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TradeStation TradeManager Performance Report Metrica II WFO Broker, @ES.D, 404 min., 9/11/1997 1:14:00 PM - 8/3/2018 1:14:00 PM
Display:
 
TradeStation Performance Summary Collapse
 
All Trades
 
Total Net Profit $143,455.00    Profit Factor 3.12
Gross Profit $211,032.50    Gross Loss ($67,577.50)
Roll Over Credit $0.00
Open Position Profit/Loss $0.00
Select Total Net Profit $143,455.00    Select Profit Factor 3.12
Select Gross Profit $211,032.50    Select Gross Loss ($67,577.50)
Adjusted Total Net Profit $115,372.25    Adjusted Profit Factor 2.50
Adjusted Gross Profit $192,232.23    Adjusted Gross Loss ($76,859.98)
Total Number of Trades 179    Percent Profitable 70.39%
Winning Trades 126    Losing Trades 53
Even Trades 0
Avg. Trade Net Profit $801.42    Ratio Avg. Win:Avg. Loss 1.31
Avg. Winning Trade $1,674.86    Avg. Losing Trade ($1,275.05)
Largest Winning Trade $5,370.00    Largest Losing Trade ($3,692.50)
Largest Winner as % of Gross Profit 2.54%    Largest Loser as % of Gross Loss 5.46%
Net Profit as % of Largest Loss 3885.04%
Slct. Net Profit as % of Largest Loss 3885.04%    Adj. Net Profit as % of Largest Loss 3124.50%
Max. Consecutive Winning Trades 15    Max. Consecutive Losing Trades 4
Avg. Bars in Winning Trades 7.00    Avg. Bars in Losing Trades 6.13
Avg. Bars in Total Trades 6.74
Max. Shares/Contracts Held 2    Account Size Required $9,510.00
Total Commission $5,370.00    Total Slippage $0.00
Return on Initial Capital 652.07%    Annual Rate of Return 10.04%
Buy and Hold Return 179.86%    Return on Account 1508.46%
Avg. Monthly Return $1,258.38    Std. Deviation of Monthly Return $2,760.13
Return Retracement Ratio 0.26    RINA Index 1174.64
Sharpe Ratio 0.35    K-Ratio n/a
Trading Period 20 Yrs, 1 Mth, 2 Dys    Percent of Time in the Market 14.51%
Time in the Market 2 Yrs, 10 Mths, 29 Dys    Longest Flat Period 132 Dys
Max. Equity Run-up $147,555.00
Date of Max. E. Run-up 07/10/18 13:14    Max. E. Run-up as % of Initial Capital 670.70%

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 48.57%    as % of Initial Capital 43.23%
Net Profit as % of Drawdown 1342.58%    Net Profit as % of Drawdown 1508.46%
Slct. Net Profit as % of Drawdown 1342.58%    Slct. Net Profit as % of Drawdown 1508.46%
Adj. Net Prof as % of Drawdown 1079.76%    Adj. Net Profit as % of Drawdown 1213.17%
Max. Trade Drawdown ($3,662.50)    
Long Trades
Total Net Profit $135,335.00    Profit Factor 3.27
Gross Profit $194,870.00    Gross Loss ($59,535.00)
Roll Over Credit $0.00
Open Position Profit/Loss $0.00
Select Total Net Profit $135,335.00    Select Profit Factor 3.27
Select Gross Profit $194,870.00    Select Gross Loss ($59,535.00)
Adjusted Total Net Profit $108,557.70    Adjusted Profit Factor 2.59
Adjusted Gross Profit $176,776.77    Adjusted Gross Loss ($68,219.07)
Total Number of Trades 163    Percent Profitable 71.17%
Winning Trades 116    Losing Trades 47
Even Trades 0
Avg. Trade Net Profit $830.28    Ratio Avg. Win:Avg. Loss 1.33
Avg. Winning Trade $1,679.91    Avg. Losing Trade ($1,266.70)
Largest Winning Trade $5,370.00    Largest Losing Trade ($3,692.50)
Largest Winner as % of Gross Profit 2.76%    Largest Loser as % of Gross Loss 6.20%
Max. Consecutive Winning Trades 15    Max. Consecutive Losing Trades 4
Avg. Bars in Winning Trades 7.12    Avg. Bars in Losing Trades 6.09
Avg. Bars in Total Trades 6.82
Max. Shares/Contracts Held 2    Account Size Required $7,162.50
Total Commission $4,890.00    Total Slippage $0.00
     
