAsmCF5plMxWDFOAR5owRkeoadXTKZisGKcAjzROEhF8/5YDDA3ZiYAD920ADSIgw12oBKpmCDIm8d6wtzbS5vQgwAAAAxHY5BHnYTAkFsHGpKIgl+NgLJghedhMCQWwcakoiCX42AsmCF51JEQCmBnY4BHnYCxII51JQgE8bHII87AWJBHNJ3ToAzYolCATxscgjzsJgSC2DjXz/+WOAiIdIkepzjO39rp2S0hcbGRgTlDUthEd42BssjtGxkYE5Q1LYRHeNgbLI7RqzMAcMbJSQuNgakDwNS1IDkbJaQuNgakDwKnAR1pMgTm7UJv26tktIXGxkYE5Q18/8Awr9rp2CSbAw/Wy4YILb+dZHIuJTjzskcy5lqPGy4YILb+dZHIuJTjzskcy5lqPGtwwSWl87DBNhQfrZFJhnLzrFJBjKzsEk2Bh+tkUmGcvOgAAJ7KXnFo4zsEk2Bh+tlwwQW386+f/hX7XTscgjzsJgSC2DjUlEQS/GwFkwQvOwmBILYONSURBL8bAWTBC86kiIBTAzscAjzsBYkEc6koQCeNjkEedgLEgjnUlCATxscgjzsJgSC2DjXz/8AChiwKGVhdAAQEGQRnWWkLjYyMCcoalsIjvGwNlkdo2MjAnKGpbCI7xsDZZHaNWZgDhjZKSFxsDUgeBqWpAcjZLSFxsDUgeBqWpAcjZLSFxsZGBOUNfP/AMK/a6dgkmwMP1suGCC2/nWRyLiU487JHMuZajxsuGCC2/nWRyLiU487JHMuZajxrcMElpfOwwTYUH62RSYZy86xSQYys7BJNgYfrZFJhnLzrFJBjKzsEk2Bh+tlwwQW386+f/hX7XTRQQgVq5BHnYTAkFsHGpKIgl+NgLJghedhMCQWwcakoiCX42AsmCF51JEQCmBnY4BHnYCxII51JQgE8bHII87AWJBHOpKEAnjY5BHnYTAkFsHGvn/4V+1011sF21lpC42MjAnKGpbCI7xsDZZHaNjIwJyhqWwiO8bA2WR2jVmYA4Y2SkhcbA1IHgalqQHI2S0hcbA1IHgalqQHI2S0hcbGRgTlDXz/APCv2unYJJsDD9bLhggtv51kci4lOPOyRzLmWo8bLhggtv51kci4lOPOyRzLmWo8a3DBJaXzsME2FB+tkUmGcvOsUkGMrOo3CAoscSu+yKTDOXnWKSDGVnYJJsDD9bMBECV6+f8A88QBkBia7YXKVQMEhwT8qEWAgkBGY7HII87CYEgtg41JREEvxsBZMELzsJgSC2DjUlEQS/GwFkwQvOpIiAUwM7HAI87AWJBHOpKEAnjU4G560XX0KB5MKbu1oCxII51JQgE8bHII87MqpEMRr5//ADyaxgX2S/C+ajoYAglEPSy+pqBASTjQSCr3D6oBxhAFEB8OgQukFKnvQCJkl+KZRMFgzXQIQTNREXhFMomCwZpQLPFCAuOEKZRMFgzSgWeKTdDsR2xTKJgsGaUCzxQCJkl+KEAkbSp+aUCzxQCJkl+KZRMFgzQEkgEoQaARMkvxTKJgsGaIaCAXCvQCJkl+KZRMFgzSgWeKADMBMBWimUTBYM0oFniiESRsxAplEwWDNKBZ4oBEyS/FQA0XKk0oFnigETJL8UyiYLBmgGZ6oAigETJL8UyiYLBmgYFHZRQATMvtamUTBYM0oFnigAMWKwVqAFiM5USLmBQCJkl+KQEEjovSgWeKViohpCKJT7KJBQTgUAiZJfimUTBYM0pMGFAImSX4plEwWDNKBZ4oQFxwhTKJgsGaUCzxQKUll8fwr9rp2EODJkHif/aiwI763DBBbfzrI5FxKcedkjmXMtR42XDBBbfzrI5FxKcedkjmXMtR41uGCS0vnYYJsKD9bIpMM5edYpIMZWdiiSbAw/WyKTDOXmgAAT2UQijQujDVBCNh1pDLDvSNU6Ek2Bh+tlwwQW386+f/AIV+107HII87CYEgtg41JREEvxsBZMELzsJgSC2DjUlEQS/GwFkwQvOpIiAUwM7HAI87AWJBHOpKEAnjY5BHmiQQZjtTOdd672B0CxII5okAw7CjzEJImiUIBPFEggzHapKbIFBCNh1pyCPOwmBILYONfP8A8K/a6dktIXGxkYE5Q1LYRHeNgbLI7RoAACeyp2C1xTIwJyhqWwiO8bA2WR2jVmYA4Y2SkhcbA1IHgalqQHI0JQZoFIGPY1LSFxQQGRdFplj0pAGAqUD/AMKIHMCqeYfdCDu7jvQQGRdARY+jSWkLjYyMCcoa+f8A4V+100IzEkYruR3pjBKoSTYG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5bFKfJ4mIzXLg1z0luOxKU+5ckqJTnW5rleo8aZ4szViIeJPgeJPg1zihzndly1ai5bGlvcpjT4KZTKKaOC5Mc5swG+OjRVpUKFrKilpsaVUzwk1Y4RKVWOKNO9seE3shoUWxx3NF85OPc0mlc5PnKo9yXDFwT4Hh9jTQlsYa79FrsJKxeocTTp3JDgnk0UmUNbiRJbZdhp8CVZTNOw18Q1Zp2FG0OLoXGe9WVSoSro/uK3sXLyasXPnV9HlkiK3ES4FwRQlQl26dfJ3vklSKF6RbI7CHHJKvnq3vzdiKv2iHPtEP5xftEeX7RHl+0Jffj//xAA+EAABAwEEBwcCBQMDBAMAAAABAAIRIRASIDEDIkFRYXGSMDNAcoGRsTLBE0KTofBS0eEjYGJQgILxBHPC/9oACAEBAAY/Av8AcZc8wAjd2Zi0tLss6ZYLriZictilzqRNklQJ9s0IdmYhXw6kxltX4t7U3o3dmYVwOBcLAK14WXSaoS/MSKI3jkg2+JK1nRWFcDtZBpNSoa6VdJrkrgcC4WEXhLc1LXSJuo64MbkHXhddkUXXqAwrxcLu9NcX0dlRS4gDig+9qlOANW5/9H0V1pIDrxhX3NhrnSa1EZJpcy6xrtkZbEGzqVGf5ZT9GWFv4j7xMii/1KUN50/XKBMUaKTtGQUuBENAFfdaZziWB9IEVC0cMN0O2HIDJbWHjsUON8zWmYlCSC7aQZnWn+y07rms6Q0T+6IAkNGrWJMALRM/Cpo3zIIrC0mkcIv7FpXXQ0ONAEXXNYgn6tpP9lpLjZjRjRs4janahMuj6vy7090S9umBI4bFotGfoYJPEproqb17hIUiDduxxgKBk5kF3GZV7SMMNozL3Rd+W8108lrsDgdVwnjMrR6sXHzM0IWlddDQ40ATrz7wOQjJS9oddZdu/wBVZTGPFGj9yu7N46S+GgjVV17Q+6IA37f5yWhaNgcDwlfhhoeQ2AmjRtN8NDRpJT/9EX3VuzNUBIu/hhpdugrS6bIPNOX/AGGuE/TmgZzV2a/7NMGDvUkA683R/ORUZ3xBO6tVUZOLp3/wLSSX0d/WdwWb+srN/WVm/rKo5/6hWb+srN/WVJc/9QrN/WVm/rKzf1lVc/8AUKzf1lZv6ys39ZUXn/qFZv6ys39ZWb+sqLz/ANQrN/WVm/rKzf1lfU/9QrN/WVm/rKzf1lSHP/UKzf1lZv6ypLn/AKhWb+srN/WVm/rK+p/6hWb+srN/WVm/rKi8/wDUKzf1lZv6ys39ZUXn/qFZv6ys39ZWb+sqjn/qFZv6ys39ZWb+sqQ5/wCoVm/rKzf1lVc/9QrN/WVm/rKzf1lfU/8AUKzf1lZv6ys39ZUXn/qFZv6ytv1HPn4HS3XA62w8Bj3+E3W7/Cbu1Pmd8+B0vm+wwVtpgp4CttPAVwVtp2R8zvnti2l6YCJEagJd6IZXS66tLn9W0cApr7KLJEwoskyAosmvsq2TX2ULipr7KLJrsUWTX2RFk19lCpkpr7KEZoNuxTX2UWNNeCiya+yA2xZNfZQjvU19lFkiYUWTX2QitLLyE0mya+yheqmvsosBqoR8zvntYU33Xv6kIkARTlkr1f7LS+b7DHv8Jut3+E3WFDsj5nfPgdLeAGtsPAYK20wU8BW2ngK4K2FCOyPmd89sTeFM+CBvCuXFXZE7lpfN9hgpaZoMFcHHBxwGMAiotM0GATg44OOCmARUWFCcAnBxsPmd89qTBMbk10GJF4XTQDJFpBl7acJNVUGji4n9h+y0uuTrbeQWZ527bdp+9uZ5rbyszPOzaszztivO3M81tszPOzby3LM87DmeCzPO0CvO3M81tszPOw5rM87dtuZ5oGo4KSVnKbnyszPOzaZ/ZZnnaBXnYfM758DpfN9hgrbTBTwFbaeArgqvVegXr2R8zvnwOlcGAQ7YOAU20tM0GCuDjg44DGARUWmaDAJwccHHBTAIqF6r0CrvwCcHGw+Z3z2ztUzeugb1N3KS7hCiKTdnitNdcDrbDwCEqLJ2KLL2f3UWTIhcbJkQoUKZEKLJ2b1