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TradeStation TradeManager Performance Report Metrica II WFO Broker, @ES.D, 404 min., 9/11/1997 1:14:00 PM - 8/11/2017 1:14:00 PM
Display:
 
TradeStation Performance Summary Collapse
 
All Trades
 
Total Net Profit $136,362.50    Profit Factor 3.25
Gross Profit $197,100.00    Gross Loss ($60,737.50)
Roll Over Credit $0.00
Open Position Profit/Loss $110.00
Select Total Net Profit $136,362.50    Select Profit Factor 3.25
Select Gross Profit $197,100.00    Select Gross Loss ($60,737.50)
Adjusted Total Net Profit $109,780.23    Adjusted Profit Factor 2.58
Adjusted Gross Profit $179,107.31    Adjusted Gross Loss ($69,327.08)
Total Number of Trades 170    Percent Profitable 70.59%
Winning Trades 120    Losing Trades 50
Even Trades 0
Avg. Trade Net Profit $802.13    Ratio Avg. Win:Avg. Loss 1.35
Avg. Winning Trade $1,642.50    Avg. Losing Trade ($1,214.75)
Largest Winning Trade $5,370.00    Largest Losing Trade ($3,692.50)
Largest Winner as % of Gross Profit 2.72%    Largest Loser as % of Gross Loss 6.08%
Net Profit as % of Largest Loss 3692.96%
Slct. Net Profit as % of Largest Loss 3692.96%    Adj. Net Profit as % of Largest Loss 2973.06%
Max. Consecutive Winning Trades 12    Max. Consecutive Losing Trades 4
Avg. Bars in Winning Trades 6.89    Avg. Bars in Losing Trades 6.36
Avg. Bars in Total Trades 6.74
Max. Shares/Contracts Held 2    Account Size Required $9,510.00
Total Commission $5,100.00    Total Slippage $0.00
Return on Initial Capital 136.36%    Annual Rate of Return 4.50%
Buy and Hold Return 143.18%    Return on Account 1433.89%
Avg. Monthly Return $1,263.63    Std. Deviation of Monthly Return $2,759.15
Return Retracement Ratio 0.20    RINA Index 1146.79
Sharpe Ratio 0.35    K-Ratio n/a
Trading Period 19 Yrs, 1 Mth, 10 Dys    Percent of Time in the Market 14.41%
Time in the Market 2 Yrs, 9 Mths, 1 Dy    Longest Flat Period 132 Dys
Max. Equity Run-up $138,955.00
Date of Max. E. Run-up 08/11/17 13:14    Max. E. Run-up as % of Initial Capital 138.96%

Max. Drawdown (Intra-day Peak to Valley)

   Max. Drawdown (Trade Close to Trade Close)

Value ($10,685.00)    Value ($9,510.00)
Date 06/04/12 13:14    Date 05/17/12 13:14
as % of Initial Capital 10.69%    as % of Initial Capital 9.51%
Net Profit as % of Drawdown 1276.20%    Net Profit as % of Drawdown 1433.89%
Slct. Net Profit as % of Drawdown 1276.20%    Slct. Net Profit as % of Drawdown 1433.89%
Adj. Net Prof as % of Drawdown 1027.42%    Adj. Net Profit as % of Drawdown 1154.37%
Max. Trade Drawdown ($3,662.50)    
Long Trades
Total Net Profit $128,242.50    Profit Factor 3.43
Gross Profit $180,937.50    Gross Loss ($52,695.00)
Roll Over Credit $0.00
Open Position Profit/Loss $110.00
Select Total Net Profit $128,242.50    Select Profit Factor 3.43
Select Gross Profit $180,937.50    Select Gross Loss ($52,695.00)
Adjusted Total Net Profit $103,046.72    Adjusted Profit Factor 2.70
Adjusted Gross Profit $163,685.79    Adjusted Gross Loss ($60,639.07)
Total Number of Trades 154    Percent Profitable 71.43%
Winning Trades 110    Losing Trades 44
Even Trades 0
Avg. Trade Net Profit $832.74    Ratio Avg. Win:Avg. Loss 1.37
Avg. Winning Trade $1,644.89    Avg. Losing Trade ($1,197.61)
Largest Winning Trade $5,370.00    Largest Losing Trade ($3,692.50)
Largest Winner as % of Gross Profit 2.97%    Largest Loser as % of Gross Loss 7.01%
Max. Consecutive Winning Trades 12    Max. Consecutive Losing Trades 4
Avg. Bars in Winning Trades 7.01    Avg. Bars in Losing Trades 6.34
Avg. Bars in Total Trades 6.82
Max. Shares/Contracts Held 2    Account Size Required $7,162.50
Total Commission $4,620.00    Total Slippage $0.00
     
Net Profit as % of Largest Loss 3473.05%
Slct. Net Profit as % of Largest Loss 3473.05%    Adj. Net Profit as % of Largest Loss 2790.70%

Max. Drawdown (Intra-day Peak to Valley)

   Max. Drawdown (Trade Close to Trade Close)

Value ($9,745.00)    Value ($7,162.50)
as % of Initial Capital 9.74%    as % of Initial Capital 7.16%
Net Profit as % of Drawdown 1315.98%    Net Profit as % of Drawdown 1790.47%
Slct. Net Profit as % of Drawdown 1315.98%    Slct. Net Profit as % of Drawdown 1790.47%
Adj. Net Prof as % of Drawdown 1057.43%    Adj. Net Profit as % of Drawdown 1790.47%
Max. Trade Drawdown ($3,662.50)  
Short Trades
Total Net Profit $8,120.00    Profit Factor 2.01
Gross Profit $16,162.50    Gross Loss ($8,042.50)
Roll Over Credit $0.00
Open Position Profit/Loss $0.00
Select Total Net Profit $8,120.00    Select Profit Factor 2.01
Select Gross Profit $16,162.50    Select Gross Loss ($8,042.50)
Adjusted Total Net Profit ($274.37)    Adjusted Profit Factor 0.98
Adjusted Gross Profit $11,051.47    Adjusted Gross Loss ($11,325.84)
     
Total Number of Trades 16    Percent Profitable 62.50%
Winning Trades 10    Losing Trades 6
Even Trades 0
Avg. Trade Net Proft $507.50    Ratio Avg. Win:Avg. Loss 1.21
Avg. Winning Trade $1,616.25    Avg. Losing Trade ($1,340.42)
Largest Winning Trade $5,145.00    Largest Losing Trade ($2,280.00)
Largest Winner as % of Gross Profit 31.83%    Largest Loser as % of Gross Loss 7.01%
Max. Consecutive Winning Trades 5    Max. Consecutive Losing Trades 4
Avg. Bars in Winning Trades 5.60    Avg. Bars in Losing Trades 6.50
Avg. Bars in Total Trades 5.94
Max. Shares/Contracts Held 1    Account Size Required $4,657.50
Total Slippage $0.00    Total Commission $480.00
Net Profit as % of Largest Loss 356.14%
Slct. Net Profit as % of Largest Loss 356.14%    Adj. Net Profit as % of Largest Loss (12.03%)

Max. Drawdown (Intra-day Peak to Valley)

   Max. Drawdown (Trade Close to Trade Close)

Value ($6,837.50)    Value ($4,657.50)
as % of Initial Capital 6.84%    as % of Initial Capital 4.66%
Net Profit as % of Drawdown 118.76%    Net Profit as % of Drawdown 174.34%
Slct. Net Profit as % of Drawdown 118.76%    Slct. Net Profit as % of Drawdown 174.34%
Adj. Net Prof as % of Drawdown (4.01%)    Adj. Net Prof as % of Drawdown (5.89%)
Max. Trade Drawdown ($2,250.00)  
Created by TradeStation: 8/13/2017 7:06:56 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation TradeManager Performance Report Metrica II WFO Broker, @ES.D, 404 min., 9/11/1997 1:14:00 PM - 8/11/2017 1:14:00 PM
 TradeStation Trade Analysis Collapse
  All Trades
Winners
Losers
Total Number of Trades 170 120 50
Avg. Trade Net Profit $802.13 $1,642.50 ($1,214.75)
1 Std. Deviation of Avg. Trade $1,815.98 $1,357.58 $1,008.83
Avg. Trade + 1 Std. Deviation $2,618.11 $3,000.08 ($205.92)
Avg. Trade - 1 Std. Deviation ($1,013.85) $284.92 ($2,223.58)
Coefficient of Variation 226.39% 82.65% 83.05%
Time Averages
Avg. Time in Trades 8 Dys, 9 Hrs, 27 Mins 8 Dys, 17 Hrs 7 Dys, 15 Hrs, 21 Mins
Avg. Time Between Trades 30 Dys, 23 Hrs, 24 Mins 32 Dys, 7 Hrs, 15 Mins 82 Dys, 7 Hrs, 50 Mins
Avg. Time Between Trade Profit Peaks 504 Dys
Outliers Total Positive Negative
Number of Outliers 0 0 0
Outlier Profit/Loss $0.00 $0.00 $0.00
 
Run-up/Drawdown   Run-up Drawdown
Max. Value $5,650.00 ($3,662.50)
Max. Value Date 7/16/2013 1/22/2008
Avg. Value $1,755.74 ($859.78)
1 Std. Deviation $1,320.96 $796.65
Avg. + 1 Std. Deviation $3,076.69 ($63.13)
Avg. - 1 Std. Deviation $434.78 ($1,656.43)
Coefficient of Variation 75.24% 92.66%
 
Efficiency Analysis Total
Entry
Exit
Avg. Efficiency 25.74% 64.90% 60.84%
1 Std. Deviation 53.97% 29.93% 32.88%
Avg. + 1 Std. Deviation 79.71% 94.83% 93.71%
Avg. - 1 Std. Deviation (28.23%) 34.98% 27.96%
Coefficient of Variation 209.65% 46.11% 54.04%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $5,370.00 ($3,692.50)
Largest Profit/Loss as % of Gross 2.72% 6.08%
Largest Consec. Profit/Loss $20,927.50 ($6,840.00)
Largest Consec. Profit/Loss as % of Gross 10.62% 11.26%

Winning Series

Number of Series

Avg. Gain per Series

Avg. Loss Next Trade

1 9 $936.67 ($1,628.61)
2 4 $1,012.19 ($1,720.63)
3 1 $728.33 ($780.00)
4 5 $1,761.88 ($1,035.00)
5 4 $1,171.88 ($1,180.00)
6 3 $2,005.42 ($1,575.83)
7 2 $1,634.29 ($1,155.00)
8 2 $2,487.97 ($1,748.75)
12 1 $1,743.96 $0.00

Losing Series

Number of Series

Avg. Loss per Series

Avg. Gain Next Trade

1 17 ($1,285.15) $1,452.35
2 10 ($1,146.88) $1,287.50
3 3 ($1,580.00) $1,895.00
4 1 ($433.13) $795.00