Net Profit as % of Largest Loss 3665.13%
Slct. Net Profit as % of Largest Loss 3665.13%    Adj. Net Profit as % of Largest Loss 2939.95%

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 44.30%    as % of Initial Capital 32.56%
Net Profit as % of Drawdown 1388.76%    Net Profit as % of Drawdown 1889.49%
Slct. Net Profit as % of Drawdown 1388.76%    Slct. Net Profit as % of Drawdown 1889.49%
Adj. Net Prof as % of Drawdown 1113.98%    Adj. Net Profit as % of Drawdown 1889.49%
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 6.20%
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 31.08%    as % of Initial Capital 21.17%
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: 8/3/2018 10:14:33 AM, 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 - 8/3/2018 1:14:00 PM
 TradeStation Trade Analysis Collapse
  All Trades
Winners
Losers
Total Number of Trades 179 126 53
Avg. Trade Net Profit $801.42 $1,674.86 ($1,275.05)
1 Std. Deviation of Avg. Trade $1,853.40 $1,367.38 $1,010.34
Avg. Trade + 1 Std. Deviation $2,654.82 $3,042.24 ($264.71)
Avg. Trade - 1 Std. Deviation ($1,051.97) $307.48 ($2,285.38)
Coefficient of Variation 231.26% 81.64% 79.24%
Time Averages
Avg. Time in Trades 8 Dys, 10 Hrs, 3 Mins 8 Dys, 20 Hrs, 45 Mins 7 Dys, 8 Hrs, 36 Mins
Avg. Time Between Trades 31 Dys, 22 Hrs, 17 Mins 33 Dys, 14 Hrs, 12 Mins 91 Dys, 11 Hrs, 32 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 $1,783.59 ($875.07)
1 Std. Deviation $1,342.46 $803.32
Avg. + 1 Std. Deviation $3,126.05 ($71.75)
Avg. - 1 Std. Deviation $441.13 ($1,678.39)
Coefficient of Variation 75.27% 91.80%
 
Efficiency Analysis Total
Entry
Exit
Avg. Efficiency 25.04% 64.71% 60.33%
1 Std. Deviation 54.96% 30.05% 33.25%
Avg. + 1 Std. Deviation 80.00% 94.76% 93.58%
Avg. - 1 Std. Deviation (29.93%) 34.65% 27.08%
Coefficient of Variation 219.52% 46.44% 55.11%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $5,370.00 ($3,692.50)
Largest Profit/Loss as % of Gross 2.54% 5.46%
Largest Consec. Profit/Loss $24,737.50 ($6,840.00)
Largest Consec. Profit/Loss as % of Gross 11.72% 10.12%

Winning Series

Number of Series

Avg. Gain per Series

Avg. Loss Next Trade

1 10 $1,207.50 ($1,693.75)
2 5 $1,457.50 ($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)
15 1 $1,649.17 ($2,280.00)

Losing Series

Number of Series

Avg. Loss per Series

Avg. Gain Next Trade

1 18 ($1,340.42) $1,531.11
2 11 ($1,249.89) $1,501.82
3 3 ($1,580.00) $1,895.00
4 1 ($433.13) $795.00