FkyIUWTIhQvtuUyIUIxWNimRCiwHYdqiyZEKLJkQoRG5TIhQqQo2b5VbJkQhsO5eqHJequzVTIhQqV+ymRCiyW+6EmqPmd89tR2tevTCoaRDuKmZFYHNafzfYIWmULKYKY8+xrbTtDVCxqqhGxXNtlVd9UAdlmj5BQM0DhKCPmd8+BfsvOn9kBNU6TQKiMIWGaDBWyVK42RNU5cbaowcAiotM0GAV24JB1lnWzNO3oAlapKE7FKJsAFZVKhDgItHBSUBlG5TOSlRNbOKjcj5nfPgXc7DxVCVmVmhmI4rWqqCioE529buS1pKIqgVfCyV/anO3qRRa1FSigSoMrasqLaqSsgsqLWHsj+y1giFBlUC1ZCEqAjK1pKkKcE4JxwgGmqvOWSIJVF/5H58BP57xvcBu+6prcVFomlmarRRKiFS08FFmSlZISmjfZEKiqtihR+62K8sospZksrSNyyUhAoI3jXdZq1Vw0rE2bVkbJiyFVA71dtjgolQpU7/AgNieKonF2bdyjcggd4TuVkhSidyF1tSiNKHVgiE4vcPRHgFAC2DmnF4saJkpzg2gqru9O/mxPBUBGc0buVtyUxpjL7qtl50pvESm3DWsp/NVKIIzafhSrrhCafTAYMWAblOwppDtiMGar1NlV/5qNgU2ESmeWVXmtEDuCljfTND1+fA3dxKcBDa7UY+lO5KdxQ5BZE8BZdmDnlY6Qawmeq0fkCgDVU7XIuuU4IOG1OYIoPsrsTeIT+ZTYJrKLNG0l4ycr2kBvnNHRkTJCbcbzUxVH8WRuhXbtTvTrokyFedGS/dOOk0Z4TRF4BvXsgtGA0zRNcGw5kCVdbmmC7s38U2TmnjKAR9k6DNUPxGAzRM0bQAnAbDYH1ndCNrNHG4r/juRdvKDP6UVBX/n9rBG5QRNEOSvZfhgBBu8piPJHzO+eylB34rwT/zy9MlrRPCxxE0Mc1Nds8IzV2u6eK/m5P5lMDYBoVECuaoZlyrsML8WaJtwRKfzKDxMkI1grREmc024KhBrgY3oDcoP0q63Jfzcr8as5oEfmWs0Hmvxaymeq/EvbcoWj9Pm3Rl2wBA77KfyiZothQaBelMLd4CjRnbtTRuFgviYV8DPNOlMeH8clo/T5Wk0kzPBNsvMkuJRaRWCi5wIjeFo52QEWMgIjcoKK1iSgP8AkVpA76WgovcZIgJrvUKKXr2SDLkggXoorxkRByzVxoq2fVOviJR8zvns/wALO9/SRJHr9kNW7wU3zG5XqF1+9z2KJEOEO/nqqxdBJHqi+jWNMfsnwBd2e6D7s7EHRF6qDGuFKonjZBgNH7LXEoXNWuxaMNE5ZclogRGdkQIUriVECFK/DgR/hRSkUU2AFoplRfzdZECFKA0cb53prTsUozQf4WiA4LbIyV58hwKaKcApsiBCB/NCeGialNDhkApLRK0m+JKHCqmx8gQ2TyRcysIPEQCr10SnXmks2FHSTMnJegsbzP2TqCrSiY2iq0I3wStIIp/lBrBsTaQYqvopJiilHzO+ezcCYvHJwBacT8/r2jgmkNEwgGiapoOwJgI/kqGiLN9gDRNUyDDkwubeMY78a2JrLudu629dlyktE9gXAVNr/Ki/blYyNhA/daSNpITxvlQ6M7NyHOyXRevWFmZg5cldyN6aprfRaQlpiqY4CgjAfM757MvgQ36jcnFpP/s//KZyFujnh820tZ6oNBy7Vr72Vtbadppr5mAjzs0kjf8AKeGxmVCLBMiyqpsrYOVn4V31tY0GhjCfM757P8c3S2JIH8rZBnnFPdAS6HmK5r6jQS3jJ1UDJq404D/K0gho15z4Jo2i0G60u97awN9bchKrlzsyE2V9KrITbsvUkTbkJRj1rZkJsplsrKyE2G9Qc1kJtbMTztyEoGJ9UDGayE2P9FkJse+c1pKCf8py/EpBCyEoRVsZytJyQlNG8IB7BTcshP8Aiyu+lUJ+bRle3TYfM757Mtcy8T/S0yLIKu3G3d0IGBIyRMCTmtL5vsMe/wAJut39gOaZyGPSevynNbmmtdmi47EHDan8ipC0BO0NsvXRO+29dE78J8zvns3Oe2Wio1iMWlvEHW2DgMFbaYKeArbTsBzTOQxl0axtc1uaa12afyNn/wAfk3sj5nfPZnSMvBrqy4Aj+9pM5IGc1dmq0vm+wwUtM0GCuDjg44DGARUWmaDAJwAP9pUDZbxwUwCKhP5GzRvdmAMAnBxsPmd89mWM0hDYiM7KFsboV+4Yn6SanP8AwozviCd1aqoycXTv/gWlz+raeAUV91NkV91Nm0xxU2RX3U1sivupW2qivupsitOKmyK+622RX3Uqa1UV91KJqVFfdTYBX3U2RX3W2yK+6lHNRX3U2RX3U2RX3QNQnD+pFu4phrkLIr7qVtqor7qbAK+6lHzO+fA6W64HW2HgMFbaYKeArbTwFcFbH8ymRuHZHzO+fA6XzfYYKWmaDBXBxwccBjAIqLTNBgE4OODjgpgEVFmkvAHP5W4YBODjYfM757WSnQ2K3WyiRGoCXeiGV0uurS5/VtHAKa+yiyYKiyYJUWTX2WRsmvsoUQVNfZRZkVFk19lEGya+yhZEKa+yhGhopr7KLAYNVFk19lEGya+yhEQaKa+yiyYKiya+yFDZpDX24rI2TX2ULIqa+yiwUNVCPmd89reLGzvhauqZmQhEgCKcsler/ZaXzfYYK20wU8BW2ngK4K207I+Z3z4HS3gBrbDwGClpmgwVwccHHAYwCKi0zQYBODjg44KYBFRbXAJwcbD5nfPbEh7TGdUDeFcuKuyJ3LS+b7DHv8Jut3+E3dqfM757UiNWMw6qEXvwpGYr/MkWkGXtpwk1VQaOLif2H7LS65Ott5BZnnbBd62wHV325nmqGzM87M6LM87fqtzPNZ2ZnnZUyszzsNVmedo1rczzWdN1mZ52GtFmedsF3rbmeaEmzM81Q2ZnnZmszztGtYfM758DpfN9hgpaZoMFcHHBxwGMAiotM0GATg44OOCmARUW1wCcHGw+Z3z4HS5/VtPAY9/hN1u/wm6xjBEHsz5nfPalxyCNBMwACpu5SXcIURSbs8VpbrgdbYeAUyIUWTIrtUWSCK5FRZMiFEibJkQoWYpmpkQosmRdOSiyZEKJHCyZEKFmCRmpkQoRgiVMiFFgMiFFkyIWY5WTIhQjUKZEKLJkV2qLJkQgCRNmiI4KJE2TIhQqEUzUyIUWAyLqhHzO+e1Ml1RH1IGRfGVKe3qqGkQ7ipmRWBzWl832GClpmgwVwccHHAYwCKi0zQYBODjg44KYBFRZo/T5VcAnBxsPmd8+B0uoRrbeQx7/AAm63f4TdZo/T57M+Z3z4HS+b7DBW2mCngK208BXBWzR+nyqdkfM757WLhjer0BrNI6uzV/nyrpoY/0xzP2op/PeN7gN33WlvEHW2DgFmJtoQbakcTbmJVTAszE2VPJZibcxepNuYlGDzszE2UMjYsxNhvGnssxNrZIm3MShXZlZmJsNVmJtoQbcxKEHVizRTwVTAszE2VO2izE2iovWHzO+fA6XzfYY9/hN1u/wm6xr72XZnzO+fA6XXJ1tvIYK20wU8BW2ngK4K207I+Z3z2012RxnJTXbPCM1drunitL5vsMFLTNBgrg44OOAxgEVFpmgwCcHHBxwUwCKi2uATg42HzO+e1MaQj2V4Bog/TOee31USIcId/PVVi6CSPVd0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOld0zpXdM6V3TOlQ0ADh4SCIZdJlXSBfMR6/wDpSd5FkUkmB/OCJEagJd6WUV0RenOPsg4AXdWfWwmJMTC2UgO5lDK64EizVyAkm7Kkx+HJCLXgTANl0RQwZUwIcJb/AD1Tg6JaYpY7JwHDbsC/DpfnOP5vTXbxNmyTEIkRqAl3pZsHE5BEgDVBLkMrpddsgiGXSZV0gXzEev8A6RIjUBLvSx4u5CRxzQFA8k+kIOAF3Vn1W9XtVpkjftWQEQHDiUMrrgSFQSUzSUqJKkx+HJCLXgTAKEDaPlR+UAlzuSukC+Yj1/8ASk7yEwRQnNEuGf0tiJX4dL85x/N6a7eJRkaoaXL8pJNESI1AS708K6fzCCvqN6ZvINGQREkTuQF40yNKIRIAinLKyJI5KpMnM71ervjjYL4BhSPb9lSd3pZUmNo3ozJBmnPNGpJOZNl6u+OKiuyOEZKLCK1MyortnjOdhacipvuvf1IRIAinLKzMjiEM/wC6vV/tY6fzCCvqN6ZvIRIAinLKxx/qMpra0F3mFervjjYwB7hcEBXq744qk7vRFp2iF9RjIjejMkGac80akk5kpp/pMpzrg1hC+o3pm8g0ZBB24QqkncTsUV2