Created by TradeStation: 8/13/2017 7:06:56 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation Strategy Performance Report
# Type Date/Time Signal Price Roll Over
Pips
Shares/Ctrts
Profit/Loss
Gross P/L
Cum Net Profit
% Profit Run-up
Drawdown
Efficiency Total Eff. Comm. Slippage
 1  Buy  08/05/04 13:14  Long #1  $1,003.25  $0.00  1  ($117.50)  (0.17%)  $25.00  2.78%    $15.00  $0.00
   Sell  08/10/04 13:14  LongExit1  $1,001.50    ($87.50)  ($117.50)    ($875.00)  87.50%  (9.72%)  $15.00  $0.00
 2  Sell Short  08/30/04 13:14  Short #1  $1,023.25  $0.00  1  ($1,105.00)  (2.10%)  $200.00  15.38%    $15.00  $0.00
   Buy to Cover  09/02/04 13:14  ShortExit2  $1,044.75    ($1,075.00)  ($1,222.50)    ($1,100.00)  1.92%  (82.69%)  $15.00  $0.00
 3  Buy  10/14/04 13:14  Long #1  $1,028.00  $0.00  1  $207.50  0.46%  $512.50  87.23%    $15.00  $0.00
   Sell  10/15/04 13:14  LongExit1  $1,032.75    $237.50  ($1,015.00)    ($75.00)  53.19%  40.43%  $15.00  $0.00
 4  Buy  01/04/05 13:14  Long #1  $1,113.25  $0.00  1  ($405.00)  (0.67%)  $337.50  31.40%    $15.00  $0.00
   Sell  01/19/05 13:14  LongExit2  $1,105.75    ($375.00)  ($1,420.00)    ($737.50)  33.72%  (34.88%)  $15.00  $0.00
 5  Buy  01/05/05 13:14  Long #2  $1,105.75  $0.00  1  ($30.00)  0.00%  $712.50  66.28%    $15.00  $0.00
   Sell  01/19/05 13:14  LongExit2  $1,105.75    $0.00  ($1,450.00)    ($362.50)  33.72%  0.00%  $15.00  $0.00
 6  Buy  01/24/05 13:14  Long #1  $1,088.00  $0.00  1  $1,782.50  3.33%  $1,937.50  100.00%    $15.00  $0.00
   Sell  02/07/05 13:14  LongExit3  $1,124.25    $1,812.50  $332.50    $0.00  93.55%  93.55%  $15.00  $0.00
 7  Buy  02/22/05 13:14  Long #1  $1,107.00  $0.00  1  $970.00  1.81%  $1,425.00  100.00%    $15.00  $0.00
   Sell  02/28/05 13:14  LongExit2  $1,127.00    $1,000.00  $1,302.50    $0.00  70.18%  70.18%  $15.00  $0.00
 8  Buy  03/22/05 13:14  Long #1  $1,092.75  $0.00  1  $95.00  0.23%  $462.50  74.00%    $15.00  $0.00
   Sell  03/28/05 13:14  LongExit2  $1,095.25    $125.00  $1,397.50    ($162.50)  46.00%  20.00%  $15.00  $0.00
 9  Buy  03/23/05 13:14  Long #2  $1,092.75  $0.00  1  $95.00  0.23%  $462.50  97.37%    $15.00  $0.00
   Sell  03/28/05 13:14  LongExit2  $1,095.25    $125.00  $1,492.50    ($12.50)  28.95%  26.32%  $15.00  $0.00
 10  Buy  04/15/05 13:14  Long #1  $1,061.00  $0.00  1  $595.00  1.18%  $687.50  87.30%    $15.00  $0.00
   Sell  04/19/05 13:14  LongExit1  $1,073.50    $625.00  $2,087.50    ($100.00)  92.06%  79.37%  $15.00  $0.00
 11  Buy  06/27/05 13:14  Long #1  $1,108.75  $0.00  1  ($42.50)  (0.02%)  $625.00  86.21%    $15.00  $0.00
   Sell  06/30/05 13:14  LongExit2  $1,108.50    ($12.50)  $2,045.00    ($100.00)  12.07%  (1.72%)  $15.00  $0.00
 12  Buy  08/24/05 13:14  Long #1  $1,123.00  $0.00  1  ($92.50)  (0.11%)  $275.00  38.60%    $15.00  $0.00
   Sell  08/30/05 13:14  LongExit2  $1,121.75    ($62.50)  $1,952.50    ($437.50)  52.63%  (8.77%)  $15.00  $0.00
 13  Buy  08/26/05 13:14  Long #2  $1,118.50  $0.00  1  $132.50  0.29%  $500.00  70.18%    $15.00  $0.00
   Sell  08/30/05 13:14  LongExit2  $1,121.75    $162.50  $2,085.00    ($212.50)  52.63%  22.81%  $15.00  $0.00
 14  Buy  10/05/05 13:14  Long #1  $1,106.75  $0.00  1  ($555.00)  (0.95%)  $325.00  18.44%    $15.00  $0.00
   Sell  10/14/05 13:14  LongExit1  $1,096.25    ($525.00)  $1,530.00    ($1,437.50)  51.77%  (29.79%)  $15.00  $0.00
 15  Buy  12/30/05 13:14  Long #1  $1,150.75  $0.00  1  $1,382.50  2.45%  $1,487.50  96.75%    $15.00  $0.00
   Sell  01/04/06 13:14  LongExit2  $1,179.00    $1,412.50  $2,912.50    ($50.00)  95.12%  91.87%  $15.00  $0.00
 16  Buy  01/20/06 13:14  Long #1  $1,163.50  $0.00  1  $720.00  1.29%  $1,325.00  89.83%    $15.00  $0.00
   Sell  01/31/06 13:14  LongExit2  $1,178.50    $750.00  $3,632.50    ($150.00)  61.02%  50.85%  $15.00  $0.00
 17  Buy  04/11/06 13:14  Long #1  $1,181.75  $0.00  1  $1,020.00  1.78%  $1,550.00  81.05%    $15.00  $0.00
   Sell  04/24/06 13:14  LongExit2  $1,202.75    $1,050.00  $4,652.50    ($362.50)  73.86%  54.90%  $15.00  $0.00
 18  Buy  04/17/06 13:14  Long #2  $1,180.75  $0.00  1  $1,070.00  1.86%  $1,600.00  100.00%    $15.00  $0.00
   Sell  04/24/06 13:14  LongExit2  $1,202.75    $1,100.00  $5,722.50    $0.00  68.75%  68.75%  $15.00  $0.00
 19  Buy  05/12/06 13:14  Long #1  $1,182.25  $0.00  1  ($1,217.50)  (2.01%)  $362.50  16.76%    $15.00  $0.00
   Sell  05/19/06 13:14  LongExit1  $1,158.50    ($1,187.50)  $4,505.00    ($1,800.00)  28.32%  (54.91%)  $15.00  $0.00
 20  Buy  05/22/06 13:14  Long #1  $1,150.50  $0.00  1  ($92.50)  (0.11%)  $700.00  47.06%    $15.00  $0.00
   Sell  05/24/06 13:14  LongExit1  $1,149.25    ($62.50)  $4,412.50    ($787.50)  48.74%  (4.20%)  $15.00  $0.00
 21  Buy  06/12/06 13:14  Long #1  $1,123.75  $0.00  1  ($305.00)  (0.49%)  $437.50  33.98%    $15.00  $0.00
   Sell  06/14/06 13:14  LongExit1  $1,118.25    ($275.00)  $4,107.50    ($850.00)  44.66%  (21.36%)  $15.00  $0.00
 22  Buy  07/13/06 13:14  Long #1  $1,125.25  $0.00  1  ($117.50)  (0.16%)  $87.50  9.33%    $15.00  $0.00
   Sell  07/18/06 13:14  LongExit1  $1,123.50    ($87.50)  $3,990.00    ($850.00)  81.33%  (9.33%)  $15.00  $0.00
 23  Buy  11/27/06 13:14  Long #1  $1,249.50  $0.00  1  $795.00  1.32%  $1,262.50  87.83%    $15.00  $0.00
   Sell  12/01/06 13:14  LongExit2  $1,266.00    $825.00  $4,785.00    ($175.00)  69.57%  57.39%  $15.00  $0.00
 24  Buy  12/22/06 13:14  Long #1  $1,274.75  $0.00  1  $632.50  1.04%  $900.00  100.00%    $15.00  $0.00
   Sell  12/28/06 13:14  LongExit2  $1,288.00    $662.50  $5,417.50    $0.00  73.61%  73.61%  $15.00  $0.00
 25  Buy  02/12/07 13:14  Long #1  $1,292.00  $0.00  1  $757.50  1.22%  $1,337.50  100.00%    $15.00  $0.00
   Sell  02/23/07 13:14  LongExit2  $1,307.75    $787.50  $6,175.00    $0.00  58.88%  58.88%  $15.00  $0.00
 26  Buy  02/27/07 13:14  Long #1  $1,248.00  $0.00  1  ($780.00)  (1.20%)  $1,237.50  52.11%    $15.00  $0.00
   Sell  03/13/07 13:14  LongExit2  $1,233.00    ($750.00)  $5,395.00    ($1,137.50)  16.32%  (31.58%)  $15.00  $0.00
 27  Buy  03/02/07 13:14  Long #2  $1,239.25  $0.00  1  ($342.50)  (0.50%)  $1,325.00  65.43%    $15.00  $0.00
   Sell  03/13/07 13:14  LongExit2  $1,233.00    ($312.50)  $5,052.50    ($700.00)  19.14%  (15.43%)  $15.00  $0.00
 28  Buy  06/07/07 13:14  Long #1  $1,328.75  $0.00  1  $2,357.50  3.59%  $2,550.00  99.03%    $15.00  $0.00
   Sell  06/18/07 13:14  LongExit3  $1,376.50    $2,387.50  $7,410.00    ($25.00)  93.69%  92.72%  $15.00  $0.00
 29  Buy  06/26/07 13:14  Long #1  $1,324.50  $0.00  1  $870.00  1.36%  $1,575.00  88.11%    $15.00  $0.00
   Sell  06/29/07 13:14  LongExit2  $1,342.50    $900.00  $8,280.00    ($212.50)  62.24%  50.35%  $15.00  $0.00
 30  Buy  07/24/07 13:14  Long #1  $1,349.50  $0.00  1  ($2,280.00)  (3.33%)  $425.00  15.89%    $15.00  $0.00
   Sell  07/26/07 13:14  Stop Loss  $1,304.50    ($2,250.00)  $6,000.00    ($2,250.00)  0.00%  (84.11%)  $15.00  $0.00
 31  Buy  07/26/07 13:14  Long #1  $1,313.00  $0.00  1  ($880.00)  (1.29%)  $425.00  16.75%    $15.00  $0.00
   Sell  08/01/07 13:14  LongExit1  $1,296.00    ($850.00)  $5,120.00    ($2,112.50)  49.75%  (33.50%)  $15.00  $0.00
 32  Buy  07/30/07 13:14  Long #2  $1,307.25  $0.00  1  ($592.50)  (0.86%)  $687.50  27.36%    $15.00  $0.00
   Sell  08/01/07 13:14  LongExit1  $1,296.00    ($562.50)  $4,527.50    ($1,825.00)  50.25%  (22.39%)  $15.00  $0.00
 33  Buy  08/15/07 13:14  Long #1  $1,240.75  $0.00  1  $432.50  0.75%  $900.00  30.77%    $15.00  $0.00
   Sell  08/16/07 13:14  LongExit1  $1,250.00    $462.50  $4,960.00    ($2,025.00)  85.04%  15.81%  $15.00  $0.00
 34  Sell Short  08/27/07 13:14  Short #1  $1,295.00  $0.00  1  $257.50  0.44%  $1,725.00  100.00%    $15.00  $0.00
   Buy to Cover  08/29/07 13:14  ShortExit3  $1,289.25    $287.50  $5,217.50    $0.00  16.67%  16.67%  $15.00  $0.00
 35  Buy  10/19/07 13:14  Long #1  $1,319.25  $0.00  1  $1,457.50  2.26%  $2,212.50  78.67%    $15.00  $0.00
   Sell  10/30/07 13:14  LongExit2  $1,349.00    $1,487.50  $6,675.00    ($600.00)  74.22%  52.89%  $15.00  $0.00
 36  Buy  11/09/07 13:14  Long #1  $1,268.50  $0.00  1  $1,332.50  2.15%  $1,512.50  65.41%    $15.00  $0.00
   Sell  11/13/07 13:14  LongExit1  $1,295.75    $1,362.50  $8,007.50    ($800.00)  93.51%  58.92%  $15.00  $0.00
 37  Sell Short  12/11/07 13:14  Short #1  $1,290.50  $0.00  1  $1,570.00  2.48%  $1,662.50  47.50%    $15.00  $0.00
   Buy to Cover  12/17/07 13:14  ShortExit1  $1,258.50    $1,600.00  $9,577.50    ($1,837.50)  98.21%  45.71%  $15.00  $0.00
 38  Sell Short  12/27/07 13:14  Short #1  $1,292.25  $0.00  1  $1,570.00  2.48%  $2,050.00  83.25%    $15.00  $0.00
   Buy to Cover  01/02/08 13:14  Long #1  $1,260.25    $1,600.00  $11,147.50    ($412.50)  81.73%  64.97%  $15.00  $0.00
 39  Buy  01/02/08 13:14  Long #1  $1,260.25  $0.00  1  ($2,280.00)  (3.57%)  $337.50  13.04%    $15.00  $0.00
   Sell  01/07/08 13:14  Stop Loss  $1,215.25    ($2,250.00)  $8,867.50    ($2,250.00)  0.00%  (86.96%)  $15.00  $0.00
 40  Buy  01/08/08 13:14  Long #1  $1,199.00  $0.00  1  $695.00  1.21%  $987.50  62.70%    $15.00  $0.00
   Sell  01/09/08 13:14  LongExit1  $1,213.50    $725.00  $9,562.50    ($587.50)  83.33%  46.03%  $15.00  $0.00
 41  Buy  01/17/08 13:14  Long #1  $1,142.00  $0.00  1  ($3,692.50)  (6.41%)  $775.00  17.46%    $15.00  $0.00
   Sell  01/22/08 13:14  Stop Loss  $1,068.75    ($3,662.50)  $5,870.00    ($3,662.50)  0.00%  (82.54%)  $15.00  $0.00
 42  Buy  01/22/08 13:14  Long #1  $1,109.75  $0.00  1  $1,682.50  3.09%  $1,850.00  49.66%    $15.00  $0.00
   Sell  01/23/08 13:14  LongExit1  $1,144.00    $1,712.50  $7,552.50    ($1,875.00)  96.31%  45.97%  $15.00  $0.00