Created by TradeStation: 8/3/2018 10:14:33 AM, 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  $1,013.00  $0.00  1  ($117.50)  (0.17%)  $25.00  2.78%    $15.00  $0.00
   Sell  08/10/04 13:14  LongExit1  $1,011.25    ($87.50)  ($117.50)    ($875.00)  87.50%  (9.72%)  $15.00  $0.00
 2  Sell Short  08/30/04 13:14  Short #1  $1,033.00  $0.00  1  ($1,105.00)  (2.08%)  $200.00  15.38%    $15.00  $0.00
   Buy to Cover  09/02/04 13:14  ShortExit2  $1,054.50    ($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  $1,037.75  $0.00  1  $207.50  0.46%  $512.50  87.23%    $15.00  $0.00
   Sell  10/15/04 13:14  LongExit1  $1,042.50    $237.50  ($1,015.00)    ($75.00)  53.19%  40.43%  $15.00  $0.00
 4  Buy  01/04/05 13:14  Long #1  $1,123.00  $0.00  1  ($405.00)  (0.67%)  $337.50  31.40%    $15.00  $0.00
   Sell  01/19/05 13:14  LongExit2  $1,115.50    ($375.00)  ($1,420.00)    ($737.50)  33.72%  (34.88%)  $15.00  $0.00
 5  Buy  01/05/05 13:14  Long #2  $1,115.50  $0.00  1  ($30.00)  0.00%  $712.50  66.28%    $15.00  $0.00
   Sell  01/19/05 13:14  LongExit2  $1,115.50    $0.00  ($1,450.00)    ($362.50)  33.72%  0.00%  $15.00  $0.00
 6  Buy  01/24/05 13:14  Long #1  $1,097.75  $0.00  1  $1,782.50  3.30%  $1,937.50  100.00%    $15.00  $0.00
   Sell  02/07/05 13:14  LongExit3  $1,134.00    $1,812.50  $332.50    $0.00  93.55%  93.55%  $15.00  $0.00
 7  Buy  02/22/05 13:14  Long #1  $1,116.75  $0.00  1  $970.00  1.79%  $1,425.00  100.00%    $15.00  $0.00
   Sell  02/28/05 13:14  LongExit2  $1,136.75    $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  $1,102.50  $0.00  1  $95.00  0.23%  $462.50  74.00%    $15.00  $0.00
   Sell  03/28/05 13:14  LongExit2  $1,105.00    $125.00  $1,397.50    ($162.50)  46.00%  20.00%  $15.00  $0.00
 9  Buy  03/23/05 13:14  Long #2  $1,102.50  $0.00  1  $95.00  0.23%  $462.50  97.37%    $15.00  $0.00
   Sell  03/28/05 13:14  LongExit2  $1,105.00    $125.00  $1,492.50    ($12.50)  28.95%  26.32%  $15.00  $0.00
 10  Buy  04/15/05 13:14  Long #1  $1,070.75  $0.00  1  $595.00  1.17%  $687.50  87.30%    $15.00  $0.00
   Sell  04/19/05 13:14  LongExit1  $1,083.25    $625.00  $2,087.50    ($100.00)  92.06%  79.37%  $15.00  $0.00
 11  Buy  06/27/05 13:14  Long #1  $1,118.50  $0.00  1  ($42.50)  (0.02%)  $625.00  86.21%    $15.00  $0.00
   Sell  06/30/05 13:14  LongExit2  $1,118.25    ($12.50)  $2,045.00    ($100.00)  12.07%  (1.72%)  $15.00  $0.00
 12  Buy  08/24/05 13:14  Long #1  $1,132.75  $0.00  1  ($92.50)  (0.11%)  $275.00  38.60%    $15.00  $0.00
   Sell  08/30/05 13:14  LongExit2  $1,131.50    ($62.50)  $1,952.50    ($437.50)  52.63%  (8.77%)  $15.00  $0.00
 13  Buy  08/26/05 13:14  Long #2  $1,128.25  $0.00  1  $132.50  0.29%  $500.00  70.18%    $15.00  $0.00
   Sell  08/30/05 13:14  LongExit2  $1,131.50    $162.50  $2,085.00    ($212.50)  52.63%  22.81%  $15.00  $0.00
 14  Buy  10/05/05 13:14  Long #1  $1,116.50  $0.00  1  ($555.00)  (0.94%)  $325.00  18.44%    $15.00  $0.00
   Sell  10/14/05 13:14  LongExit1  $1,106.00    ($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  $1,160.50  $0.00  1  $1,382.50  2.43%  $1,487.50  96.75%    $15.00  $0.00
   Sell  01/04/06 13:14  LongExit2  $1,188.75    $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  $1,173.25  $0.00  1  $720.00  1.28%  $1,325.00  89.83%    $15.00  $0.00
   Sell  01/31/06 13:14  LongExit2  $1,188.25    $750.00  $3,632.50    ($150.00)  61.02%  50.85%  $15.00  $0.00
 17  Buy  04/11/06 13:14  Long #1  $1,191.50  $0.00  1  $1,020.00  1.76%  $1,550.00  81.05%    $15.00  $0.00
   Sell  04/24/06 13:14  LongExit2  $1,212.50    $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  $1,190.50  $0.00  1  $1,070.00  1.85%  $1,600.00  100.00%    $15.00  $0.00