zxnOx0/mEFfUb39W1CJAEU5Zf9Nhz2jmVLSCOFkhQqWR/sljdkyUXa5vOiNw/gQH+oJFOBO9ZwBsikbEdIGk3IgfPz+yDNb8onZvJUgvrX3NPZOOuDepOUfyU4kmTTLI/4USTz/7sP//EACwQAAICAQMDBAIDAQEBAQEAAAERACExQWFxECBRgaHB8JHxMLHRQOFgUID/2gAIAQEAAT8h/wDo9cIioTAi8wEEeh6ltArkTYZx2VwDQDK8qgEICQRdV/o6AIQACyTpBUlsEkBwODMpCYULYzWkvJ80z4KfEo+VCYEXmAgj0MNhiZA06ERmMES/86CFuGgHABh0gjUwJQE0/P8Ah/E8JBLF4vEIlCM2x/oveEQhBhbjIcB7FIhiMQvkYY8wSVI6Kfh4cNhiZA06AtMG3iEQgLh5+maZwAcrOF59ICj+gGH8GAwYk4iATfzCpjJjUUkczWsw9EWSSExbolHypa2ECRH/AOOjlZCDrS4ElDBDBK2+0IiSRB0H5+mIIWgv4B01P9QHJDEEAt6G8R5c0itg/AC/yA2DXmd6GCd4Y64Ubv3QhucwgJxsKeQHg7O5PrLqZBVCYFA0QOE1FcQaKAA3mKvkVEhuQni6Pq+ISVdXUZ6JwAMvEA1J6wJ+mE7IAqGXEBZIa+sHkJjApUIz9fiBeYARyN4ZMI98ACH/AIgFVnBEjDkAmH0ZQ9MxRBiHkgfihEIQiR0LARHknXSN4DsNaK3uLVMQUA8rdyqQL0IQoBVYhNaPAxQUTRhgB8xZcMuICyQ19YRXjS/+4StgBIgm/wAQIomkg6sY9ASN3NdQA23Y494dsKXhre6F/wBoRCATech+ISgYxC0ncRiaFFG2H/sOIBHLBQqb94VqGlUCz6CGSEEp1AIH1/8A4NJAWieHiEiV2Y8vwtfE/wAl9n52/wDjQAOhSNREDaFOk7N7krJgUQacivLrgOLahdciwPwS9BB0moc553n1f5n1f5n1f5gAZGlf6z6v8z6v8wgAAWSafefV/mfV/mfV/mEBgaX/AKz6v8z6v8z6v8yhYNr/ANZ9X+Z9X+Z9X+ZYsC1/6z6v8z6v8z6v8wEJAIqOj7z6v8z6v8z6v8wAIA2CLfefV/mfV/mEAACyTT7z6v8AM+r/ADPq/wAwgIBA6Gr7z6v8z6v8z6v8yhYNr/1n1f5n1f5n1f5liwLX/rPq/wAz6v8AM+r/ADAAyNK/1n1f5n1f5n1f5gAQBsEW+8+r/M+r/MIDA0v/AFn1f5n1f5n1f5hAQCB0NX3n1f5n1f5n1f5lCwbX/rPq/wAxmBJINmaL/hGBcsLK7AFiwRz1JEQCmg17CUKBPHY6BHnsdgjz2AsmiF79hMCQW0OnUkRAKaDXsJRFEv27HQI89jsEeewFiwRz2EwJBbQ6dSUKBPHYSiKJft2OgR56fdef/D7f2QasDwOrMwB0Y7C1YDkdlpYXHZbWFx2BssjauxkYE6odWZgDox2FsIjeuy0sLjstrC47A1YHgdjIwJ1Q6lqwHI7C2ERvXZaWFx0+68/5g0BgUEZbzlAEunEsbcDEVyj5SgOoNB8sAkn8ghQQAXa0fkirgK1OOlr2gLJzW0XFIjuTn7xHS17QFk5raPzkizYI/wAjpa9oCyc1tFXAVqcAQMh641GsBZOa2irgK1OOlr2jFZR1h4/OkVcBWpx0te0BZOa2gehYilsPFaffEdLXtAWTmtoq4CtTiAJJ11WPxpAWTmtoq4CtTjpa9oYLkhg5frrFXAVqcdLXtDHiDL/UVcBWpx0te0BZOa2iZCDNLBPpHS17QFk5raKuArU4WAlyIG1P4gLJzW0VcBWpx0te0IGCUTH37+Iq4CtTjpa9oCyc1tFxSI7k5+8R0te0BZOa2irgK1OKJkCwOWOYCyc1tKeCdjUIL82/mAsnNbRVwFanHS17QkAEkEINGV7xVwFanHS17QFk5raXuYihb00/HEdLXtPuvP8AlBhO/BUQliVVGM7LU6ay2oQQ0f8ACFoHUgcMWfyZ7f2QLFgjnqSIgFNBr2EoUCeOx0CPPY7BHnsBZNEL37CYEgtodOpIiAU0GvYSiKJft2OgR57HYI89gLFgjnsJgSC2h06f0/7hJIJ457CURRL9ux0CPPT7rz/4TJDZW3wdgasDwOrMwB0Y7C1YDkdlpYXHZbWFx2BssjauxkYE6odWZgDox2FsIjeuy0sLjstrC47A1YHgdjIwJ1Q6f0/7jWgORv2FsIjeuy0sLjp915/zAwSHBP3QiKQoJ+ybYXa1Pb+yqswzq9euQ0WWl69lVkGNVr2Gi8Cg/jsFl4Bh/HZY5l3bVe3ZkNFFt+vXIaLLS9eyxyLq069+w0XgUH8dgsvAMP47KrMM6vXsyGii2/Xp/T/uZsg/K17LHIurTr37DReBQfx0+68/5cEg1kYAOLIALBABOiv1UN4wCWHjfauVUHUCWhRyD60jgwyTkoRlFwWhmKhZ4gCJsl+0AgBIEalMr/YqFniAImyX7QgKkg8J/C4qFniAImyX7RlFwWhmMCCG0RfmAImyX7RlFwWhmKhZ4ljWBt0htGUXBaGYqFniAImyX7RJei039+YqFniAImyX7RlFwWhmWdIClSO8ARNkv2jKLgtDMVCzxHTKO2XojKLgtDMVCzxCwLdFPxGUXBaGYqFniAImyX7QgGiw6e/3WKhZ4gCJsl+0ZRcFoZhaaEfCgCJsl+0ZRcFoZioWeIH4mQSlx98xlFwWhmKhZ4gCJsl+0AgBIEalMr/YqFniAImyX7RlFwWhmBnwGSg0lon8TLags6xgQNoi85gCJsl+0ZRcFoZioWeJYPkbaPv5jKLgtDMVCzxAETZL9okbur9uKhZ4n3Xn/wAPt/ZBqwPA6szAHRjsLVgOR2WlhcdltYXHYGyyNq7GRgTqh1ZmAOjHYWwiN67LSwuOy2sLjsDVgeB2MjAnVCYYxQYSPq7C2ERvXZaWFx0+68/+FOiBQKgEI4PnrVZhnV69chostL17KrIMarXsNF4FB/HYLLwDD+OyxzLu2q9uzIaKLb9euQ0WWl69ljkXVp179hovAoP47BZeAYfx2VWYZ1evZkNFFt+swxihYZDevHZY5F1ade/YaLwKD+On3Xn/ADBgBABFFgD6Z/AiEMRAeBI/0VhqY89D+D/FfmKCXIEWVEBJAaXzERgzagAkgEFUdoQDgFgsX4/MRGDNqACSAQVR2hAogDhEcIiMGbUAEkAgqjtK9wkXReIEEDJaa8wASQCCqO0r3CRdF4iIwZtRSq1kjTb3le4SLovERGDNqACSAQVR2lFg6ThF/feIjBm1ABJAIKo7SvcJF0XiLdR0eu/vABJAIKo7SvcJF0XiIjBm1Bj4Izq2SvcJF0XiIjBm1CKyMgzxK9wkXReIiMGbUAEkAgqjtChEFCYK8REYM2oAJIBBVHaV7hIui8QiA1kE/fzABJAIKo7SvcJF0XiIjBm1AJE5H4++ZXuEi6LxERgzahzAdodvrhAKAWEX4/MTunABJAIKo7SvcJF0XiAShsDbMEUBBSnaoQAnZBRQ1OLhHR0KV7hIui8REYM2orWoitjv7rK9wkXReIiMGbUAEkAgqjtDjPBDAojSVedn3n3Xn/MSQgQgJssX6FegiBArgAhlST7svzLcoSVgkz93ntsf7f8AfVrQPA3n9v8AvozMAdGOwtWA5HZaWFx1BigBI0ctrC47A2WRtXYyMCdUOrMwB0Y7C2ERvXZaWFx2ERCYSzmESCWd+nzQPIDwNoRAmWc0o9DIwJ1QmBOUKAxh1Y0AeVxgahwthEb12NmC43E/t/3PuvP/AIcNEgIdKD+xBDdSWECJgBmxM2Yfl6z+3/fTIaLLS9eyqyDGq16BKeB4gQjg+YaLwKD+OmkNjn9/+4LLwDD+OoBmhCcczd4r27Mhootv165DRZaXr1JAEnAgYDxC0yvfsw4Sg9xpE7YM9AYoASNHNawDD38RXAjaVQIs6OCQgqLVxAalwlMftQBF5AZYeyi2/WaT1ByMBEQJSDCqEAGhRlIto4EI4PmaQ2PpdvCg9xpHk2U+68/+H3SMMeFD1aFASC4MISJhuYsACAHgwMgoWdUECDLMrcxw6FR1cXg1KJ+TyUMBfwQcQx8wZHA8S2D8w1q695pQgKR2Q9YGMTRw8anFQlZBhVAwGTuViXgynH4TzO6BuPwl4AyJvotyp0TJ6UE0ryUQAGeSITAF6iFgMnU1SeaiYZGcQdABAz5g1VAtwRaBEIZYB3xD/nI7EJ9npo9CQskvzAUWIwLUvvyeRcFKBN1KfrLiB1mpaVXzGiC/MMsOSU/l/wAFXQ4SwPVX5GOxU7EIfiASZhWoQRfpKdNwmGboRFH2Q6AOhjGdi3mZNQAnAalwncMSQKaQg0AB6A9QPE4NtHuAYMAuIBiGKhqDmW6SjXS1lwP5jQaD1gZTDYwgGhbuEHgjZigkLOkEAGzEIZEDmH0T6FFFLykAlscdGGBeUADTDy5SBb1hQiZlSRJHnEJMgcAMyoElOF/kER0AGEd4JBy/EragOdhtQJgAuKWrWZ5CuagQm2YEJEoaiF4UHCjB69GCsDyIAAjQwH1ECE2zG6NQk+Yn/huhAR4YgB+qBvkBDVmMg3oE+WEJkaKhFk7bo8KMukufR8z80CcfmJkioc+eYbLtAapVqscE3gdrjhjlf5FMgFqPMBYEjiENSEiXwIgWMQCN15wQGAgtIGY8emZdxUQOYeJmYNUi9OpcAGzj6sGJdZTMmoCCo4hoFZKszVn4kTyHBEaqECAWCd+syoYBBHleqMuglQ2GmVCJRZP9IaN+D0DID8QIJCHiEkiSWTrDLIUCLsgv0gC+AIAwVEpAZEazD9qEzQ6ycBRb/GGAZor8z2wy4SueR5XFxq8G5M8uGOPk/mO0XgYBDOW35f8ACEYEkAXwYBC2FqqKQLkGhWP3GH8N7iIkI4gBy/8AIAJlYX7QGIuvydM+jbWCroLMIUEjOZ93p0Y+EAsMXAoWhlwGE1ER91gAyB5QOwApBV6p4JRvE+68wWIQsAOcQNWdDOPCguuiCwfGIBEQjBx9cOEwh6B4gFONQ3QRQmQMFgZSEUPmekGyQZiGUQg1QcfqLAs8oCI4lQwlChAWAFioBoMTN5/yDgGWBK0EhpVolMl8aRGlRHChkEdrHAgBrjgkK4AgecIKyV8QFcBQIASAAZOkEP8ABrCOB4svoQmcw4dyQz2UIIWzPlKyTCpTytby+iKlMeOmz8QRABt5MKSQ9kABQT+ZlBAAreZeSQHNoW7Vwyl1p9Z915/xEwnXgOUexGhO4t+C4Er8jR0DRALHIpL8iBC6geFG42mn5bFGvxcAAoFH3XmFqsITxHyYgPMEy0CGfWX26HCE0ps9FPKUd8T7rzHAB243AiEAEQyotZ5hyNOQQqY9uwG3mBA4BQdGSyIOAQYHSGKFH0CB/AsTzFlDhHNQ2dMKfd6RZXQ8HYzLpgobwIHAPozsAdGJrKCAvXUQyh5JJK8R2iFjmAB3CBL+H/sOVyAdOMJcMAgW1XMhIFYD0jhTRTlr0YE0CCQNFwQWh5/rpatCQSFD2AArNozQlgIeYcxAajmJE3GgxCkckpgcQweiNMp5JcJeESewl+HsBjsSBxcoT9n/AJF0DFkKpZvmVdcljgIpMDgCCggC/rSeEor5n3Xn/GcYHxbJEYD/AFieM8A0E+BVf04QIESsUKEPZfiLbgBTRNkmt24g69Fskkf6ZHrPBvYGu0cwcMBIKsFAKBvZ9xDAwEAvxARQyCz5CgqgYMP0EAAkgAOzvBzCC4Cf1BgSmJlJpFlp/wCQilMAgyotJ5gAEkAB2d5XqEgqCxERAxTiHSHFPOL/AKleoSCoLEREDFOABiMrJVmA9RRshYr7iIiBinAAJIADs7wnBigHDpAASQAHZ3leoSCoLEREDFONhchh8FnXSLCCg/IiIgYpzJaLLS5wAQAAoA0uCZhlBqZStCACFEygAD4hW33EREDFOAASQAHZ3leoSCoLEIcJCV6U/iNFHZ3ihxsA+RAkwGCRYhy81Afwfb2l4AI1oiIGKcAAkgAOzvCjUyqQxCF9pKr+IY5G3mV6RLwFio4wMmJRur1gCuj4Jz3ifkdPqvEVRIKixT+IL/RBNj/5KKBWhlmVoRoLZFS2FZtzx4MNVCABRwMEPoiIgYpz7rz/AI3IiJFCgOdPPcAwLibRp8wZwQsgWY0kvmErhCDBBaRQIPKVlG89CREApoNejSS+YDcUCKOkENjBkDXsdAjz1/udx2CPPYCyaIXvMqq28M9SYEgtodOoJCINQAzAkwGCRY6koiiX7djoEeYkPmL6nWjlfoZcptx06Nu2HMPumHDhQ+SD2h6YiWroTAkFtDpPu7GHcfAH4CiFgkYOijKTrxDwp94lZ8V0hDQZABEaVAhBUJFG40/cL36OgR56fdef8a9qG100b4sD17vZf6T7rx1a0DsG7qzMAdGOv3ekKCKAMjstLC47LawuOwNlkbVMKq0so9WRgTqh1ZmAOjHYWwiN67LSwuOzxkmtjPu7DoggokHpBOYCCXzB22TZ5gDrLeOjIwJ1Qhiwu74PT7u56f8AsNn0LYRG9RJ+4Fv1tLC46fdef8fkonkEjwS0m4/HQgUVkjT+kQUQYN4Ek7NJae0doGu5EDfgZ83B6YDahV8N7hOlgRc6dpWkgANy0oLmBssDa4A0kck0u72uWlBcwNlgbXDLnE8IHm5aUFzA2WBtcx+Aw63mhgPKlsKBssDa5j8Bh1vLSguZvAG01CtPvvMfgMOt5aUFzA2WBtcBL2dBH2+ZaUFzA2WBtcx+Aw63moA+wa0gbLA2uY/AYdby0oLmY2B1sgmPwGHW8tKC5mvDy0r4mPwGHW8tKC5gbLA2uEVQfGO/NOWlBcwNlgbXMfgMOt5j5mFX2hzoBARb0mPwGHW8tKC5n3esx+Aw63lpQXMORE3QXm5ygYdYOPgCrXcQ8xaADXP/AJMfgMOt5rYwLOOY1wGavaCQAR4PMODyAe5hjxABlmpi8Bh15S0oLmHBwPyq/cURBIVYCnLSguYGywNrjLfDs6PmWlBcz7rz/jq3t0rDeo44voAgAQaIOsAzEBWUIwnUmQRYgGoMgCzPb+yBYsEc9SREApoNewlCgTx2OgR57HYI89gLJohe/YTAkFtDp1JEQCmg17CURRL9uw60d/pPuvHV2CPPawcDJIesHAgbHrABkjwgAyB5T7rxGNRhrgSj+en9QV9CURRL9p/UFfV0CPPT7rz/AIxJe0qsZYKbYx/YfaIIbKm+TsDVgeB1ZmAOjHYWrAcjstLC47LawuOwNlkbV2MjAnVDqzMAdGOwthEb12PnC27T7rx1trC47BNCxkPz1HAySHrBwIGx6z7rx0+q89hbCI3rstLC46fdef8AHog5KFAOimB1AErsz4Xl6eYSJXZjy/C18T/JfZ+dp7f2VVmGdXr1yGiy0vXsqsgxqtew0XgUH8dgsvAMP47LHMu7ar27Mhootv165DRZaXr2WORdWnXv2HLWSGCCHQAQ6iy8Aw/jsqswzq9ezIaKLb9Z9146DlCMElcdljkXVp179hovAoP46fdef8ZGTJMAAP79+gOJGkyf5fxHopiQD+QkySekrJgUQacivLrgOLahdciwPwS9BDADVLT+SKuALU4qWreAInN7xgIC82reKlq3gCJze8NEDQAWK3ipat4Aic3vFXAFqcoQhHCBgCJze8VcAWpxUtW8xjqEuhFXAFqcVLVvAETm95hVER1fMVLVvAETm94q4AtTmXQKhdGAInN7xVwBanFS1bzGgGxBOIq4AtTipat4aABMpxVwBanFS1bwBE5veFEyFXoXmKlq3gCJze8VcAWpw4VgbdQBE5veKuALU4qWreCqrWyairgC1OKlq3gCJze8YCAvNq3ipat4Aic3vFXAFqcGSCLBOJbpCEeVSl5NgcqkRUgeIAic3vFXAFqcVLVvMqBNd4qKuALU4qWreAInN7zBKDXZ7xUtW8+68/8AhGBcsLK7ANWB4HVmYA6MdhasByOy0sLjstrC47A2WRtXYyMCdUOrMwB0Y7C2ERvXZaWFx2W1hcdgasDwOxkYE6odPuvMe0B5h2FsIjeuy0sLjp915/8AD7f2VVmGdXr1yGiy0vXsqsgxqtew0XgUH8dgsvAMP47LHMu7ar27Mhootv165DRZaXr2WORdWnXv2Gi8Cg/jsFl4Bh/HZVZhnV69mQ0UW369ASE0EOAFBoIVrjssci6tOvfsNF4FB/HT7rz/AJQEIABZJ0gBAUgyJTJPpa2iWNuBiK5R8pQHUGg+WAST+QQoIALtaPyRVwFanHS17QFk5raMBR6EXHS17QFk5raFF+AALjpa9oCyc1tFXAVqcQQGE+ICyc1tFXAVqcdLXtLaRk6RVwFanHS17QFk5raYOgpFedsx0te0BZOa2irgK1OeEeDoYCyc1tFXAVqcdLXtFMjUGKuArU46WvaGiEOjzFXAVqcdLXtAWTmtockBNMciOlr2gLJzW0VcBWpw0ZgJen24Cyc1tFXAVqcdLXtA3MBwYq4CtTjpa9oCyc1tGAo9CLjpa9oCyc1tFXAVqcDWASGjpAWTmtoHQC9TwiCAwnxAWTmtoq4CtTjpa9pkgS0dqirgK1OOlr2gLJzW0wKjUsemY6Wvafdef8pYQOiQM6RNHEjDGf8ASJbUIIaP+ELQOpA4Ys/kz2/sg1YHgdWZgDox2FqwHI7LSwuOy2sLjsDZZG1djIwJ1Q6szAHRjsLYRG9dlpYXHZbWFx2BqwPA7GRgTqh1LVgOR2FsIjeuy0sLjp915/8ACZIbK2+Dsqswzq9euQ0WWl69lVkGNVr2Gi8Cg/jsFl4Bh/HZY5l3bVe3ZkNFFt+vXIaLLS9eyxyLq069+w0XgUH8dgsvAMP47KrMM6vXsyGii2/XrVZBjVa9ljkXVp179hovAoP46fdef8w4RcgBUIikKCfsm2F2tT2/sgWLBHPUkRAKaDXsJQoE8djoEeex2CPPYCyaIXv2EwJBbQ6dSREApoNewlEUS/bsdAjz2OwR57AWLBHPYTAkFtDp1JQoE8dhKIol+3Y6BHnp915/y0MWLCx0pe8BgYGDATB2sgPEeMKG8YBLDxvtXKqDqBLQo5B9aRwYZJyUIyi4LQzFQs8QBE2S/aICCR4ZioWeIAibJftDZG4IqFniAImyX7RlFwWhmAwKNlUARNkv2jKLgtDMVCzxFbbwIjKLgtDMVCzxAETZL9pQmpWrPmKhZ4gCJsl+0ZRcFoZitNNABAETZL9oyi4LQzFQs8QQGRwhGUXBaGYqFniEIljhihGUXBaGYqFniAImyX7QoQVJlWYqFniAImyX7RlFwWhmEIOgWmfvzAETZL9oyi4LQzFQs8QADFiwFiMouC0MxULPEARNkv2iAgkeGYqFniAImyX7RlFwWhmAWWAWhRgCJsl+0ZRcFoZgMCjZVAETZL9oyi4LQzFQs8RN4PBG2kZRcFoZioWeIAibJftKAaslWYqFnifdef8Aw+39lVZhnV69chostL17KrIMarXsNF4FB/HYLLwDD+OyxzLu2q9uzIaKLb9euQ0WWl69ljkXVp179hovAoP47BZeAYfx2VWYZ1evZkNFFt+vWqyDGq17LHIurTr37DReBQfx0+68/wDhMANUtP5OwFiwRz1JEQCmg17CUKBPHY6BHnsdgjz2AsmiF79hMCQW0OnUkRAKaDXsJRFEv27HQI89jsEeewFiwRz2EwJBbQ6dABUW85hKFAnjsJRFEv27HQI89PuvP+UoKAyYDJtIib8HwRr8xCGIgPAkf6Kw1Meeh/B/ivzBgXLCyoV7hIui8REYM2oAJIBBVHaBQzDAMF4iIwZtQASQCCqO0IlS1Fi8REYM2oAJIBBVHaV7hIui8QrAAK0fGsAEkAgqjtK9wkXReIiMGbUbqigauV7hIui8REYM2oAJIBBVHaKtMN/7+IiMGbUAEkAgqjtK9wkXReI05hsNVABJAIKo7SvcJF0XiIjBm1DYRoCeZXuEi6LxERgzahKAoryjK9wkXReIiMGbUAEkAgqjtCKbqvy8L2iIwZtQASQCCqO0r3CRdF4hNBoHcYAJIBBVHaV7hIui8REYM2oC1EApDIP1SvcJF0XiIjBm1ABJAIKo7QKGYYBgvERGDNqACSAQVR2le4SLovEBWAdKcAEkAgqjtAFAILgjW4VgAFaPjWACSAQVR2le4SLovERGDNqNnUKen6le4SLovERGDNqACSAQVR2ioLmvl4uIjBm1PuvP+XUIiRLCxiMEiQwqABAFt2v+RAgVwAQypJ92X5luUJKwSZ+7z2/sqrMM6vXrkNFlpevZVZBjVa9hovAoP47BZeAYfx2WOZd21Xt2ZDRRbfr1yGiy0vXssci6tOvfsNF4FB/HYLLwDD+OyqzDOr17Mhootv16sqsgxqteyxyLq069+w0XgUH8dPuvP/hcGWacFHsBYsEc9SREApoNewlCgTx2OgR57HYI89gLJohe/YTAkFtDp1JEQCmg17CURRL9ux0CPPY7BHnsBYsEc9hMCQW0OnVhKFAnjsJRFEv27HQI89PuvP8A4fb+yDVgeB1ZmAOjHYWrAcjstLC47LawuOwNlkbV2MjAnVDqzMAdGOwthEb12WlhcdltYXHYGrA8DsZGBOqHVhasByOwthEb12WlhcdPuvP+X4FV/bgFiHKBAAKfO+yEKZI5NCRfjoxcq6HCWB6q/IwQQ2VN8kx+Ayq3lpYXEDZZG1R0aOzkZvXniWlhcQNlkbVHdavAN9alpYXEDZZG1TH4DKreaEfgthXA2WRtUx+Ayq3lpYXE2jtNq/P/ALMfgMqt5aWFxA2WRtUDaxdj8OtZaWFxA2WRtUx+Ayq3mgD4ZRr8QNlkbVMfgMqt5aWFxMaNVmudZj8BlVvLSwuJpweegczH4DKreWlhcQNlkbVGSJ+AfNPw5aWFxA2WRtUx+Ayq3h8DLlj76wNlkbVMfgMqt5aWFxPDE1XgfX9Ex+Ayq3lpYXEDZZG1R0aOzkZvXniWlhcQNlkbVMfgMqt5pY4NX4uBssjao1wE5obzQj8FsK4GyyNqmPwGVW8tLC4hwV4cae+sx+Ayq3lpYXEDZZG1S2Jq+hw6f6lpYXE+68/+H2/sgWLBHPUkRAKaDXsJQoE8djoEeex2CPPYCyaIXv2EwJBbQ6dSREApoNewlEUS/bsdAjz2OwR57AWLBHPYTAkFtDp0wqrSyjCUKBPHYSiKJft2OgR56fdef/C4MMk5KHYGrA8DqzMAdGOwtWA5HZaWFx2W1hcdgbLI2rsZGBOqHVmYA6MdhbCI3rstLC47LawuOwNWB4HYyMCdUOpasByOwthEb12WlhcdPuvP+YoXUDwonO8CF1A8KNxtNPy2KNfi57f2VVmGdXr1yGiy0vXsqsgxqtew0XgUH8dgsvAMP47LHMu7ar27Mhootv165DRZaXr2WORdWnXv2Gi8Cg/jsFl4Bh/HZVZhnV69mQ0UW369arIMarXssci6tOvfsNF4FB/HT7rz/lKE/FBEBXD94GGACAMgkBJTPDSLbgBTRNkmt24g69Fskkf6ZHrP0KfoU/Qp+hT9Cn6FP0KfoU/Qp+hT9Cn6FP0KfoU/Qp+hT9Cn6FP0KfoU/Qp+hT9Cn6FP0KfoU/Qp+hT9Cn6FP0KfoU/Qp+hT9Cn6FP0KfoU/Qp+hT9Cn6FP0KfoU/Qp+hT9Cn6FP0KfoU/Qp+hT9Cn6FP0KfoU/Qp+hT9Cn6FP0KfoU/QoOiLABD/kKtAJ1Uv9gAmMB4tR8pjvDVjBC2K+OguQwDjD1G6DZ4qJY24GIrlHyl0ZkBOjMTWJWMUAL1agL1g7ygDlrXowd+g3IRAOqhMDF62qMcMH1j7FE8oEf23t0QgTjQB+R/uIauWKugST7EKBgARGjde2elswKQNvfTOuTUWnCAiibAF7pxLNGBBA0Dj16ONXQCFjkf1iAhhUmgkC09gzKRSk8PosL8Nb/KAJeDpEsbcDEVyj5S6KC2Fe4GXLHIEYJGNGjwoDqDQfLAJJ/IIXQq0AnVS/2ACYwHi1HymO8SxtwMRXKPlLocTQQAb+ggzAQ+QBJ6PT8wd5QBy1r0YO8JEQCmg1jKQMyARChr94haCoRizRT2Y5j7FE8oEf23tDAz4gNQEAUaD4a25OIauWKugST7EKBgARGjde2YCXLESdAQHzEAAOB4yA/IgAmMB4tR8pjvDVjBC2K+ILY1iXBNfiYxoSZ1gAG9wMa+ICGFSaCQLT2DMpFKTw4AstNSl/sXAQYKDrzkIEvVRLG3AxFco+Uv+U2MUi2v/YvsSbS8LFYgQUBATBIJ5CDVc2oDReFLahBDR/w6O+QyEIBbZiYlMewx4mv5bFE/xXQCDQCGN4AuAFgcAq34qP2KgD0DA6D2gbXKW1CDGh/pAjYDyD9XS8yEtp3e0KH0C8LJxvBKs5JJ1Js9Cdn1E2x+K/ECH0C8LNzt0CCwIiISxKqjGdlqdNZbUIIaP+HSsBoxC0CAJh6Cw/W4WgdSBwxZ/J6GxikW1/7F9iTaXhYrEtqEENH/AA6CEPI/AHxCZlPnAP4mv5bFE/xXQhppBHbUTX8tiif4qP2KgD0DAgGZGJQVCEggaD74ltQgxof6QI2A8g/VBGHgfgj5hOjGK5f5cX2JNpeFisQIKAgIQNlk/Jf5HgttQyhYXqPXVwIfQLws3O3Q2MUi2v8A2KQzbeOzwtTprLahBDR/w/8AzXxOUAQdMWCTHQACAg2CNYiMGbUAAyB0rojMGLX/AMSZIfQqx7o+hhIbBZNWtAm/7esAxWPMGyDkbpgfk6U2ZPhTAaGVvQ2nikYs5p6flCssGA8Mjex6XmMIGQIA6Gj8vkQCQSGglA/nAbuswEL4MAwwpi/ZnzFfIZH/APrD/9oADAMBAAIAAwAAABAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABKYAAAAAAAAAAAADMAAAAAAAAAAAAAAAAAAAAAYUAMQoAAAAAAAAAAAAQ8EAAAcsMkAoAAAAAsAUMZawFD+mIgIAAAAAAAABzk/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