 43  Sell Short  02/04/08 13:14  Short #1  $1,181.25  $0.00  1  $232.50  0.44%  $3,075.00  100.00%    $15.00  $0.00
   Buy to Cover  02/25/08 13:14  ShortExit3  $1,176.00    $262.50  $7,785.00    $0.00  8.54%  8.54%  $15.00  $0.00
 44  Buy  02/29/08 13:14  Long #1  $1,137.75  $0.00  1  ($42.50)  (0.02%)  $475.00  25.00%    $15.00  $0.00
   Sell  03/05/08 13:14  LongExit1  $1,137.50    ($12.50)  $7,742.50    ($1,425.00)  74.34%  (0.66%)  $15.00  $0.00
 45  Buy  03/10/08 13:14  Long #1  $1,078.00  $0.00  1  $2,370.00  4.45%  $2,412.50  100.00%    $15.00  $0.00
   Sell  03/11/08 13:14  LongExit1  $1,126.00    $2,400.00  $10,112.50    $0.00  99.48%  99.48%  $15.00  $0.00
 46  Sell Short  04/09/08 13:14  Short #1  $1,160.25  $0.00  1  $1,207.50  2.13%  $1,412.50  75.33%    $15.00  $0.00
   Buy to Cover  04/11/08 13:14  ShortExit1  $1,135.50    $1,237.50  $11,320.00    ($462.50)  90.67%  66.00%  $15.00  $0.00
 47  Buy  06/11/08 13:14  Long #1  $1,136.75  $0.00  1  $232.50  0.46%  $837.50  75.28%    $15.00  $0.00
   Sell  06/12/08 13:14  LongExit1  $1,142.00    $262.50  $11,552.50    ($275.00)  48.31%  23.60%  $15.00  $0.00
 48  Buy  07/02/08 13:14  Long #1  $1,060.75  $0.00  1  $532.50  1.06%  $650.00  37.14%    $15.00  $0.00
   Sell  07/08/08 13:14  LongExit1  $1,072.00    $562.50  $12,085.00    ($1,100.00)  95.00%  32.14%  $15.00  $0.00
 49  Buy  07/14/08 13:14  Long #1  $1,026.75  $0.00  1  $657.50  1.34%  $875.00  38.46%    $15.00  $0.00
   Sell  07/16/08 13:14  LongExit1  $1,040.50    $687.50  $12,742.50    ($1,400.00)  91.76%  30.22%  $15.00  $0.00
 50  Sell Short  07/24/08 13:14  Short #1  $1,050.75  $0.00  1  ($2,280.00)  (4.28%)  $987.50  30.50%    $15.00  $0.00
   Buy to Cover  08/08/08 13:14  Stop Loss  $1,095.75    ($2,250.00)  $10,462.50    ($2,250.00)  0.00%  (69.50%)  $15.00  $0.00
 51  Sell Short  08/25/08 13:14  Short #1  $1,064.50  $0.00  1  $1,457.50  2.79%  $1,575.00  45.99%    $15.00  $0.00
   Buy to Cover  09/04/08 13:14  Long #1  $1,034.75    $1,487.50  $11,920.00    ($1,850.00)  97.45%  43.43%  $15.00  $0.00
 52  Buy  09/04/08 13:14  Long #1  $1,034.75  $0.00  1  $220.00  0.48%  $425.00  29.57%    $15.00  $0.00
   Sell  09/05/08 13:14  LongExit1  $1,039.75    $250.00  $12,140.00    ($1,012.50)  87.83%  17.39%  $15.00  $0.00
 53  Buy  09/15/08 13:14  Long #1  $993.50  $0.00  1  $945.00  1.96%  $1,212.50  45.12%    $15.00  $0.00
   Sell  09/16/08 13:14  LongExit1  $1,013.00    $975.00  $13,085.00    ($1,475.00)  91.16%  36.28%  $15.00  $0.00
 54  Buy  09/17/08 13:14  Long #1  $960.75  $0.00  1  $1,945.00  4.11%  $2,737.50  66.36%    $15.00  $0.00
   Sell  09/18/08 13:14  LongExit1  $1,000.25    $1,975.00  $15,030.00    ($1,387.50)  81.52%  47.88%  $15.00  $0.00
 55  Buy  09/29/08 13:14  Long #1  $918.50  $0.00  1  $2,157.50  4.76%  $2,700.00  100.00%    $15.00  $0.00
   Sell  09/30/08 13:14  LongExit1  $962.25    $2,187.50  $17,187.50    $0.00  81.02%  81.02%  $15.00  $0.00
 56  Buy  10/06/08 13:14  Long #1  $848.75  $0.00  1  ($2,280.00)  (5.30%)  $1,300.00  36.62%    $15.00  $0.00
   Sell  10/07/08 13:14  Stop Loss  $803.75    ($2,250.00)  $14,907.50    ($2,250.00)  0.00%  (63.38%)  $15.00  $0.00
 57  Buy  10/27/08 13:14  Long #1  $632.25  $0.00  1  $5,120.00  16.29%  $5,362.50  100.00%    $15.00  $0.00
   Sell  10/28/08 13:14  LongExit1  $735.25    $5,150.00  $20,027.50    $0.00  96.04%  96.04%  $15.00  $0.00
 58  Sell Short  11/05/08 13:14  Short #1  $753.50  $0.00  1  $5,145.00  13.74%  $5,412.50  100.00%    $15.00  $0.00
   Buy to Cover  11/12/08 13:14  ShortExit1  $650.00    $5,175.00  $25,172.50    $0.00  95.61%  95.61%  $15.00  $0.00
 59  Buy  11/20/08 13:14  Long #1  $542.25  $0.00  1  $2,482.50  9.27%  $2,837.50  89.72%    $15.00  $0.00
   Sell  11/21/08 13:14  LongExit1  $592.50    $2,512.50  $27,655.00    ($325.00)  89.72%  79.45%  $15.00  $0.00
 60  Sell Short  01/07/09 13:14  Short #1  $701.75  $0.00  1  $1,807.50  5.24%  $2,212.50  89.39%    $15.00  $0.00
   Buy to Cover  01/12/09 13:14  Long #1  $665.00    $1,837.50  $29,462.50    ($262.50)  84.85%  74.24%  $15.00  $0.00
 61  Buy  01/12/09 13:14  Long #1  $665.00  $0.00  1  $7.50  0.11%  $312.50  39.06%    $15.00  $0.00
   Sell  01/13/09 13:14  LongExit1  $665.75    $37.50  $29,470.00    ($487.50)  65.63%  4.69%  $15.00  $0.00
 62  Buy  01/14/09 13:14  Long #1  $636.25  $0.00  1  $470.00  1.57%  $850.00  39.31%    $15.00  $0.00
   Sell  01/16/09 13:14  LongExit1  $646.25    $500.00  $29,940.00    ($1,312.50)  83.82%  23.12%  $15.00  $0.00
 63  Buy  01/20/09 13:14  Long #1  $601.25  $0.00  1  $1,620.00  5.49%  $1,725.00  90.79%    $15.00  $0.00
   Sell  01/21/09 13:14  LongExit1  $634.25    $1,650.00  $31,560.00    ($175.00)  96.05%  86.84%  $15.00  $0.00
 64  Sell Short  01/29/09 13:14  Short #1  $640.00  $0.00  1  ($30.00)  0.00%  $1,700.00  86.08%    $15.00  $0.00
   Buy to Cover  02/04/09 13:14  ShortExit3  $640.00    $0.00  $31,530.00    ($275.00)  13.92%  0.00%  $15.00  $0.00
 65  Buy  02/23/09 13:14  Long #1  $542.00  $0.00  1  $1,170.00  4.43%  $1,500.00  96.00%    $15.00  $0.00
   Sell  02/24/09 13:14  LongExit1  $566.00    $1,200.00  $32,700.00    ($62.50)  80.80%  76.80%  $15.00  $0.00
 66  Buy  03/02/09 13:14  Long #1  $501.75  $0.00  1  $195.00  0.90%  $962.50  55.80%    $15.00  $0.00
   Sell  03/04/09 13:14  LongExit1  $506.25    $225.00  $32,895.00    ($762.50)  57.25%  13.04%  $15.00  $0.00
 67  Sell Short  04/20/09 13:14  Short #1  $633.00  $0.00  1  ($2,280.00)  (7.11%)  $462.50  17.05%    $15.00  $0.00
   Buy to Cover  04/29/09 13:14  Stop Loss  $678.00    ($2,250.00)  $30,615.00    ($2,250.00)  0.00%  (82.95%)  $15.00  $0.00
 68  Buy  06/16/09 13:14  Long #1  $712.50  $0.00  1  ($742.50)  (2.00%)  $1,012.50  46.02%    $15.00  $0.00
   Sell  07/02/09 13:14  LongExit2  $698.25    ($712.50)  $29,872.50    ($1,187.50)  21.59%  (32.39%)  $15.00  $0.00
 69  Buy  06/17/09 13:14  Long #2  $709.75  $0.00  1  ($605.00)  (1.62%)  $1,150.00  52.27%    $15.00  $0.00
   Sell  07/02/09 13:14  LongExit2  $698.25    ($575.00)  $29,267.50    ($1,050.00)  21.59%  (26.14%)  $15.00  $0.00
 70  Buy  07/07/09 13:14  Long #1  $683.50  $0.00  1  $5,007.50  14.74%  $5,050.00  88.02%    $15.00  $0.00
   Sell  07/27/09 13:14  LongExit2  $784.25    $5,037.50  $34,275.00    ($687.50)  99.78%  87.80%  $15.00  $0.00
 71  Buy  07/09/09 13:14  Long #2  $683.25  $0.00  1  $5,020.00  14.78%  $5,062.50  91.01%    $15.00  $0.00
   Sell  07/27/09 13:14  LongExit2  $784.25    $5,050.00  $39,295.00    ($500.00)  99.78%  90.79%  $15.00  $0.00
 72  Buy  09/01/09 13:14  Long #1  $800.50  $0.00  1  $1,482.50  3.78%  $1,512.50  85.82%    $15.00  $0.00
   Sell  09/09/09 13:14  LongExit3  $830.75    $1,512.50  $40,777.50    ($250.00)  100.00%  85.82%  $15.00  $0.00
 73  Buy  09/02/09 13:14  Long #2  $799.00  $0.00  1  $1,557.50  3.97%  $1,587.50  90.71%    $15.00  $0.00
   Sell  09/09/09 13:14  LongExit3  $830.75    $1,587.50  $42,335.00    ($162.50)  100.00%  90.71%  $15.00  $0.00
 74  Buy  10/01/09 13:14  Long #1  $837.00  $0.00  1  $970.00  2.39%  $1,437.50  68.86%    $15.00  $0.00
   Sell  10/07/09 13:14  LongExit3  $857.00    $1,000.00  $43,305.00    ($650.00)  79.04%  47.90%  $15.00  $0.00
 75  Buy  10/02/09 13:14  Long #2  $830.50  $0.00  1  $1,295.00  3.19%  $1,762.50  99.30%    $15.00  $0.00
   Sell  10/07/09 13:14  LongExit3  $857.00    $1,325.00  $44,600.00    ($12.50)  75.35%  74.65%  $15.00  $0.00
 76  Buy  10/28/09 13:14  Long #1  $847.75  $0.00  1  $2,395.00  5.72%  $3,225.00  83.50%    $15.00  $0.00
   Sell  11/12/09 13:14  LongExit2  $896.25    $2,425.00  $46,995.00    ($637.50)  79.29%  62.78%  $15.00  $0.00
 77  Buy  10/30/09 13:14  Long #2  $841.25  $0.00  1  $2,720.00  6.54%  $3,550.00  91.91%    $15.00  $0.00
   Sell  11/12/09 13:14  LongExit2  $896.25    $2,750.00  $49,715.00    ($312.50)  79.29%  71.20%  $15.00  $0.00
 78  Buy  01/21/10 13:14  Long #1  $925.25  $0.00  1  ($2,280.00)  (4.86%)  $0.00  0.00%    $15.00  $0.00
   Sell  01/29/10 13:14  Stop Loss  $880.25    ($2,250.00)  $47,435.00    ($2,250.00)  0.00%  (100.00%)  $15.00  $0.00
 79  Buy  01/22/10 13:14  Long #2  $904.25  $0.00  1  ($1,480.00)  (3.21%)  $537.50  25.44%    $15.00  $0.00
   Sell  02/04/10 13:14  LongExit2  $875.25    ($1,450.00)  $45,955.00    ($1,575.00)  5.92%  (68.64%)  $15.00  $0.00
 80  Buy  02/08/10 13:14  Long #1  $869.25  $0.00  1  $1,770.00  4.14%  $2,762.50  100.00%    $15.00  $0.00
   Sell  02/23/10 13:14  LongExit3  $905.25    $1,800.00  $47,725.00    $0.00  65.16%  65.16%  $15.00  $0.00
 81  Buy  04/27/10 13:14  Long #1  $999.75  $0.00  1  ($2,280.00)  (4.50%)  $1,237.50  35.48%    $15.00  $0.00
   Sell  05/06/10 13:14  Stop Loss  $954.75    ($2,250.00)  $45,445.00    ($2,250.00)  0.00%  (64.52%)  $15.00  $0.00
 82  Buy  05/04/10 13:14  Long #2  $991.00  $0.00  1  ($2,280.00)  (4.54%)  $12.50  0.55%    $15.00  $0.00
   Sell  05/06/10 13:14  Stop Loss  $946.00    ($2,250.00)  $43,165.00    ($2,250.00)  0.00%  (99.45%)  $15.00  $0.00
 83  Buy  05/06/10 13:14  Long #1  $940.00  $0.00  1  $1,182.50  2.58%  $2,000.00  56.34%    $15.00  $0.00
   Sell  05/11/10 13:14  LongExit3  $964.25    $1,212.50  $44,347.50    ($1,550.00)  77.82%  34.15%  $15.00  $0.00
 84  Buy  05/07/10 13:14  Long #2  $925.00  $0.00  1  $1,932.50  4.24%  $2,750.00  100.00%    $15.00  $0.00
   Sell  05/11/10 13:14  LongExit3  $964.25    $1,962.50  $46,280.00    $0.00  71.36%  71.36%  $15.00  $0.00
 85  Buy  05/20/10 13:14  Long #1  $889.00  $0.00  1  $695.00  1.63%  $900.00  48.00%    $15.00  $0.00
   Sell  05/21/10 13:14  LongExit1  $903.50    $725.00  $46,975.00    ($975.00)  90.67%  38.67%  $15.00  $0.00
 86  Buy  06/24/10 13:14  Long #1  $893.50  $0.00  1  $120.00  0.34%  $425.00  50.75%    $15.00  $0.00
   Sell  06/25/10 13:14  LongExit1  $896.50    $150.00  $47,095.00    ($412.50)  67.16%  17.91%  $15.00  $0.00
 87  Buy  06/29/10 13:14  Long #1  $859.00  $0.00  1  ($630.00)  (1.40%)  $362.50  19.21%    $15.00  $0.00
   Sell  07/06/10 13:14  LongExit1  $847.00    ($600.00)  $46,465.00    ($1,525.00)  49.01%  (31.79%)  $15.00  $0.00
 88  Buy  08/11/10 13:14  Long #1  $907.75  $0.00  1  $195.00  0.50%  $662.50  41.09%    $15.00  $0.00
   Sell  08/17/10 13:14  LongExit1  $912.25    $225.00  $46,660.00    ($950.00)  72.87%  13.95%  $15.00  $0.00
 89  Buy  08/24/10 13:14  Long #1  $872.75  $0.00  1  $182.50  0.49%  $375.00  36.14%    $15.00  $0.00
   Sell  08/25/10 13:14  LongExit1  $877.00    $212.50  $46,842.50    ($662.50)  84.34%  20.48%  $15.00  $0.00
 90  Buy  11/16/10 13:14  Long #1  $1,002.50  $0.00  1  $157.50  0.37%  $1,237.50  93.40%    $15.00  $0.00
   Sell  11/23/10 13:14  LongExit2  $1,006.25    $187.50  $47,000.00    ($87.50)  20.75%  14.15%  $15.00  $0.00
 91  Buy  02/23/11 13:14  Long #1  $1,139.00  $0.00  1  $682.50  1.25%  $1,287.50  64.38%    $15.00  $0.00
   Sell  03/04/11 13:14  LongExit2  $1,153.25    $712.50  $47,682.50    ($712.50)  71.25%  35.63%  $15.00  $0.00
 92  Buy  02/24/11 13:14  Long #2  $1,136.00  $0.00  1  $832.50  1.52%  $1,437.50  92.74%    $15.00  $0.00
   Sell  03/04/11 13:14  LongExit2  $1,153.25    $862.50  $48,515.00    ($112.50)  62.90%  55.65%  $15.00  $0.00
 93  Buy  03/15/11 13:14  Long #1  $1,112.00  $0.00  1  $1,582.50  2.90%  $1,675.00  51.54%    $15.00  $0.00
   Sell  03/25/11 13:14  LongExit3  $1,144.25    $1,612.50  $50,097.50    ($1,575.00)  98.08%  49.62%  $15.00  $0.00
 94  Buy  03/16/11 13:14  Long #2  $1,091.75  $0.00  1  $2,595.00  4.81%  $2,687.50  100.00%    $15.00  $0.00
   Sell  03/25/11 13:14  LongExit3  $1,144.25    $2,625.00  $52,692.50    $0.00  97.67%  97.67%  $15.00  $0.00
 95  Buy  07/27/11 13:14  Long #1  $1,142.25  $0.00  1  ($2,280.00)  (3.94%)  $675.00  23.08%    $15.00  $0.00
   Sell  08/02/11 13:14  Stop Loss  $1,097.25    ($2,250.00)  $50,412.50    ($2,250.00)  0.00%  (76.92%)  $15.00  $0.00
 96  Buy  07/28/11 13:14  Long #2  $1,140.00  $0.00  1  ($2,280.00)  (3.95%)  $375.00  14.29%    $15.00  $0.00
   Sell  08/02/11 13:14  Stop Loss  $1,095.00    ($2,250.00)  $48,132.50    ($2,250.00)  0.00%  (85.71%)  $15.00  $0.00
 97  Buy  08/04/11 13:14  Long #1  $1,040.50  $0.00  1  ($2,280.00)  (4.32%)  $887.50  28.29%    $15.00  $0.00
   Sell  08/08/11 13:14  Stop Loss  $995.50    ($2,250.00)  $45,852.50    ($2,250.00)  0.00%  (71.71%)  $15.00  $0.00
 98  Buy  09/22/11 13:14  Long #1  $971.25  $0.00  1  $245.00  0.57%  $637.50  58.62%    $15.00  $0.00
   Sell  09/23/11 13:14  LongExit1  $976.75    $275.00  $46,097.50    ($450.00)  66.67%  25.29%  $15.00  $0.00
 99  Buy  10/03/11 13:14  Long #1  $936.00  $0.00  1  $1,345.00  2.94%  $1,612.50  62.32%    $15.00  $0.00
   Sell  10/04/11 13:14  LongExit1  $963.50    $1,375.00  $47,442.50    ($975.00)  90.82%  53.14%  $15.00  $0.00
 100  Sell Short  10/17/11 13:14  Short #1  $1,043.25  $0.00  1  ($2,280.00)  (4.31%)  $425.00  15.89%    $15.00  $0.00
   Buy to Cover  10/24/11 13:14  Stop Loss  $1,088.25    ($2,250.00)  $45,162.50    ($2,250.00)  0.00%  (84.11%)  $15.00  $0.00
 101  Sell Short  10/31/11 13:14  Short #1  $1,095.00  $0.00  1  ($67.50)  (0.07%)  $1,850.00  98.01%    $15.00  $0.00
   Buy to Cover  11/03/11 13:14  ShortExit3  $1,095.75    ($37.50)  $45,095.00    ($37.50)  0.00%  (1.99%)  $15.00  $0.00
 102  Buy  03/06/12 13:14  Long #1  $1,196.75  $0.00  1  $3,107.50  5.24%  $3,562.50  100.00%    $15.00  $0.00
   Sell  03/20/12 13:14  LongExit2  $1,259.50    $3,137.50  $48,202.50    $0.00  88.07%  88.07%  $15.00  $0.00
 103  Buy  04/09/12 13:14  Long #1  $1,235.25  $0.00  1  ($667.50)  (1.03%)  $675.00  37.24%    $15.00  $0.00
   Sell  04/23/12 13:14  LongExit2  $1,222.50    ($637.50)  $47,535.00    ($1,137.50)  27.59%  (35.17%)  $15.00  $0.00
 104  Buy  04/10/12 13:14  Long #2  $1,217.75  $0.00  1  $207.50  0.39%  $1,550.00  89.21%    $15.00  $0.00
   Sell  04/23/12 13:14  LongExit2  $1,222.50    $237.50  $47,742.50    ($187.50)  24.46%  13.67%  $15.00  $0.00
 105  Buy  05/04/12 13:14  Long #1  $1,223.75  $0.00  1  ($2,280.00)  (3.68%)  $325.00  12.62%    $15.00  $0.00
   Sell  05/17/12 13:14  Stop Loss  $1,178.75    ($2,250.00)  $45,462.50    ($2,250.00)  0.00%  (87.38%)  $15.00  $0.00
 106  Buy  05/08/12 13:14  Long #2  $1,219.00  $0.00  1  ($2,280.00)  (3.69%)  $212.50  8.63%    $15.00  $0.00
   Sell  05/17/12 13:14  Stop Loss  $1,174.00    ($2,250.00)  $43,182.50    ($2,250.00)  0.00%  (91.37%)  $15.00  $0.00
 107  Buy  06/01/12 13:14  Long #1  $1,135.25  $0.00  1  $1,757.50  3.15%  $2,712.50  84.44%    $15.00  $0.00
   Sell  06/08/12 13:14  LongExit3  $1,171.00    $1,787.50  $44,940.00    ($500.00)  71.21%  55.64%  $15.00  $0.00
 108  Buy  07/24/12 13:14  Long #1  $1,196.25  $0.00  1  $2,507.50  4.24%  $2,887.50  94.29%    $15.00  $0.00
   Sell  07/30/12 13:14  LongExit2  $1,247.00    $2,537.50  $47,447.50    ($175.00)  88.57%  82.86%  $15.00  $0.00
 109  Buy  08/23/12 13:14  Long #1  $1,266.50  $0.00  1  $1,320.00  2.13%  $1,925.00  87.50%    $15.00  $0.00
   Sell  09/10/12 13:14  LongExit2  $1,293.50    $1,350.00  $48,767.50    ($275.00)  73.86%  61.36%  $15.00  $0.00
 110  Buy  08/30/12 13:14  Long #2  $1,263.25  $0.00  1  $1,482.50  2.39%  $2,087.50  94.89%    $15.00  $0.00
   Sell  09/10/12 13:14  LongExit2  $1,293.50    $1,512.50  $50,250.00    ($112.50)  73.86%  68.75%  $15.00  $0.00
 111  Buy  09/26/12 13:14  Long #1  $1,301.00  $0.00  1  $1,107.50  1.75%  $1,925.00  100.00%    $15.00  $0.00
   Sell  10/08/12 13:14  LongExit2  $1,323.75    $1,137.50  $51,357.50    $0.00  59.09%  59.09%  $15.00  $0.00
 112  Buy  10/23/12 13:14  Long #1  $1,281.00  $0.00  1  ($117.50)  (0.14%)  $1,162.50  69.92%    $15.00  $0.00
   Sell  11/02/12 13:14  LongExit2  $1,279.25    ($87.50)  $51,240.00    ($500.00)  24.81%  (5.26%)  $15.00  $0.00
 113  Buy  10/24/12 13:14  Long #2  $1,278.50  $0.00  1  $7.50  0.06%  $1,287.50  77.44%    $15.00  $0.00
   Sell  11/02/12 13:14  LongExit2  $1,279.25    $37.50  $51,247.50    ($375.00)  24.81%  2.26%  $15.00  $0.00
 114  Buy  12/28/12 13:14  Long #1  $1,267.25  $0.00  1  $5,370.00  8.52%  $5,587.50  100.00%    $15.00  $0.00
   Sell  01/25/13 13:14  LongExit2  $1,375.25    $5,400.00  $56,617.50    $0.00  96.64%  96.64%  $15.00  $0.00
 115  Buy  05/31/13 13:14  Long #1  $1,514.00  $0.00  1  $620.00  0.86%  $950.00  36.54%    $15.00  $0.00
   Sell  06/10/13 13:14  LongExit2  $1,527.00    $650.00  $57,237.50    ($1,650.00)  88.46%  25.00%  $15.00  $0.00
 116  Buy  06/05/13 13:14  Long #2  $1,493.50  $0.00  1  $1,645.00  2.24%  $1,975.00  75.96%    $15.00  $0.00
   Sell  06/10/13 13:14  LongExit2  $1,527.00    $1,675.00  $58,882.50    ($625.00)  88.46%  64.42%  $15.00  $0.00
 117  Buy  06/20/13 13:14  Long #1  $1,474.50  $0.00  1  $4,332.50  5.92%  $4,775.00  75.64%    $15.00  $0.00
   Sell  07/16/13 13:14  LongExit2  $1,561.75    $4,362.50  $63,215.00    ($1,537.50)  93.47%  69.11%  $15.00  $0.00
 118  Buy  06/24/13 13:14  Long #2  $1,457.00  $0.00  1  $5,207.50  7.19%  $5,650.00  100.00%    $15.00  $0.00
   Sell  07/16/13 13:14  LongExit2  $1,561.75    $5,237.50  $68,422.50    $0.00  92.70%  92.70%  $15.00  $0.00
 119  Buy  08/15/13 13:14  Long #1  $1,547.00  $0.00  1  ($167.50)  (0.18%)  $550.00  34.92%    $15.00  $0.00
   Sell  08/26/13 13:14  LongExit2  $1,544.25    ($137.50)  $68,255.00    ($1,025.00)  56.35%  (8.73%)  $15.00  $0.00
 120  Buy  08/16/13 13:14  Long #2  $1,542.00  $0.00  1  $82.50  0.15%  $800.00  50.79%    $15.00  $0.00
   Sell  08/26/13 13:14  LongExit2  $1,544.25    $112.50  $68,337.50    ($775.00)  56.35%  7.14%  $15.00  $0.00
 121  Buy  10/08/13 13:14  Long #1  $1,547.75  $0.00  1  $2,307.50  3.02%  $2,787.50  83.83%    $15.00  $0.00
   Sell  10/15/13 13:14  LongExit3  $1,594.50    $2,337.50  $70,645.00    ($537.50)  86.47%  70.30%  $15.00  $0.00
 122  Buy  10/09/13 13:14  Long #2  $1,545.50  $0.00  1  $2,420.00  3.17%  $2,900.00  100.00%    $15.00  $0.00
   Sell  10/15/13 13:14  LongExit3  $1,594.50    $2,450.00  $73,065.00    $0.00  84.48%  84.48%  $15.00  $0.00
 123  Buy  12/05/13 13:14  Long #1  $1,680.75  $0.00  1  $907.50  1.12%  $1,387.50  100.00%    $15.00  $0.00
   Sell  12/10/13 13:14  LongExit2  $1,699.50    $937.50  $73,972.50    $0.00  67.57%  67.57%  $15.00  $0.00
 124  Buy  12/12/13 13:14  Long #1  $1,672.00  $0.00  1  $3,270.00  3.95%  $3,562.50  89.91%    $15.00  $0.00
   Sell  12/30/13 13:14  LongExit2  $1,738.00    $3,300.00  $77,242.50    ($400.00)  93.38%  83.28%  $15.00  $0.00
 125  Buy  12/13/13 13:14  Long #2  $1,671.25  $0.00  1  $3,307.50  3.99%  $3,600.00  90.85%    $15.00  $0.00
   Sell  12/30/13 13:14  LongExit2  $1,738.00    $3,337.50  $80,550.00    ($362.50)  93.38%  84.23%  $15.00  $0.00
 126  Buy  01/24/14 13:14  Long #1  $1,686.25  $0.00  1  ($2,280.00)  (2.67%)  $537.50  19.28%    $15.00  $0.00
   Sell  02/03/14 13:14  Stop Loss  $1,641.25    ($2,250.00)  $78,270.00    ($2,250.00)  0.00%  (80.72%)  $15.00  $0.00
 127  Buy  01/27/14 13:14  Long #2  $1,678.50  $0.00  1  $2,870.00  3.46%  $3,237.50  59.95%    $15.00  $0.00
   Sell  02/18/14 13:14  LongExit3  $1,736.50    $2,900.00  $81,140.00    ($2,162.50)  93.75%  53.70%  $15.00  $0.00
 128  Buy  02/03/14 13:14  Long #1  $1,637.00  $0.00  1  $4,945.00  6.08%  $5,312.50  98.38%    $15.00  $0.00
   Sell  02/18/14 13:14  LongExit3  $1,736.50    $4,975.00  $86,085.00    ($87.50)  93.75%  92.13%  $15.00  $0.00