   Sell  04/24/06 13:14  LongExit2  $1,212.50    $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  $1,192.00  $0.00  1  ($1,217.50)  (1.99%)  $362.50  16.76%    $15.00  $0.00
   Sell  05/19/06 13:14  LongExit1  $1,168.25    ($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  $1,160.25  $0.00  1  ($92.50)  (0.11%)  $700.00  47.06%    $15.00  $0.00
   Sell  05/24/06 13:14  LongExit1  $1,159.00    ($62.50)  $4,412.50    ($787.50)  48.74%  (4.20%)  $15.00  $0.00
 21  Buy  06/12/06 13:14  Long #1  $1,133.50  $0.00  1  ($305.00)  (0.49%)  $437.50  33.98%    $15.00  $0.00
   Sell  06/14/06 13:14  LongExit1  $1,128.00    ($275.00)  $4,107.50    ($850.00)  44.66%  (21.36%)  $15.00  $0.00
 22  Buy  07/13/06 13:14  Long #1  $1,135.00  $0.00  1  ($117.50)  (0.15%)  $87.50  9.33%    $15.00  $0.00
   Sell  07/18/06 13:14  LongExit1  $1,133.25    ($87.50)  $3,990.00    ($850.00)  81.33%  (9.33%)  $15.00  $0.00
 23  Buy  11/27/06 13:14  Long #1  $1,259.25  $0.00  1  $795.00  1.31%  $1,262.50  87.83%    $15.00  $0.00
   Sell  12/01/06 13:14  LongExit2  $1,275.75    $825.00  $4,785.00    ($175.00)  69.57%  57.39%  $15.00  $0.00
 24  Buy  12/22/06 13:14  Long #1  $1,284.50  $0.00  1  $632.50  1.03%  $900.00  100.00%    $15.00  $0.00
   Sell  12/28/06 13:14  LongExit2  $1,297.75    $662.50  $5,417.50    $0.00  73.61%  73.61%  $15.00  $0.00
 25  Buy  02/12/07 13:14  Long #1  $1,301.75  $0.00  1  $757.50  1.21%  $1,337.50  100.00%    $15.00  $0.00
   Sell  02/23/07 13:14  LongExit2  $1,317.50    $787.50  $6,175.00    $0.00  58.88%  58.88%  $15.00  $0.00
 26  Buy  02/27/07 13:14  Long #1  $1,257.75  $0.00  1  ($780.00)  (1.19%)  $1,237.50  52.11%    $15.00  $0.00
   Sell  03/13/07 13:14  LongExit2  $1,242.75    ($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  $1,249.00  $0.00  1  ($342.50)  (0.50%)  $1,325.00  65.43%    $15.00  $0.00
   Sell  03/13/07 13:14  LongExit2  $1,242.75    ($312.50)  $5,052.50    ($700.00)  19.14%  (15.43%)  $15.00  $0.00
 28  Buy  06/07/07 13:14  Long #1  $1,338.50  $0.00  1  $2,357.50  3.57%  $2,550.00  99.03%    $15.00  $0.00
   Sell  06/18/07 13:14  LongExit3  $1,386.25    $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  $1,334.25  $0.00  1  $870.00  1.35%  $1,575.00  88.11%    $15.00  $0.00
   Sell  06/29/07 13:14  LongExit2  $1,352.25    $900.00  $8,280.00    ($212.50)  62.24%  50.35%  $15.00  $0.00
 30  Buy  07/24/07 13:14  Long #1  $1,359.25  $0.00  1  ($2,280.00)  (3.31%)  $425.00  15.89%    $15.00  $0.00
   Sell  07/26/07 13:14  Stop Loss  $1,314.25    ($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  $1,322.75  $0.00  1  ($880.00)  (1.29%)  $425.00  16.75%    $15.00  $0.00
   Sell  08/01/07 13:14  LongExit1  $1,305.75    ($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  $1,317.00  $0.00  1  ($592.50)  (0.85%)  $687.50  27.36%    $15.00  $0.00
   Sell  08/01/07 13:14  LongExit1  $1,305.75    ($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  $1,250.50  $0.00  1  $432.50  0.74%  $900.00  30.77%    $15.00  $0.00
   Sell  08/16/07 13:14  LongExit1  $1,259.75    $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  $1,304.75  $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  $1,299.00    $287.50  $5,217.50    $0.00  16.67%  16.67%  $15.00  $0.00
 35  Buy  10/19/07 13:14  Long #1  $1,329.00  $0.00  1  $1,457.50  2.24%  $2,212.50  78.67%    $15.00  $0.00
   Sell  10/30/07 13:14  LongExit2  $1,358.75    $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  $1,278.25  $0.00  1  $1,332.50  2.13%  $1,512.50  65.41%    $15.00  $0.00
   Sell  11/13/07 13:14  LongExit1  $1,305.50    $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  $1,300.25  $0.00  1  $1,570.00  2.46%  $1,662.50  47.50%    $15.00  $0.00
   Buy to Cover  12/17/07 13:14  ShortExit1  $1,268.25    $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  $1,302.00  $0.00  1  $1,570.00  2.46%  $2,050.00  83.25%    $15.00  $0.00