--==TSBoundary-SPR
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<html> <body> <p><b><font face="Arial">TradeStation Performance Report<br> </font><br><br></b></p><a href="cid:Performance Summary" target = "second" > Performance Summary </a><br>
<a href="cid:Trade Analysis" target = "second" > Trade Analysis </a><br>
<a href="cid:Annual" target = "second" > Annual </a><br>
<a href="cid:Daily" target = "second" > Daily </a><br>
<a href="cid:Monthly" target = "second" > Monthly </a><br>
<a href="cid:Weekly" target = "second" > Weekly </a><br>
<a href="cid:Performance Graphs" target = "second" > Performance Graphs </a><br>
<a href="cid:Trade Graphs" target = "second" > Trade Graphs </a><br>
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    FONT-FAMILY: Verdana,tahoma,Arial,Sans-Serif;
    TEXT-DECORATION: none
}
A
{
    COLOR: #3f82c1;
    FONT-FAMILY: tahoma,Arial,Verdana,Sans-Serif;
    TEXT-DECORATION: underline
}
A.helpLink
{
    CURSOR: hand;
    COLOR: black;
    TEXT-DECORATION: none
}
A.helpLinkTitleSection
{
    CURSOR: hand;
    COLOR: white;
    TEXT-DECORATION: none
}
A.helpLink:hover
{
    COLOR: #3f82c1;
    TEXT-DECORATION: underline
}
A.helpLinkTitleSection:hover
{
    FONT-WEIGHT: bold;
    EXT-DECORATION: underline
}
.help-tooltip
{
    BORDER-RIGHT: #f5f5f5 solid;
    BORDER-TOP: #f5f5f5 solid;
    BORDER-LEFT: #f5f5f5 solid;
    BORDER-BOTTOM: #f5f5f5 solid;
    Z-INDEX: 10000;
    BACKGROUND: white;
    FILTER: progid:DXImageTransform.Microsoft.Shadow(color="#000000", Direction=135, Strength=5);
    FONT: Status-Bar;
    WIDTH: 250px;
    COLOR: infotext;
    POSITION: absolute
}
.help-tooltip A
{
    BACKGROUND: none transparent scroll repeat 0% 0%;
    COLOR: blue! important
}
.help-tooltip A:hover
{
    BACKGROUND: none transparent scroll repeat 0% 0%;
    COLOR: blue! important
}
.Detail
{
    DISPLAY: none
}
.Main
{
    DISPLAY: block
}
TR.Main
{
    DISPLAY: block
}
TR.Detail
{
    DISPLAY: none;
    BACKGROUND-COLOR: #f5f5f5
}
TABLE.hiddentable
{
    DISPLAY: none
}