 129  Buy  03/13/14 13:14  Long #1  $1,750.75  $0.00  1  $607.50  0.73%  $1,337.50  75.89%    $15.00  $0.00
   Sell  03/19/14 13:14  LongExit2  $1,763.50    $637.50  $86,692.50    ($425.00)  60.28%  36.17%  $15.00  $0.00
 130  Buy  03/14/14 13:14  Long #2  $1,742.75  $0.00  1  $1,007.50  1.19%  $1,737.50  100.00%    $15.00  $0.00
   Sell  03/19/14 13:14  LongExit2  $1,763.50    $1,037.50  $87,700.00    $0.00  59.71%  59.71%  $15.00  $0.00
 131  Buy  04/07/14 13:14  Long #1  $1,748.25  $0.00  1  $1,032.50  1.22%  $2,037.50  56.99%    $15.00  $0.00
   Sell  04/25/14 13:14  LongExit2  $1,769.50    $1,062.50  $88,732.50    ($1,537.50)  72.73%  29.72%  $15.00  $0.00
 132  Buy  04/10/14 13:14  Long #2  $1,737.75  $0.00  1  $1,557.50  1.83%  $2,562.50  71.68%    $15.00  $0.00
   Sell  04/25/14 13:14  LongExit2  $1,769.50    $1,587.50  $90,290.00    ($1,012.50)  72.73%  44.41%  $15.00  $0.00
 133  Buy  07/31/14 13:14  Long #1  $1,844.25  $0.00  1  $3,482.50  3.81%  $3,800.00  73.79%    $15.00  $0.00
   Sell  08/27/14 13:14  LongExit2  $1,914.50    $3,512.50  $93,772.50    ($1,350.00)  94.42%  68.20%  $15.00  $0.00
 134  Buy  08/01/14 13:14  Long #2  $1,836.75  $0.00  1  $3,857.50  4.23%  $4,175.00  81.07%    $15.00  $0.00
   Sell  08/27/14 13:14  LongExit2  $1,914.50    $3,887.50  $97,630.00    ($975.00)  94.42%  75.49%  $15.00  $0.00
 135  Buy  10/10/14 13:14  Long #1  $1,823.75  $0.00  1  ($1,217.50)  (1.30%)  $387.50  18.90%    $15.00  $0.00
   Sell  10/14/14 13:14  LongExit1  $1,800.00    ($1,187.50)  $96,412.50    ($1,662.50)  23.17%  (57.93%)  $15.00  $0.00
 136  Buy  10/15/14 13:14  Long #1  $1,773.50  $0.00  1  $82.50  0.13%  $1,087.50  46.28%    $15.00  $0.00
   Sell  10/16/14 13:14  LongExit1  $1,775.75    $112.50  $96,495.00    ($1,262.50)  58.51%  4.79%  $15.00  $0.00
 137  Buy  12/10/14 13:14  Long #1  $1,952.00  $0.00  1  ($2,280.00)  (2.31%)  $1,500.00  40.00%    $15.00  $0.00
   Sell  12/15/14 13:14  Stop Loss  $1,907.00    ($2,250.00)  $94,215.00    ($2,250.00)  0.00%  (60.00%)  $15.00  $0.00
 138  Buy  12/12/14 13:14  Long #2  $1,924.75  $0.00  1  $3,520.00  3.69%  $3,550.00  70.82%    $15.00  $0.00
   Sell  12/19/14 13:14  LongExit3  $1,995.75    $3,550.00  $97,735.00    ($1,462.50)  100.00%  70.82%  $15.00  $0.00
 139  Buy  12/16/14 13:14  Long #1  $1,896.00  $0.00  1  $4,957.50  5.26%  $4,987.50  100.00%    $15.00  $0.00
   Sell  12/19/14 13:14  LongExit3  $1,995.75    $4,987.50  $102,692.50    $0.00  100.00%  100.00%  $15.00  $0.00
 140  Buy  01/06/15 13:14  Long #1  $1,927.75  $0.00  1  $2,745.00  2.88%  $3,287.50  100.00%    $15.00  $0.00
   Sell  01/09/15 13:14  LongExit3  $1,983.25    $2,775.00  $105,437.50    $0.00  84.41%  84.41%  $15.00  $0.00
 141  Buy  01/15/15 13:14  Long #1  $1,923.25  $0.00  1  $2,757.50  2.90%  $3,425.00  87.82%    $15.00  $0.00
   Sell  01/23/15 13:14  LongExit3  $1,979.00    $2,787.50  $108,195.00    ($475.00)  83.65%  71.47%  $15.00  $0.00
 142  Buy  03/06/15 13:14  Long #1  $2,003.50  $0.00  1  ($505.00)  (0.47%)  $2,175.00  57.05%    $15.00  $0.00
   Sell  03/25/15 13:14  LongExit2  $1,994.00    ($475.00)  $107,690.00    ($1,637.50)  30.49%  (12.46%)  $15.00  $0.00
 143  Buy  03/10/15 13:14  Long #2  $1,974.75  $0.00  1  $932.50  0.97%  $3,612.50  94.75%    $15.00  $0.00
   Sell  03/25/15 13:14  LongExit2  $1,994.00    $962.50  $108,622.50    ($200.00)  30.49%  25.25%  $15.00  $0.00
 144  Buy  06/29/15 13:14  Long #1  $1,998.50  $0.00  1  $2,882.50  2.91%  $3,775.00  82.74%    $15.00  $0.00
   Sell  07/21/15 13:14  LongExit3  $2,056.75    $2,912.50  $111,505.00    ($787.50)  81.10%  63.84%  $15.00  $0.00
 145  Buy  07/08/15 13:14  Long #2  $1,988.75  $0.00  1  $3,370.00  3.42%  $4,262.50  98.27%    $15.00  $0.00
   Sell  07/21/15 13:14  LongExit3  $2,056.75    $3,400.00  $114,875.00    ($75.00)  80.12%  78.39%  $15.00  $0.00
 146  Buy  07/27/15 13:14  Long #1  $2,012.00  $0.00  1  $1,332.50  1.35%  $2,212.50  94.15%    $15.00  $0.00
   Sell  08/03/15 13:14  LongExit2  $2,039.25    $1,362.50  $116,207.50    ($137.50)  63.83%  57.98%  $15.00  $0.00
 147  Buy  08/20/15 13:14  Long #1  $1,974.75  $0.00  1  ($2,280.00)  (2.28%)  $0.00  0.00%    $15.00  $0.00
   Sell  08/21/15 13:14  Stop Loss  $1,929.75    ($2,250.00)  $113,927.50    ($2,250.00)  0.00%  (100.00%)  $15.00  $0.00
 148  Sell Short  09/22/15 13:14  Short #1  $1,889.75  $0.00  1  $732.50  0.81%  $1,775.00  85.54%    $15.00  $0.00
   Buy to Cover  09/24/15 13:14  ShortExit1  $1,874.50    $762.50  $114,660.00    ($300.00)  51.20%  36.75%  $15.00  $0.00
 149  Buy  09/28/15 13:14  Long #1  $1,831.25  $0.00  1  $1,470.00  1.64%  $1,812.50  73.98%    $15.00  $0.00
   Sell  09/30/15 13:14  LongExit1  $1,861.25    $1,500.00  $116,130.00    ($637.50)  87.24%  61.22%  $15.00  $0.00
 150  Buy  11/12/15 13:14  Long #1  $1,997.75  $0.00  1  $2,020.00  2.05%  $2,687.50  67.19%    $15.00  $0.00
   Sell  11/30/15 13:14  LongExit2  $2,038.75    $2,050.00  $118,150.00    ($1,312.50)  84.06%  51.25%  $15.00  $0.00
 151  Buy  12/11/15 13:14  Long #1  $1,967.25  $0.00  1  $395.00  0.43%  $662.50  40.77%    $15.00  $0.00
   Sell  12/14/15 13:14  LongExit1  $1,975.75    $425.00  $118,545.00    ($962.50)  85.38%  26.15%  $15.00  $0.00
 152  Buy  01/07/16 13:14  Long #1  $1,899.75  $0.00  1  ($542.50)  (0.54%)  $912.50  30.04%    $15.00  $0.00
   Sell  01/12/16 13:14  LongExit1  $1,889.50    ($512.50)  $118,002.50    ($2,125.00)  53.09%  (16.87%)  $15.00  $0.00
 153  Sell Short  02/02/16 13:14  Short #1  $1,862.25  $0.00  1  $2,182.50  2.38%  $3,787.50  75.75%    $15.00  $0.00
   Buy to Cover  02/08/16 13:14  Long #1  $1,818.00    $2,212.50  $120,185.00    ($1,212.50)  68.50%  44.25%  $15.00  $0.00
 154  Buy  02/08/16 13:14  Long #1  $1,818.00  $0.00  1  ($217.50)  (0.21%)  $525.00  27.63%    $15.00  $0.00
   Sell  02/09/16 13:14  LongExit1  $1,814.25    ($187.50)  $119,967.50    ($1,375.00)  62.50%  (9.87%)  $15.00  $0.00
 155  Buy  04/29/16 13:14  Long #1  $2,032.50  $0.00  1  ($17.50)  0.01%  $1,062.50  46.20%    $15.00  $0.00
   Sell  05/11/16 13:14  LongExit2  $2,032.75    $12.50  $119,950.00    ($1,237.50)  54.35%  0.54%  $15.00  $0.00
 156  Buy  05/03/16 13:14  Long #2  $2,031.25  $0.00  1  $45.00  0.07%  $1,125.00  48.91%    $15.00  $0.00
   Sell  05/11/16 13:14  LongExit2  $2,032.75    $75.00  $119,995.00    ($1,175.00)  54.35%  3.26%  $15.00  $0.00
 157  Buy  06/13/16 13:14  Long #1  $2,053.75  $0.00  1  ($2,280.00)  (2.19%)  $1,775.00  44.10%    $15.00  $0.00
   Sell  06/24/16 13:14  Stop Loss  $2,008.75    ($2,250.00)  $117,715.00    ($2,250.00)  0.00%  (55.90%)  $15.00  $0.00
 158  Buy  06/14/16 13:14  Long #2  $2,049.75  $0.00  1  ($2,280.00)  (2.20%)  $1,975.00  46.75%    $15.00  $0.00
   Sell  06/24/16 13:14  Stop Loss  $2,004.75    ($2,250.00)  $115,435.00    ($2,250.00)  0.00%  (53.25%)  $15.00  $0.00
 159  Buy  08/26/16 13:14  Long #1  $2,151.00  $0.00  1  $532.50  0.52%  $937.50  58.59%    $15.00  $0.00
   Sell  09/08/16 13:14  LongExit2  $2,162.25    $562.50  $115,967.50    ($662.50)  76.56%  35.16%  $15.00  $0.00
 160  Buy  09/01/16 13:14  Long #2  $2,150.50  $0.00  1  $557.50  0.55%  $962.50  100.00%    $15.00  $0.00
   Sell  09/08/16 13:14  LongExit2  $2,162.25    $587.50  $116,525.00    $0.00  61.04%  61.04%  $15.00  $0.00
 161  Buy  09/09/16 13:14  Long #1  $2,106.25  $0.00  1  $1,132.50  1.10%  $2,800.00  89.96%    $15.00  $0.00
   Sell  09/26/16 13:14  LongExit2  $2,129.50    $1,162.50  $117,657.50    ($312.50)  47.39%  37.35%  $15.00  $0.00
 162  Buy  09/14/16 13:14  Long #2  $2,104.50  $0.00  1  $1,220.00  1.19%  $2,887.50  99.14%    $15.00  $0.00
   Sell  09/26/16 13:14  LongExit2  $2,129.50    $1,250.00  $118,877.50    ($25.00)  43.78%  42.92%  $15.00  $0.00
 163  Buy  10/31/16 13:14  Long #1  $2,113.00  $0.00  1  $2,957.50  2.83%  $3,200.00  58.99%    $15.00  $0.00
   Sell  11/18/16 13:14  LongExit3  $2,172.75    $2,987.50  $121,835.00    ($2,225.00)  96.08%  55.07%  $15.00  $0.00
 164  Buy  11/01/16 13:14  Long #2  $2,095.50  $0.00  1  $3,832.50  3.69%  $4,075.00  75.12%    $15.00  $0.00
   Sell  11/18/16 13:14  LongExit3  $2,172.75    $3,862.50  $125,667.50    ($1,350.00)  96.08%  71.20%  $15.00  $0.00
 165  Buy  12/30/16 13:14  Long #1  $2,229.75  $0.00  1  $1,420.00  1.30%  $2,100.00  100.00%    $15.00  $0.00
   Sell  01/12/17 13:14  LongExit2  $2,258.75    $1,450.00  $127,087.50    $0.00  69.05%  69.05%  $15.00  $0.00
 166  Buy  03/22/17 13:14  Long #1  $2,339.75  $0.00  1  $820.00  0.73%  $1,237.50  50.77%    $15.00  $0.00
   Sell  03/31/17 13:14  LongExit2  $2,356.75    $850.00  $127,907.50    ($1,200.00)  84.10%  34.87%  $15.00  $0.00
 167  Buy  03/23/17 13:14  Long #2  $2,338.00  $0.00  1  $907.50  0.80%  $1,325.00  54.36%    $15.00  $0.00
   Sell  03/31/17 13:14  LongExit2  $2,356.75    $937.50  $128,815.00    ($1,112.50)  84.10%  38.46%  $15.00  $0.00
 168  Buy  04/12/17 13:14  Long #1  $2,339.75  $0.00  1  $2,070.00  1.80%  $2,637.50  74.56%    $15.00  $0.00
   Sell  05/03/17 13:14  LongExit2  $2,381.75    $2,100.00  $130,885.00    ($900.00)  84.81%  59.36%  $15.00  $0.00
 169  Buy  04/13/17 13:14  Long #2  $2,324.00  $0.00  1  $2,857.50  2.48%  $3,425.00  100.00%    $15.00  $0.00
   Sell  05/03/17 13:14  LongExit2  $2,381.75    $2,887.50  $133,742.50    $0.00  84.31%  84.31%  $15.00  $0.00
 170  Buy  05/17/17 13:14  Long #1  $2,355.50  $0.00  1  $2,620.00  2.25%  $3,000.00  90.57%    $15.00  $0.00
   Sell  05/30/17 13:14  LongExit2  $2,408.50    $2,650.00  $136,362.50    ($312.50)  89.43%  80.00%  $15.00  $0.00
 171  Buy  08/10/17 13:14  Long #1  $2,437.25    1  n/a  n/a  $462.50  n/a    $15.00  $0.00
   Sell  open  n/a  $2,439.75    n/a  n/a    ($62.50)  n/a  n/a  n/a  n/a