   Buy to Cover  01/02/08 13:14  Long #1  $1,270.00    $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  $1,270.00  $0.00  1  ($2,280.00)  (3.54%)  $337.50  13.04%    $15.00  $0.00
   Sell  01/07/08 13:14  Stop Loss  $1,225.00    ($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  $1,208.75  $0.00  1  $695.00  1.20%  $987.50  62.70%    $15.00  $0.00
   Sell  01/09/08 13:14  LongExit1  $1,223.25    $725.00  $9,562.50    ($587.50)  83.33%  46.03%  $15.00  $0.00
 41  Buy  01/17/08 13:14  Long #1  $1,151.75  $0.00  1  ($3,692.50)  (6.36%)  $775.00  17.46%    $15.00  $0.00
   Sell  01/22/08 13:14  Stop Loss  $1,078.50    ($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  $1,119.50  $0.00  1  $1,682.50  3.06%  $1,850.00  49.66%    $15.00  $0.00
   Sell  01/23/08 13:14  LongExit1  $1,153.75    $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  $1,191.00  $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  $1,185.75    $262.50  $7,785.00    $0.00  8.54%  8.54%  $15.00  $0.00
 44  Buy  02/29/08 13:14  Long #1  $1,147.50  $0.00  1  ($42.50)  (0.02%)  $475.00  25.00%    $15.00  $0.00
   Sell  03/05/08 13:14  LongExit1  $1,147.25    ($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  $1,087.75  $0.00  1  $2,370.00  4.41%  $2,412.50  100.00%    $15.00  $0.00
   Sell  03/11/08 13:14  LongExit1  $1,135.75    $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  $1,170.00  $0.00  1  $1,207.50  2.12%  $1,412.50  75.33%    $15.00  $0.00
   Buy to Cover  04/11/08 13:14  ShortExit1  $1,145.25    $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  $1,146.50  $0.00  1  $232.50  0.46%  $837.50  75.28%    $15.00  $0.00
   Sell  06/12/08 13:14  LongExit1  $1,151.75    $262.50  $11,552.50    ($275.00)  48.31%  23.60%  $15.00  $0.00
 48  Buy  07/02/08 13:14  Long #1  $1,070.50  $0.00  1  $532.50  1.05%  $650.00  37.14%    $15.00  $0.00
   Sell  07/08/08 13:14  LongExit1  $1,081.75    $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  $1,036.50  $0.00  1  $657.50  1.33%  $875.00  38.46%    $15.00  $0.00
   Sell  07/16/08 13:14  LongExit1  $1,050.25    $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  $1,060.50  $0.00  1  ($2,280.00)  (4.24%)  $987.50  30.50%    $15.00  $0.00
   Buy to Cover  08/08/08 13:14  Stop Loss  $1,105.50    ($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  $1,074.25  $0.00  1  $1,457.50  2.77%  $1,575.00  45.99%    $15.00  $0.00
   Buy to Cover  09/04/08 13:14  Long #1  $1,044.50    $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  $1,044.50  $0.00  1  $220.00  0.48%  $425.00  29.57%    $15.00  $0.00
   Sell  09/05/08 13:14  LongExit1  $1,049.50    $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  $1,003.25  $0.00  1  $945.00  1.94%  $1,212.50  45.12%    $15.00  $0.00
   Sell  09/16/08 13:14  LongExit1  $1,022.75    $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  $970.50  $0.00  1  $1,945.00  4.07%  $2,737.50  66.36%    $15.00  $0.00
   Sell  09/18/08 13:14  LongExit1  $1,010.00    $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  $928.25  $0.00  1  $2,157.50  4.71%  $2,700.00  100.00%    $15.00  $0.00
   Sell  09/30/08 13:14  LongExit1  $972.00    $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  $858.50  $0.00  1  ($2,280.00)  (5.24%)  $1,300.00  36.62%    $15.00  $0.00
   Sell  10/07/08 13:14  Stop Loss  $813.50    ($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  $642.00  $0.00  1  $5,120.00  16.04%  $5,362.50  100.00%    $15.00  $0.00
   Sell  10/28/08 13:14  LongExit1  $745.00    $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  $763.25  $0.00  1  $5,145.00  13.56%  $5,412.50  100.00%    $15.00  $0.00
   Buy to Cover  11/12/08 13:14  ShortExit1  $659.75    $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  $552.00  $0.00  1  $2,482.50  9.10%  $2,837.50  89.72%    $15.00  $0.00