--==TSBoundary-SPR
Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit
Content-ID: <TSSPR.JS>

///////////////////////////////////////////////////////////////////////////////
// Global variables and constants
///////////////////////////////////////////////////////////////////////////////

var g_cSmallestTableWidth = 512;
var g_bIsTMA              = false;

///////////////////////////////////////////////////////////////////////////////
// TMA support
///////////////////////////////////////////////////////////////////////////////

function ConfigureAsTMA()
{
  g_bIsTMA = true;

  InitTMA();
}

//-------------------------------------------------------------------
// Override the function to init the document for use with the TMA
//-------------------------------------------------------------------
function InitTMA()
{
  alert("Override Function for local implementation");
}

function UpdateTMAInformation()
{
  //---------------------------------------------
  // Look for the META data to see if we are
  // supposed to display TMA information
  //---------------------------------------------
  var objTMA = document.all.item("TMA");

  if(objTMA != null)
  {
    if(objTMA.content == 'true')
    {
      g_bIsTMA = true;
    }
    else
    {
      g_bIsTMA = false;
    }
  }
}

///////////////////////////////////////////////////////////////////////////////
// External shared functions - Called from outside the HTML file
///////////////////////////////////////////////////////////////////////////////

//------------------------------------------
// Called to change the font which will
// make it necessary to resize the table
// to be proportional to the font
//------------------------------------------
function SetTextSize(fontSize)
{
  //---------------------------------------------
  // If the meta data AbsoluteFontEnabled is
  //---------------------------------------------
  var metaData = document.all('AbsoluteFontEnabled');
  var table    = document.all('tblResize');

  if(table && metaData && metaData.content == 'TRUE')
  {
    ModifyTableSize(fontSize, tblResize);
    SetFontSize(fontSize);
  }
}

///////////////////////////////////////////////////////////////////////////////
// Implementation
///////////////////////////////////////////////////////////////////////////////

function SetFontSize(fSize)
{
  var styleSheetCollection   = document.styleSheets;
  var styleSheet             = 0;

  if(styleSheetCollection)
  {
    //----------------------------------------------------
    // Loop through all style sheets
    //----------------------------------------------------
    for( i = 0; i < styleSheetCollection.length; i++)
    {
      styleSheet = styleSheetCollection.item(i);

      if(styleSheet)
      {
        //----------------------------------------------------
        // Loop through all style sheet rules
        //----------------------------------------------------
        var styleSheetRulesCollection = styleSheet.rules;
        var styleSheetRule            = 0;
        var style                     = 0;

        if(styleSheetRulesCollection)
        {
          for( x = 0; x < styleSheetRulesCollection.length; x++)
          {
            styleSheetRule = styleSheetRulesCollection.item(x);

            if(styleSheetRule)
            { 
              style = styleSheetRule.style;

              if(style && style.fontSize)
              {
                style.fontSize = fSize;
              }
            }
          }
        }
      }
    }
  }
}

function ModifyTableSize(fontSize, table)
{
	ModifyTableSizeEx(fontSize, table, g_cSmallestTableWidth);
}

function ModifyTableSizeEx(fontSize, table, cSmallestTableWidth)
{
	switch(fontSize)
	{
		case "xx-small":
			table.width = cSmallestTableWidth;
		break;
		case "x-small":
			table.width = cSmallestTableWidth * 1.25;
		break;
		case "small":
			table.width = cSmallestTableWidth * 1.5;
		break;
		case "medium":
			table.width = cSmallestTableWidth * 1.66;
		break;
		case "large":
			table.width = cSmallestTableWidth * 2.33;
		break;
		case "x-large":
			table.width = cSmallestTableWidth * 3.0;
		break;
		case "xx-large":
			table.width = cSmallestTableWidth * 4.5;
		break;			
	} 
}

function SetHeaderFooterInfo( sHeaderInfo, sFooterInfo )
{
	HeaderInfo.innerText = sHeaderInfo;
	FooterInfo.innerText = sFooterInfo;
}

//------------------------------------------
// Called to show or hide header and footer
//------------------------------------------ 
function SwitchHeaderFooter( value )
{
  var Tables = document.all.tags("table");
  for ( i = 0; i < Tables.length; i++ )
  {
  	if ( Tables[ i ].id == "hftable" )
  	{
  		Tables[ i ].style.display = value;
  	}
  }
}

function FrameScroll(frame)
{
  if ( window.parent.frames(frame).document.body.scrollLeft != document.body.scrollLeft )
  {
    window.parent.frames(frame).document.body.scrollLeft = document.body.scrollLeft;
  }
}

function ExpandTable( Table, TName, Picture, bIsTMPR ) 
{
	if (document.images[Picture].alt == "Collapse")
  {
		document.images[Picture].src = "cid:GIFS/#3233";
		document.images[Picture].alt = "Expand";
		with(Table)
		for(var i = 0; i < rows.length; i++)
		{
			if(rows[i].className == 'Detail')
			{
				rows[i].style.display = 'none';
			}
		}
	}
	else if (document.images[Picture].alt == "Expand")
  {
		document.images[Picture].src = "cid:GIFS/#3234";
		document.images[Picture].alt = "Collapse";
		with(Table)
		for(var i = 0; i < rows.length; i++)
		{
			if(rows[i].className == 'Detail')
			{
			  if ( bIsTMPR == true ) 
			  {
			    if ( rows[i].id != "NoTMPRRow" )
			    {
            rows[i].style.display = 'block';
			    }
			  }
			  else
			  {
				  rows[i].style.display = 'block';
			  }
			}
		}
	}	
}


function ExpandSpan(Span,SName,Picture) 
{
	if (document.images[Picture].alt == "Collapse")
  {
		document.images[Picture].src = "cid:GIFS/#3233";
		document.images[Picture].alt = "Expand";
		Span.className = 'Detail';
	}
	else if (document.images[Picture].alt == "Expand")
  {
		document.images[Picture].src = "cid:GIFS/#3234";
		document.images[Picture].alt = "Collapse";
		Span.className = 'Main';
	}	
}