--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID: Annual Trading Summary
TradeStation Strategy Performance Report Metrica II WFO Broker, @ES.D, 404 min., 9/11/1997 1:14:00 PM - 8/11/2017 1:14:00 PM
TradeStation Periodical Returns: Annual 
 
Mark-To-Market Period Analysis:

Period

Net Profit % Gain Profit Factor # Trades % Profitable

Last 12 month

$21,037.50 9.77% n/a 13 100.00%
1/1/2017 $10,820.00 4.79% 100.00 7 100.00%
1/1/2016 $7,107.50 3.25% 2.33 14 57.14%
1/1/2015 $15,852.50 7.82% 6.69 12 83.33%
1/1/2014 $22,142.50 12.26% 4.83 14 78.57%
1/1/2013 $27,480.00 17.95% 165.06 12 91.67%
1/1/2012 $7,975.00 5.50% 2.49 13 69.23%
1/1/2011 ($1,905.00) (1.30%) 0.79 11 54.55%
1/1/2010 ($2,715.00) (1.81%) 0.70 13 61.54%
1/1/2009 $22,060.00 17.28% 7.03 18 77.78%
1/1/2008 $17,330.00 15.71% 2.64 22 77.27%
1/1/2007 $4,907.50 4.66% 2.01 14 64.29%
1/1/2006 $3,902.50 3.84% 3.25 10 60.00%
1/1/2005 $2,530.00 2.56% 3.22 12 50.00%
1/1/2004 ($1,015.00) (1.01%) 0.17 3 33.33%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
1/1/2017 - Today $10,820.00 4.79% 100.00 7 100.00%
1/1/2016 - 1/1/2017 $17,927.50 8.20% 4.36 20 75.00%
1/1/2015 - 1/1/2017 $33,780.00 16.67% 5.16 32 78.13%
1/1/2014 - 1/1/2017 $55,922.50 30.97% 5.02 46 78.26%
1/1/2013 - 1/1/2017 $83,402.50 54.49% 6.93 58 81.03%
1/1/2012 - 1/1/2017 $91,377.50 62.98% 5.71 70 78.57%
1/1/2011 - 1/1/2017 $89,472.50 60.87% 4.13 81 75.31%
1/1/2010 - 1/1/2017 $86,757.50 57.95% 3.31 94 73.40%
1/1/2009 - 1/1/2017 $108,817.50 85.24% 3.64 112 74.11%
1/1/2008 - 1/1/2017 $126,147.50 114.34% 3.44 134 74.63%
1/1/2007 - 1/1/2017 $131,055.00 124.32% 3.31 147 73.47%
1/1/2006 - 1/1/2017 $134,957.50 132.94% 3.31 157 72.61%
1/1/2005 - 1/1/2017 $137,487.50 138.90% 3.31 168 71.43%
1/1/2004 - 1/1/2017 $136,472.50 136.47% 3.25 171 70.76%
1/1/2003 - 1/1/2017 $136,472.50 136.47% 3.25 171 70.76%
1/1/2002 - 1/1/2017 $136,472.50 136.47% 3.25 171 70.76%
1/1/2001 - 1/1/2017 $136,472.50 136.47% 3.25 171 70.76%
1/1/2000 - 1/1/2017 $136,472.50 136.47% 3.25 171 70.76%
1/1/1999 - 1/1/2017 $136,472.50 136.47% 3.25 171 70.76%
1/1/1998 - 1/1/2017 $136,472.50 136.47% 3.25 171 70.76%
1/1/1997 - 1/1/2017 $136,472.50 136.47% 3.25 171 70.76%

Created by TradeStation: 8/13/2017 7:06:56 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID: Monthly Analysis
TradeStation Strategy Performance Report Metrica II WFO Broker, @ES.D, 404 min., 9/11/1997 1:14:00 PM - 8/11/2017 1:14:00 PM
TradeStation Periodical Returns: Monthly

Mark-To-Market Monthly Average Analysis:
Period Avg. Net Profit % Gain

%Profitable

January $1,095.25 1.10% 66.67%
February $1,878.13 1.19% 70.59%
March $1,259.17 0.87% 66.67%
April $941.11 0.62% 76.92%
May ($631.25) (0.41%) 46.67%
June $557.00 0.33% 70.59%
July $2,020.25 1.41% 47.62%
August ($126.46) (0.09%) 56.00%
September $2,589.29 1.64% 94.44%
October $885.50 0.57% 50.00%
November $2,730.83 1.88% 92.31%
December $2,333.44 1.52% 71.43%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

8/1/2017 $110.00 0.05% 100.00 1 100.00%
5/1/2017 $2,965.00 1.27% 100.00 3 100.00%
4/1/2017 $4,582.50 2.00% 100.00 2 100.00%
3/1/2017 $1,727.50 0.76% 100.00 2 100.00%
1/1/2017 $1,435.00 0.64% 100.00 1 100.00%
12/1/2016 ($15.00) (0.01%) 0.00 1 0.00%
11/1/2016 $6,805.00 3.11% 100.00 2 100.00%
10/1/2016 ($15.00) (0.01%) 0.00 1 0.00%
9/1/2016 $3,370.00 1.56% 100.00 4 100.00%
8/1/2016 $72.50 0.03% 100.00 1 100.00%
6/1/2016 ($4,560.00) (2.07%) 0.00 2 0.00%
5/1/2016 $42.50 0.02% 18.00 2 50.00%
4/1/2016 ($15.00) (0.01%) 0.00 1 0.00%
2/1/2016 $1,965.00 0.90% 10.03 2 50.00%
1/1/2016 ($542.50) (0.25%) 0.00 1 0.00%
12/1/2015 $395.00 0.18% 100.00 1 100.00%
11/1/2015 $2,020.00 0.93% 100.00 1 100.00%
9/1/2015 $2,202.50 1.03% 100.00 2 100.00%
8/1/2015 ($2,707.50) (1.25%) 0.00 2 0.00%
7/1/2015 $7,827.50 3.75% 100.00 3 100.00%
6/1/2015 $185.00 0.09% 100.00 1 100.00%
3/1/2015 $427.50 0.21% 1.85 2 50.00%
1/1/2015 $5,502.50 2.71% 100.00 2 100.00%
12/1/2014 $6,197.50 3.15% 3.72 3 66.67%
10/1/2014 ($1,135.00) (0.57%) 0.07 2 50.00%
8/1/2014 $7,355.00 3.87% 100.00 2 100.00%
7/1/2014 ($15.00) (0.01%) 0.00 1 0.00%
4/1/2014 $2,590.00 1.38% 100.00 2 100.00%
3/1/2014 $1,615.00 0.87% 100.00 2 100.00%
2/1/2014 $5,552.50 3.08% 3.67 3 66.67%
1/1/2014 ($17.50) (0.01%) 0.91 2 50.00%
12/1/2013 $7,485.00 4.32% 100.00 3 100.00%
10/1/2013 $4,727.50 2.81% 100.00 2 100.00%
8/1/2013 ($85.00) (0.05%) 0.49 2 50.00%
7/1/2013 $7,195.00 4.46% 100.00 2 100.00%
6/1/2013 $4,625.00 2.95% 100.00 4 100.00%
5/1/2013 ($15.00) (0.01%) 0.00 1 0.00%
1/1/2013 $3,547.50 2.32% 100.00 1 100.00%
12/1/2012 $1,822.50 1.20% 100.00 1 100.00%
11/1/2012 $270.00 0.18% 100.00 2 100.00%
10/1/2012 $367.50 0.24% 1.97 3 33.33%
9/1/2012 $2,430.00 1.64% 100.00 3 100.00%
8/1/2012 $732.50 0.50% 100.00 2 100.00%
7/1/2012 $2,507.50 1.73% 100.00 1 100.00%
6/1/2012 $1,757.50 1.23% 100.00 1 100.00%
5/1/2012 ($4,560.00) (3.09%) 0.00 2 0.00%
4/1/2012 ($460.00) (0.31%) 0.31 2 50.00%
3/1/2012 $3,107.50 2.14% 100.00 1 100.00%
11/1/2011 ($52.50) (0.04%) 0.00 1 0.00%
10/1/2011 ($950.00) (0.65%) 0.59 3 33.33%
9/1/2011 $245.00 0.17% 100.00 1 100.00%
8/1/2011 ($6,047.50) (3.98%) 0.00 3 0.00%
7/1/2011 ($792.50) (0.52%) 0.00 2 0.00%
3/1/2011 $3,572.50 2.40% 6.90 4 50.00%
2/1/2011 $2,120.00 1.44% 100.00 2 100.00%
11/1/2010 $157.50 0.11% 100.00 1 100.00%
8/1/2010 $377.50 0.26% 100.00 2 100.00%
7/1/2010 ($27.50) (0.02%) 0.00 1 0.00%
6/1/2010 ($482.50) (0.33%) 0.20 2 50.00%
5/1/2010 ($910.00) (0.62%) 0.81 5 60.00%
4/1/2010 $160.00 0.11% 100.00 1 100.00%
2/1/2010 $1,430.00 0.98% 5.21 2 50.00%
1/1/2010 ($3,420.00) (2.28%) 0.00 2 0.00%
11/1/2009 $5,470.00 3.79% 100.00 2 100.00%
10/1/2009 $1,910.00 1.34% 6.38 4 50.00%
9/1/2009 $3,040.00 2.18% 100.00 2 100.00%
7/1/2009 $7,747.50 5.89% 4.40 4 50.00%
6/1/2009 $932.50 0.71% 100.00 2 100.00%
4/1/2009 ($2,280.00) (1.72%) 0.00 1 0.00%
3/1/2009 $195.00 0.15% 100.00 1 100.00%
2/1/2009 $292.50 0.22% 1.33 2 50.00%
1/1/2009 $4,752.50 3.72% 100.00 5 100.00%
11/1/2008 $7,627.50 6.35% 100.00 2 100.00%
10/1/2008 $2,840.00 2.42% 2.25 2 50.00%
9/1/2008 $7,590.00 6.93% 100.00 5 100.00%
8/1/2008 ($2,455.00) (2.19%) 0.00 2 0.00%
7/1/2008 $500.00 0.45% 1.72 3 66.67%
6/1/2008 $232.50 0.21% 100.00 1 100.00%
4/1/2008 $1,207.50 1.10% 100.00 1 100.00%
3/1/2008 $2,342.50 2.17% 86.18 2 50.00%
2/1/2008 $217.50 0.20% 15.50 2 50.00%
1/1/2008 ($2,772.50) (2.51%) 0.54 5 60.00%
12/1/2007 $2,317.50 2.15% 100.00 2 100.00%
11/1/2007 $1,332.50 1.25% 100.00 1 100.00%
10/1/2007 $1,457.50 1.39% 100.00 1 100.00%
8/1/2007 $1,560.00 1.50% 100.00 4 100.00%
7/1/2007 ($4,622.50) (4.27%) 0.00 3 0.00%
6/1/2007 $3,227.50 3.07% 100.00 2 100.00%
3/1/2007 ($1,845.00) (1.73%) 0.00 2 0.00%
2/1/2007 $1,480.00 1.40% 100.00 2 100.00%
12/1/2006 $480.00 0.46% 4.15 2 50.00%
11/1/2006 $947.50 0.91% 100.00 1 100.00%
7/1/2006 ($117.50) (0.11%) 0.00 1 0.00%
6/1/2006 ($305.00) (0.29%) 0.00 1 0.00%
5/1/2006 ($1,310.00) (1.24%) 0.00 2 0.00%
4/1/2006 $2,090.00 2.02% 100.00 2 100.00%
1/1/2006 $2,117.50 2.09% 100.00 2 100.00%
12/1/2005 ($15.00) (0.01%) 0.00 1 0.00%
10/1/2005 ($555.00) (0.54%) 0.00 1 0.00%
8/1/2005 $40.00 0.04% 1.43 2 50.00%
6/1/2005 ($42.50) (0.04%) 0.00 1 0.00%
4/1/2005 $595.00 0.59% 100.00 1 100.00%
3/1/2005 $190.00 0.19% 100.00 2 100.00%
2/1/2005 $1,967.50 1.98% 100.00 2 100.00%
1/1/2005 $350.00 0.35% 1.80 3 33.33%
10/1/2004 $207.50 0.21% 100.00 1 100.00%
9/1/2004 ($752.50) (0.76%) 0.00 1 0.00%
8/1/2004 ($470.00) (0.47%) 0.00 2 0.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

8/1/2017 - Today $110.00 0.05% 100.00 1 100.00%
7/1/2017 - 8/1/2017 $110.00 0.05% 100.00 1 100.00%
6/1/2017 - 8/1/2017 $110.00 0.05% 100.00 1 100.00%
5/1/2017 - 8/1/2017 $3,075.00 1.32% 100.00 4 100.00%
4/1/2017 - 8/1/2017 $7,657.50 3.35% 100.00 4 100.00%
3/1/2017 - 8/1/2017 $9,385.00 4.13% 100.00 6 100.00%
2/1/2017 - 8/1/2017 $9,385.00 4.13% 100.00 6 100.00%
1/1/2017 - 8/1/2017 $10,820.00 4.79% 100.00 7 100.00%
12/1/2016 - 8/1/2017 $10,805.00 4.79% 100.00 7 100.00%
11/1/2016 - 8/1/2017 $17,610.00 8.05% 100.00 9 100.00%
10/1/2016 - 8/1/2017 $17,595.00 8.04% 100.00 9 100.00%
9/1/2016 - 8/1/2017 $20,965.00 9.73% 100.00 13 100.00%
8/1/2016 - 8/1/2017 $21,037.50 9.77% 100.00 13 100.00%
7/1/2016 - 8/1/2017 $21,037.50 9.77% 100.00 13 100.00%
6/1/2016 - 8/1/2017 $16,477.50 7.49% 4.61 15 86.67%
5/1/2016 - 8/1/2017 $16,520.00 7.51% 4.62 17 82.35%
4/1/2016 - 8/1/2017 $16,505.00 7.50% 4.61 17 82.35%
3/1/2016 - 8/1/2017 $16,505.00 7.50% 4.61 17 82.35%
2/1/2016 - 8/1/2017 $18,470.00 8.47% 4.85 19 78.95%
1/1/2016 - 8/1/2017 $17,927.50 8.20% 4.36 20 75.00%
12/1/2015 - 8/1/2017 $18,322.50 8.40% 4.43 21 76.19%
11/1/2015 - 8/1/2017 $20,342.50 9.41% 4.81 22 77.27%
10/1/2015 - 8/1/2017 $20,342.50 9.41% 4.81 22 77.27%
9/1/2015 - 8/1/2017 $22,545.00 10.54% 5.22 24 79.17%
8/1/2015 - 8/1/2017 $19,837.50 9.16% 3.47 26 73.08%
7/1/2015 - 8/1/2017 $27,665.00 13.25% 4.63 28 78.57%
6/1/2015 - 8/1/2017 $27,850.00 13.35% 4.66 28 78.57%
5/1/2015 - 8/1/2017 $27,850.00 13.35% 4.66 28 78.57%
4/1/2015 - 8/1/2017 $27,850.00 13.35% 4.66 28 78.57%
3/1/2015 - 8/1/2017 $28,277.50 13.58% 4.48 30 76.67%
2/1/2015 - 8/1/2017 $28,277.50 13.58% 4.48 30 76.67%
1/1/2015 - 8/1/2017 $33,780.00 16.67% 5.16 32 78.13%
12/1/2014 - 8/1/2017 $39,977.50 20.35% 4.84 35 77.14%
11/1/2014 - 8/1/2017 $39,977.50 20.35% 4.84 35 77.14%
10/1/2014 - 8/1/2017 $38,842.50 19.65% 4.34 37 75.68%
9/1/2014 - 8/1/2017 $38,842.50 19.65% 4.34 37 75.68%
8/1/2014 - 8/1/2017 $46,197.50 24.28% 4.98 39 76.92%
7/1/2014 - 8/1/2017 $46,182.50 24.27% 4.97 39 76.92%
6/1/2014 - 8/1/2017 $46,182.50 24.27% 4.97 39 76.92%
5/1/2014 - 8/1/2017 $46,182.50 24.27% 4.97 39 76.92%
4/1/2014 - 8/1/2017 $48,772.50 25.98% 5.20 41 78.05%
3/1/2014 - 8/1/2017 $50,387.50 27.08% 5.34 43 79.07%
2/1/2014 - 8/1/2017 $55,940.00 30.99% 5.08 46 78.26%
1/1/2014 - 8/1/2017 $55,922.50 30.97% 5.02 46 78.26%
12/1/2013 - 8/1/2017 $63,407.50 36.64% 5.56 49 79.59%
11/1/2013 - 8/1/2017 $63,407.50 36.64% 5.56 49 79.59%
10/1/2013 - 8/1/2017 $68,135.00 40.48% 5.90 51 80.39%
9/1/2013 - 8/1/2017 $68,135.00 40.48% 5.90 51 80.39%
8/1/2013 - 8/1/2017 $68,050.00 40.40% 5.84 53 79.25%
7/1/2013 - 8/1/2017 $75,245.00 46.67% 6.35 55 80.00%
6/1/2013 - 8/1/2017 $79,870.00 51.00% 6.68 57 80.70%
5/1/2013 - 8/1/2017 $79,855.00 50.99% 6.68 57 80.70%
4/1/2013 - 8/1/2017 $79,855.00 50.99% 6.68 57 80.70%
3/1/2013 - 8/1/2017 $79,855.00 50.99% 6.68 57 80.70%
2/1/2013 - 8/1/2017 $79,855.00 50.99% 6.68 57 80.70%
1/1/2013 - 8/1/2017 $83,402.50 54.49% 6.93 58 81.03%
12/1/2012 - 8/1/2017 $85,225.00 56.35% 7.06 58 81.03%
11/1/2012 - 8/1/2017 $85,495.00 56.63% 7.08 60 81.67%
10/1/2012 - 8/1/2017 $85,862.50 57.01% 7.05 61 80.33%
9/1/2012 - 8/1/2017 $88,292.50 59.58% 7.22 63 80.95%
8/1/2012 - 8/1/2017 $89,025.00 60.38% 7.28 63 80.95%
7/1/2012 - 8/1/2017 $91,532.50 63.15% 7.45 64 81.25%
6/1/2012 - 8/1/2017 $93,290.00 65.15% 7.58 65 81.54%
5/1/2012 - 8/1/2017 $88,730.00 60.06% 5.73 67 79.10%
4/1/2012 - 8/1/2017 $88,270.00 59.56% 5.55 69 78.26%
3/1/2012 - 8/1/2017 $91,377.50 62.98% 5.71 70 78.57%
2/1/2012 - 8/1/2017 $91,377.50 62.98% 5.71 70 78.57%
1/1/2012 - 8/1/2017 $91,377.50 62.98% 5.71 70 78.57%
12/1/2011 - 8/1/2017 $91,377.50 62.98% 5.71 70 78.57%
11/1/2011 - 8/1/2017 $91,325.00 62.92% 5.69 71 77.46%
10/1/2011 - 8/1/2017 $90,375.00 61.86% 5.15 73 76.71%
9/1/2011 - 8/1/2017 $90,620.00 62.13% 5.16 74 77.03%
8/1/2011 - 8/1/2017 $84,572.50 55.68% 4.04 77 74.03%
7/1/2011 - 8/1/2017 $83,780.00 54.87% 3.93 77 74.03%
6/1/2011 - 8/1/2017 $83,780.00 54.87% 3.93 77 74.03%
5/1/2011 - 8/1/2017 $83,780.00 54.87% 3.93 77 74.03%
4/1/2011 - 8/1/2017 $83,780.00 54.87% 3.93 77 74.03%
3/1/2011 - 8/1/2017 $87,352.50 58.58% 3.99 81 72.84%
2/1/2011 - 8/1/2017 $89,472.50 60.87% 4.13 81 75.31%
1/1/2011 - 8/1/2017 $89,472.50 60.87% 4.13 81 75.31%
12/1/2010 - 8/1/2017 $89,472.50 60.87% 4.13 81 75.31%
11/1/2010 - 8/1/2017 $89,630.00 61.04% 4.13 82 75.61%
10/1/2010 - 8/1/2017 $89,630.00 61.04% 4.13 82 75.61%
9/1/2010 - 8/1/2017 $89,630.00 61.04% 4.13 82 75.61%
8/1/2010 - 8/1/2017 $90,007.50 61.45% 4.15 84 76.19%
7/1/2010 - 8/1/2017 $89,980.00 61.42% 4.14 85 75.29%
6/1/2010 - 8/1/2017 $89,497.50 60.89% 4.06 86 75.58%
5/1/2010 - 8/1/2017 $88,587.50 59.90% 3.61 91 74.73%
4/1/2010 - 8/1/2017 $88,747.50 60.08% 3.63 91 74.73%
3/1/2010 - 8/1/2017 $88,747.50 60.08% 3.63 91 74.73%
2/1/2010 - 8/1/2017 $90,177.50 61.64% 3.64 93 74.19%
1/1/2010 - 8/1/2017 $86,757.50 57.95% 3.31 94 73.40%
12/1/2009 - 8/1/2017 $86,757.50 57.95% 3.31 94 73.40%
11/1/2009 - 8/1/2017 $92,227.50 63.94% 3.46 96 73.96%
10/1/2009 - 8/1/2017 $94,137.50 66.14% 3.51 98 74.49%
9/1/2009 - 8/1/2017 $97,177.50 69.76% 3.59 100 75.00%
8/1/2009 - 8/1/2017 $97,177.50 69.76% 3.59 100 75.00%
7/1/2009 - 8/1/2017 $104,925.00 79.76% 3.63 104 74.04%
6/1/2009 - 8/1/2017 $105,857.50 81.05% 3.72 104 74.04%
5/1/2009 - 8/1/2017 $105,857.50 81.05% 3.72 104 74.04%
4/1/2009 - 8/1/2017 $103,577.50 77.94% 3.52 105 73.33%
3/1/2009 - 8/1/2017 $103,772.50 78.20% 3.52 106 73.58%
2/1/2009 - 8/1/2017 $104,065.00 78.59% 3.47 108 73.15%
1/1/2009 - 8/1/2017 $108,817.50 85.24% 3.64 112 74.11%
12/1/2008 - 8/1/2017 $108,817.50 85.24% 3.64 112 74.11%
11/1/2008 - 8/1/2017 $116,445.00 97.02% 3.83 114 74.56%
10/1/2008 - 8/1/2017 $119,285.00 101.79% 3.74 116 74.14%
9/1/2008 - 8/1/2017 $126,875.00 115.76% 3.92 121 75.21%
8/1/2008 - 8/1/2017 $124,420.00 111.04% 3.76 122 74.59%
7/1/2008 - 8/1/2017 $124,920.00 111.98% 3.73 124 75.00%
6/1/2008 - 8/1/2017 $125,152.50 112.43% 3.73 125 75.20%
5/1/2008 - 8/1/2017 $125,152.50 112.43% 3.73 125 75.20%
4/1/2008 - 8/1/2017 $126,360.00 114.76% 3.76 126 75.40%
3/1/2008 - 8/1/2017 $128,702.50 119.42% 3.81 128 75.00%
2/1/2008 - 8/1/2017 $128,920.00 119.87% 3.81 129 75.19%
1/1/2008 - 8/1/2017 $126,147.50 114.34% 3.44 134 74.63%
12/1/2007 - 8/1/2017 $128,465.00 118.94% 3.48 135 74.81%
11/1/2007 - 8/1/2017 $129,797.50 121.68% 3.51 136 75.00%
10/1/2007 - 8/1/2017 $131,255.00 124.75% 3.53 137 75.18%
9/1/2007 - 8/1/2017 $131,255.00 124.75% 3.53 137 75.18%
8/1/2007 - 8/1/2017 $132,815.00 128.13% 3.56 141 75.89%
7/1/2007 - 8/1/2017 $128,192.50 118.39% 3.31 142 73.94%
6/1/2007 - 8/1/2017 $131,420.00 125.10% 3.37 144 74.31%
5/1/2007 - 8/1/2017 $131,420.00 125.10% 3.37 144 74.31%
4/1/2007 - 8/1/2017 $131,420.00 125.10% 3.37 144 74.31%
3/1/2007 - 8/1/2017 $129,575.00 121.21% 3.26 146 73.29%
2/1/2007 - 8/1/2017 $131,055.00 124.32% 3.31 147 73.47%
1/1/2007 - 8/1/2017 $131,055.00 124.32% 3.31 147 73.47%
12/1/2006 - 8/1/2017 $131,535.00 125.35% 3.32 149 73.15%
11/1/2006 - 8/1/2017 $132,482.50 127.40% 3.34 149 73.83%
10/1/2006 - 8/1/2017 $132,482.50 127.40% 3.34 149 73.83%
9/1/2006 - 8/1/2017 $132,482.50 127.40% 3.34 149 73.83%
8/1/2006 - 8/1/2017 $132,482.50 127.40% 3.34 149 73.83%
7/1/2006 - 8/1/2017 $132,365.00 127.14% 3.33 150 73.33%
6/1/2006 - 8/1/2017 $132,060.00 126.48% 3.31 151 72.85%
5/1/2006 - 8/1/2017 $130,750.00 123.67% 3.24 153 71.90%
4/1/2006 - 8/1/2017 $132,840.00 128.18% 3.28 155 72.26%
3/1/2006 - 8/1/2017 $132,840.00 128.18% 3.28 155 72.26%
2/1/2006 - 8/1/2017 $132,840.00 128.18% 3.28 155 72.26%
1/1/2006 - 8/1/2017 $134,957.50 132.94% 3.31 157 72.61%
12/1/2005 - 8/1/2017 $134,942.50 132.91% 3.31 157 72.61%
11/1/2005 - 8/1/2017 $134,942.50 132.91% 3.31 157 72.61%
10/1/2005 - 8/1/2017 $134,387.50 131.64% 3.28 158 72.15%
9/1/2005 - 8/1/2017 $134,387.50 131.64% 3.28 158 72.15%
8/1/2005 - 8/1/2017 $134,427.50 131.73% 3.28 160 71.88%
7/1/2005 - 8/1/2017 $134,427.50 131.73% 3.28 160 71.88%
6/1/2005 - 8/1/2017 $134,385.00 131.64% 3.27 161 71.43%
5/1/2005 - 8/1/2017 $134,385.00 131.64% 3.27 161 71.43%
4/1/2005 - 8/1/2017 $134,980.00 133.00% 3.28 162 71.60%
3/1/2005 - 8/1/2017 $135,170.00 133.43% 3.29 164 71.95%
2/1/2005 - 8/1/2017 $137,137.50 138.06% 3.32 166 72.29%
1/1/2005 - 8/1/2017 $137,487.50 138.90% 3.31 168 71.43%
12/1/2004 - 8/1/2017 $137,487.50 138.90% 3.31 168 71.43%
11/1/2004 - 8/1/2017 $137,487.50 138.90% 3.31 168 71.43%
10/1/2004 - 8/1/2017 $137,695.00 139.40% 3.31 169 71.60%
9/1/2004 - 8/1/2017 $136,942.50 137.59% 3.27 170 71.18%
8/1/2004 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
7/1/2004 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
6/1/2004 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
5/1/2004 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
4/1/2004 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
3/1/2004 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
2/1/2004 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
1/1/2004 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
12/1/2003 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
11/1/2003 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
10/1/2003 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
9/1/2003 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
8/1/2003 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
7/1/2003 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
6/1/2003 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
5/1/2003 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
4/1/2003 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
3/1/2003 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
2/1/2003 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
1/1/2003 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
12/1/2002 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
11/1/2002 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
10/1/2002 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
9/1/2002 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
8/1/2002 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
7/1/2002 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
6/1/2002 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
5/1/2002 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
4/1/2002 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
3/1/2002 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
2/1/2002 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
1/1/2002 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
12/1/2001 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
11/1/2001 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
10/1/2001 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
9/1/2001 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
8/1/2001 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
7/1/2001 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
6/1/2001 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
5/1/2001 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
4/1/2001 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
3/1/2001 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
2/1/2001 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
1/1/2001 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
12/1/2000 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
11/1/2000 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
10/1/2000 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
9/1/2000 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
8/1/2000 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
7/1/2000 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
6/1/2000 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
5/1/2000 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
4/1/2000 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
3/1/2000 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
2/1/2000 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
1/1/2000 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
12/1/1999 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
11/1/1999 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
10/1/1999 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
9/1/1999 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
8/1/1999 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
7/1/1999 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
6/1/1999 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
5/1/1999 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
4/1/1999 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
3/1/1999 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
2/1/1999 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
1/1/1999 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
12/1/1998 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
11/1/1998 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
10/1/1998 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
9/1/1998 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
8/1/1998 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
7/1/1998 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
6/1/1998 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
5/1/1998 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
4/1/1998 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
3/1/1998 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
2/1/1998 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
1/1/1998 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
12/1/1997 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
11/1/1997 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
10/1/1997 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%
9/1/1997 - 8/1/2017 $136,472.50 136.47% 3.25 171 70.76%