///////////////////////////////////////////////////////////////////////////////
// Help support section
///////////////////////////////////////////////////////////////////////////////

//---------------------------------------
// Popups for Help
//---------------------------------------
var prePopUp      = "<LAYER WIDTH=350 LEFT=0><IFRAME SCROLLING=auto WIDTH=350 HEIGHT=120 MARGINHEIGHT=0 MARGINWIDTH=0 HSPACE=0 VSPACE=0 FRAMEBORDER=0 ID=popup NAME=popup SRC=";
var httpPopUp     = "http://";
var domainPopUp   = "www.tradestationsupport.com";
var preSrcPopUp   = "/resources/"
var versionPopUp  = "07_01";
var postSrcPopUp  = "/userguide/contexthelp.asp?topicid=";
var topicPopUp    = "k_ratio__strategy_performance_report_";
var postPopUp     = "></IFRAME></LAYER>";

var htmlHelpPre       ="\"mk:@MSITStore:";
var htmlHelpPath      ="";
var htmlHelpFileName  ="EMPTY";
var htmlHelpFolder    ="::/report/";
var htmlHelpExt       =".htm\"";

//---------------------------------------
// Help functions
//---------------------------------------
function HelpTip(HelpID) 
{ 
  HelpTipEx(HelpID, window.event) 
	
	return false;
}

function HelpTipEx(HelpID, event)   
{
  // Set the topic id as the help id
  topicPopUp = HelpID;
 
  // compose the popup
  // old http version
  //var PopUp = prePopUp + httpPopUp + domainPopUp + preSrcPopUp + versionPopUp + postSrcPopUp + topicPopUp + postPopUp;

  // compose the popup
  // version using HTML help
  var PopUp = prePopUp + htmlHelpPre + htmlHelpPath + htmlHelpFileName + htmlHelpFolder + topicPopUp + htmlHelpExt + postPopUp;

  if(htmlHelpFileName != "EMPTY")
  {
    // show the popup
	  showHelpTip(event, PopUp, true);
  }
  else
  {
    alert("Help is not available");
  }

	return false;
}

//---------------------------------------
// External Functions for help
//---------------------------------------
function SetHelpVersion(version)
{
  versionPopUp = version;
}

function SetHelpDomain(domain)
{
  domainPopUp = domain;
}

function SetHelpPath(path)
{
  htmlHelpPath = path;
}

function SetHelpFileName(fileName)
{
  htmlHelpFileName = fileName;
}

//---------------------------------------
// Help, helper functions
//---------------------------------------
function showHelpTip(e, sHtml, bHideSelects) 
{
	// find anchor element
	var el = e.target || e.srcElement;
	while (el.tagName != "A")
		el = el.parentNode;
	
	// is there already a tooltip? If so, remove it
	if (el._helpTip) {
		helpTipHandler.hideHelpTip(el);
	}

	helpTipHandler.hideSelects = Boolean(bHideSelects);

	// create element and insert last into the body
	helpTipHandler.createHelpTip(el, sHtml);
	
	// position tooltip
	helpTipHandler.positionToolTip(e);

	// add a listener to the blur event.
	// When blurred remove tooltip and restore anchor
	el.onblur = helpTipHandler.anchorBlur;
	el.onkeydown = helpTipHandler.anchorKeyDown;
}

var helpTipHandler = {
	hideSelects:	false,
	
	helpTip:		null,
	
	showSelects:	function (bVisible) {
		if (!this.hideSelects) return;
		// only IE actually do something in here
		var selects = [];
		if (document.all)
			selects = document.all.tags("SELECT");
		var l = selects.length;
		for	(var i = 0; i < l; i++)
			selects[i].runtimeStyle.visibility = bVisible ? "" : "hidden";	
	},
	
	create:	function () {
		var d = document.createElement("DIV");
		d.className = "help-tooltip";
		d.onmousedown = this.helpTipMouseDown;
		d.onmouseup = this.helpTipMouseUp;
		document.body.appendChild(d);		
		this.helpTip = d;
	},
	
	createHelpTip:	function (el, sHtml) {
		if (this.helpTip == null) {
			this.create();
		}

		var d = this.helpTip;
		d.innerHTML = sHtml;
		d._boundAnchor = el;
		el._helpTip = d;
		return d;
	},
	
	// Allow clicks on A elements inside tooltip
	helpTipMouseDown:	function (e) {
		var d = this;
		var el = d._boundAnchor;
		if (!e) e = event;
		var t = e.target || e.srcElement;
		while (t.tagName != "A" && t != d)
			t = t.parentNode;
		if (t == d) return;
		
		el._onblur = el.onblur;
		el.onblur = null;
	},
	
	helpTipMouseUp:	function () {
		var d = this;
		var el = d._boundAnchor;
		el.onblur = el._onblur;
		el._onblur = null;
		el.focus();
	},	
	
	anchorBlur:	function (e) {
		var el = this;
		helpTipHandler.hideHelpTip(el);
	},
	
	anchorKeyDown:	function (e) {
		if (!e) e = window.event
		if (e.keyCode == 27) {	// ESC
			helpTipHandler.hideHelpTip(this);
		}
	},
	
	removeHelpTip:	function (d) {
		d._boundAnchor = null;
		d.style.filter = "none";
		d.innerHTML = "";
		d.onmousedown = null;
		d.onmouseup = null;
		d.parentNode.removeChild(d);
		//d.style.display = "none";
	},
	
	hideHelpTip:	function (el) {
		var d = el._helpTip;
		/*	Mozilla (1.2+) starts a selection session when moved
			and this destroys the mouse events until reloaded
		d.style.top = -el.offsetHeight - 100 + "px";
		*/		
		
		d.style.visibility = "hidden";
		//d._boundAnchor = null;

		el.onblur = null;
		el._onblur = null;
		el._helpTip = null;
		el.onkeydown = null;
		
		this.showSelects(true);
	},
	
	positionToolTip:	function (e) {
		this.showSelects(false);		
		var scroll = this.getScroll();
		var d = this.helpTip;
		
		// width
		if (d.offsetWidth >= scroll.width)
			d.style.width = scroll.width - 10 + "px";
		else
			d.style.width = "";
		
		// left
		if (e.clientX > scroll.width - d.offsetWidth)
			d.style.left = scroll.width - d.offsetWidth + scroll.left + "px";
		else
			d.style.left = e.clientX - 2 + scroll.left + "px";
		
		// top
		if (e.clientY + d.offsetHeight + 18 < scroll.height)
			d.style.top = e.clientY + 18 + scroll.top + "px";
		else if (e.clientY - d.offsetHeight > 0)
			d.style.top = e.clientY + scroll.top - d.offsetHeight + "px";
		else
			d.style.top = scroll.top + 5 + "px";
			
		d.style.visibility = "visible";
	},
	
	// returns the scroll left and top for the browser viewport.
	getScroll:	function () {
		if (document.all && typeof document.body.scrollTop != "undefined") {	// IE model
			var ieBox = document.compatMode != "CSS1Compat";
			var cont = ieBox ? document.body : document.documentElement;
			return {
				left:	cont.scrollLeft,
				top:	cont.scrollTop,
				width:	cont.clientWidth,
				height:	cont.clientHeight
			};
		}
		else {
			return {
				left:	window.pageXOffset,
				top:	window.pageYOffset,
				width:	window.innerWidth,
				height:	window.innerHeight
			};
		} 
		 
	}

};


--==TSBoundary-SPR
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-ID: <GIFS/#3233>

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--==TSBoundary-SPR
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-ID: <GIFS/#3234>

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--==TSBoundary-SPR--