Created by TradeStation: 8/13/2017 7:06:56 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID:

Performance Graphs - Equity Curve Line



Performance Graphs - Equity Curve Detailed



Performance Graphs - Equity Curve Area



Performance Graphs - Equity Curve Underwater(monthly)



Performance Graphs - Equity Curve Underwater(weekly)



Performance Graphs - Monthly Net Profit



Performance Graphs - Monthly Accumulative Net Profit



Performance Graphs - Average Profit by Month

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uD5/sNyz8mXc8mVDWOHLJlXPwFQWv/8AWU4tyRBBvGTO5XPwFXPwFXPwFXPwFXPwFXPwFNsff/aVc/AVc/AVc/AVc/AVc/AVc/AVc/AVc/AVc/AU0w+7+0lXPwFXPwFXPwFXPwFXPwFXPwFXPwFAQ+4/xKufgKufgKufgKufgKufgKufgKufgKIh9w/iVc/AVk+kfIJk8t6Z0n2oPwyKuysVnvM8EGNmBv0Bsj38Ysn20QsjhoLvroLvrRk+kfIWdJ9vW2+iyfSPkLMw6pt+1HHRGPGJ0Qi0aDjoONGT6R8hZ0n29bu9Fk+kfIWdJ9vW2+iyfSPWShVL632hFwcZId9FUrOq1t/BA1jIDYtvQc1rYAi1y1GY+ymozGf0tRmPstRmPstRmPstRmPstRmPstRmPstRmPstRmPstRmPstRmM/pajMfZajMfZajMfZajMfZajMfZajMfZajMZ/S1GY+y1GY+y1GY+y1GY+y1GY+y1GY+y1GY+y1GY+y1GY+yiozGf0tRmPstRmPstRmPstRmPstRmPstRmPstRmPspqMxn9LUZj7LUZj7LUZj7LUZj7LUZj7LUZj7LUZj7KajMZ/S1GY+yY07BHrZLGk74RNUSb1VqNq7oQNUSLqKtYVtyisJPFRoID2k7pUVhN96zXtdyPhznATvWc4DmgKwk3aCQ4Eb5RJIsvUgyPESSLL0CCIKv8AHeqoe0ndPyM5rjbMRYoqmTFscUS4C0XzoMo6LdVqqhp1pmNkJzjeT4ZbMxGrKD3AmDu4INEyQP4+/jcAheRMyRCymYTnWWLbbwjxZTMJzrLEL4tJsi1FrWiJNl1ibN8eEPqyBxWRMWg2/ZOcdlg/4rf/xAAsEAACAgEBCAICAwEBAQEAAAABEQAhMUEQMFFhcaHw8SDBgZFAULHR4YBg/9oACAEBAAE/If8A8oQIQADJM0lmi/w2hIMU0DpAQQAJyHDYMBE1Bfx0Mga1hICZAcAiAmCNhQgAgMzgcdgILRxmMiRoA7CYBc2kQAcEHZz7yAGCpxwQAz82LXBEw4IAYSAJJQGstG/F/hNLUadrYSAABlB67GdIZZwIQFCGb/CGsCMs4EIrANF5hdHmr1T8eKHCQAAMoPWFaMwGxEAQNgQGIAOQPGwEA1klQqEMgOZb44LoSwBLDgEh1gSNwieARt1CVQ4GRgFgDiYRBADgCcwAiAg4I/lCQwklAHScPyh1AT+pV65fLWnDnChOKPoHSVEBoHKv/IQGOkAJAf7BFMDWs5LgDogS5tgCp+Pqnmrn+4KYi5BRWDsVAUUHQ1qIYYVQJOcv+xAE4MN5vn9wgUZCfZHecpJLMZ6MQLG7h0i2v0HDwBQQyyWISXGolDuXHNxFIAucrH5gJgAJUATL6MzLz9N8YbR8aCfBhBRiAS0avlHZGeFn2hkAR0UiWSptwCwZgFlZpowhokUqhUBsABBZujwlTJUTdINAJgYZb4QsthiSs1pACKC4sHAEeiMk/k4OVA0hGbpUdYLTASl4/wDsYhUwLBE90QUxFBwDvbhiIUiPAEYSQVIos0ORxcRwpMcEsmIIGCngCMBjGA0SL/YmECDLRdDCHKJ9owklv1KYmkTPqISga2Ag2RxUEC5eglnPI5jlQZG7uusREEKlPU/UCNhMcAWjFYCIYahgtxF3j1HlECKGO90l8pAEE4Nanm1N/PzTDDDR/h8xHBO6TAND/iAEAADAH/wbkBCM0eUydCwhZ/cKfTnOa/8AJj5//rvK/cmc3/7FaSAYSEufOe7R7tHu0e7R7tHu0e7R7tHu0e7R7tHu0e7R7tHu0e7R7tHu0e7R7tHu0e7R7tHu0e7R7tHu0e7R7tHu0e7R7tHu0e7R7tHu0e7R7tHu0e7R7tHu0e7R7tHu0e7QRCYyXT+h8nx2RZeAYf1urHMu7art87HIurTrvushootv87g0XgUH9bgBpChldCexTw3D+h8nx2XYI9d0CyaIXf5koiiX23RMCQW0Om4dAj13BAUxqsH/ADZ4bh/QkGSGYLNMbLawum6DZZHKvmWwiOdbpkYE6obi0sLp81ETIDrvRRYgzQzQ/wA2eG4f0Pk+OyLLwDD+t1Y5l3bVdvnY5F1add91kNFFt/ncGi8Cg/r5FFKBktDBkSwt/MXBRoq2eG4fzBwMomP0dakHxOkBM65LFVm5wAdHb6ZhAHTBCFXieT47LsEeu6BZNELv8yURRL7bomBILaHTcOgR6/Dzf8ppBEGnhuGx2CPXZ4bh/MVTEX5KVpiJJWfk4gWiAQjqVNau9g1TpBdNUgdJZhDjszVGAETm+cxsUSsuucVLVzgCJzfOKuALU4qWrnAETm+cVcAWpxUtXOAInN84q4AtTjXHooAic3zirgC1OKlq5wBE5vnFXAFqcVLVzjAssll3ppwirgC1OKlq5wBE5vnFXAFqcVLVzgCJzfOKuALU4qWrnAETm+cSaJSsE6RUtXOAInN84q4AtTipaucAROb5xVwBanFS1c4wcGjkGKuALU4NUcWAEoQVocDhCo4EQEprCJ1T6hERWtnCEw7JOGyUkBAETm+c8Nw/ofJ8dkWXgGH9bqxzLu2q7fOxyLq0677rIaKLb/O4NF4FB/WwgCGbVE/Qc5pvmIdNwTYw407AsEDUDKWDINRsFl4Bh/Wzw3D+h8nx2XYI9d0CyaIXf5koiiX23RMCQW0Om4dAj12C4sTBFB9uH6LBq+LsEeuzw3D+hKNOw8mCmy2sLpug2WRyr5lsIjnW6ZGBOqG4tR1ChswdM2CUiBlLBkGo+VtYXTZ4bh/Q+T47IsvAMP63VjmXdtV2+djkXVp133WQ0UW3+dwO4qCqWH+7gWXgGH9bPDcP5lzVNCGWYOSMqVdAgiBuH0QOHlfUu2GRnUqBGjQWTJSACSAQVR5SiwdJwi/O8RGDNqACSAQVR5SvcJF0XiIjBm1ABJAIKo8pXuEi6LxERgzagAkgEFUeUr3CRdF4i3UdHrz7wASQCCqPKV7hIui8REYM2oAJIBBVHlK9wkXReIiMGbUVrURXI781le4SLovERGDNqACSAQVR5SvcJF0XiIjBm1ABJAIKo8pXuEi6LxERgzagAkgEFUeUYQAImRrERgzagAkgEFUeUr3CRdF4iIwZtQASQCCqPKV7hIui8REYM2oXCsljh2v0ZXuEi6LxERgzagAkgEFUeUr3CRdF4iIwZtQASQCCqPKV7hIui8ReamOfn3ABJAIKo8p4bh/MuROaGWQuaIuXVhgAAuH0QOFh/cqmGAnQueT47NtYXTdBssjlXzLYRHOt0yMCdUPmQFxtAfaFKpFMsm/s7i2sLps8Nw/ofJ8dkWXgGH9bqxzLu2q7fOxyLq0677rIaKLb/PzLiAIUB0AdOIMaqbTof+bgWXgGH9bPDcP6EBR0ZqzsOwR67oFk0Qu/zJRFEvtuiYEgtodPiRCZwfSepP8A2DUCp1CTHQI9dw7BHrs8Nw/ofJ8dm2sLpug2WRyr5lsIjnW6ZGBOqHxKM4aJqgaRauINhoJ1QVky0sLpuLawumzw3D+h8nx2RZeAYf1urHMu7art87HIurTrvushootv8/EVDNJEaJ9wDMhA9hovAoP63AsvAMP62eG4fzbrhdAEL/L9QLZAIQ1KmtXWgat0gqm6QGsowATQjBZtmAsmiF3lXQ4f90joEesBZNELvGU3FaGI6BHrAWTRC7xlNxWhiOgR6wFk0Qu8ZTcVoYjVq6F5/wAgLJohd4ym4rQxHQI9YCyaIXeMpuK0MR0CPWM1rJ1wzGU3FaGI6BHrAWTRC7xlNxWhiOgR6wFk0Qu8ZTcVoYjoEesBZNELvGU3FaGI6BHrAWTRC7xlNxWhiE0JVyVJj0gs8MRlNxWhiOgR6xq1dC8/5GU3FaGI6BHrAWTRC7xlNxWhiOgR6wFk0Qu8ZTcVoYjaEngukBZNELvPDcP5rZH1I9RrADOuCzV5qcAHZ2+uYSF0wAjVYnk+OzbWF03QbLI5V8y2ERzrdMjAnVD4HI0dnAqHcwIKAgNtpYXTcW1hdNnhuH8piCeIF+hB7csjBHUfLyfHZFl4Bh/W6scy7tqu3zsci6tOu+6yGii2/wA/AAKY1WR/nwNF4FB/W4Fl4Bh/Wzw3D+UhIEiOEccrhihDj1I50PkVLXGababHYI9d0CyaIXf5koiiX23RMCQW0Om03XkQL/YxGStfmO7+DoEeu4dgj12eG4bSiogD+J6WXpZell6WXpZWqwaKXpZell6WSQsHAUvSy9LL0svSy9LJRwBEFM8A5fNdBdkSDjTqi3STrI/4r9fLyfHZtrC6boNlkcq+ZbCI51umRgTqhtqzhppAAHHpNYSxL4WlhdNxbWF02eG4bfDcPkQPQSPEOEBrBq65WSv0ISAFEWhgF11eKBZCIMh3bHSEHBNwHoWn6+Xk+PzllQZ0OnD8QQECESCys+J+Xk+OyLLwDD+t1Y5l3bVdvnY5F1add91kNFFt/nbxBg2skP8AnxNF4FB/W4Fl4Bh/Wzw3Db4bh8wBAAg5BnIxQLceT4/OQoK262mhDgECS6rA2MvRv8NfzLdCQ6Q1U/Tbd608wHNxcwe7hUtcZptpA2WByuU4undc5aUF1gbLA5XMfAMOuctKC6wNlgcrmPgGHXOWlBdYGywOVzHwDDrnHTTiJgbLA5XMfAMOuctKC6wNlgcrmPgGHXOWlBdY24HkHlrMfAMOuctKC6wNlgcrmPgGHXOWlBdYGywOVzHwDDrnLSgusDZYHK4SYJUyOOMtKC6wNlgcrgqa84eR4c5aUF1gbLA5XMfAMOuctKC6x0mmhBmPgGHXOWlBdYGywOVzHwDDrnLSgusDZYHK5j4Bh1zjo0NUDZYHK54bht8NwgRAKag3j2skAt0FqesKFzaoN9Z7WT1yBPo7AYxlYQy/+R4GSrIxwhAgLznOsYJsnGiUreiIBcRS0DlQdr7muKl/4ZgBMCTySdahYpkV1+cwgipawufKLHmAENhWjAQs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Trade Graphs - Total Efficiency



Trade Graphs - Entry Efficiency



Trade Graphs - Exit Efficiency



Trade Graphs - Total Trades



Trade Graphs - Winning Trades



Trade Graphs - Losing Trades



Trade Graphs - Drawdown



Trade Graphs - Drawdown P/L



Trade Graphs - Maximum Adverse Excursion



Trade Graphs - Maximum Adverse Excursion Percent



Trade Graphs - Run-up



Trade Graphs - Run-up P/L



Trade Graphs - Maximum Favorable Excursion



Trade Graphs - Maximum Favorable Excursion Percent

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