   Sell  11/21/08 13:14  LongExit1  $602.25    $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  $711.50  $0.00  1  $1,807.50  5.17%  $2,212.50  89.39%    $15.00  $0.00
   Buy to Cover  01/12/09 13:14  Long #1  $674.75    $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  $674.75  $0.00  1  $7.50  0.11%  $312.50  39.06%    $15.00  $0.00
   Sell  01/13/09 13:14  LongExit1  $675.50    $37.50  $29,470.00    ($487.50)  65.63%  4.69%  $15.00  $0.00
 62  Buy  01/14/09 13:14  Long #1  $646.00  $0.00  1  $470.00  1.55%  $850.00  39.31%    $15.00  $0.00
   Sell  01/16/09 13:14  LongExit1  $656.00    $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  $611.00  $0.00  1  $1,620.00  5.40%  $1,725.00  90.79%    $15.00  $0.00
   Sell  01/21/09 13:14  LongExit1  $644.00    $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  $649.75  $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  $649.75    $0.00  $31,530.00    ($275.00)  13.92%  0.00%  $15.00  $0.00
 65  Buy  02/23/09 13:14  Long #1  $551.75  $0.00  1  $1,170.00  4.35%  $1,500.00  96.00%    $15.00  $0.00
   Sell  02/24/09 13:14  LongExit1  $575.75    $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  $511.50  $0.00  1  $195.00  0.88%  $962.50  55.80%    $15.00  $0.00
   Sell  03/04/09 13:14  LongExit1  $516.00    $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  $642.75  $0.00  1  ($2,280.00)  (7.00%)  $462.50  17.05%    $15.00  $0.00
   Buy to Cover  04/29/09 13:14  Stop Loss  $687.75    ($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  $722.25  $0.00  1  ($742.50)  (1.97%)  $1,012.50  46.02%    $15.00  $0.00
   Sell  07/02/09 13:14  LongExit2  $708.00    ($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  $719.50  $0.00  1  ($605.00)  (1.60%)  $1,150.00  52.27%    $15.00  $0.00
   Sell  07/02/09 13:14  LongExit2  $708.00    ($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  $693.25  $0.00  1  $5,007.50  14.53%  $5,050.00  88.02%    $15.00  $0.00
   Sell  07/27/09 13:14  LongExit2  $794.00    $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  $693.00  $0.00  1  $5,020.00  14.57%  $5,062.50  91.01%    $15.00  $0.00
   Sell  07/27/09 13:14  LongExit2  $794.00    $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  $810.25  $0.00  1  $1,482.50  3.73%  $1,512.50  85.82%    $15.00  $0.00
   Sell  09/09/09 13:14  LongExit3  $840.50    $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  $808.75  $0.00  1  $1,557.50  3.93%  $1,587.50  90.71%    $15.00  $0.00
   Sell  09/09/09 13:14  LongExit3  $840.50    $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  $846.75  $0.00  1  $970.00  2.36%  $1,437.50  68.86%    $15.00  $0.00
   Sell  10/07/09 13:14  LongExit3  $866.75    $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  $840.25  $0.00  1  $1,295.00  3.15%  $1,762.50  99.30%    $15.00  $0.00
   Sell  10/07/09 13:14  LongExit3  $866.75    $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  $857.50  $0.00  1  $2,395.00  5.66%  $3,225.00  83.50%    $15.00  $0.00
   Sell  11/12/09 13:14  LongExit2  $906.00    $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  $851.00  $0.00  1  $2,720.00  6.46%  $3,550.00  91.91%    $15.00  $0.00
   Sell  11/12/09 13:14  LongExit2  $906.00    $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  $935.00  $0.00  1  ($2,280.00)  (4.81%)  $0.00  0.00%    $15.00  $0.00
   Sell  01/29/10 13:14  Stop Loss  $890.00    ($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  $914.00  $0.00  1  ($1,480.00)  (3.17%)  $537.50  25.44%    $15.00  $0.00
   Sell  02/04/10 13:14  LongExit2  $885.00    ($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  $879.00  $0.00  1  $1,770.00  4.10%  $2,762.50  100.00%    $15.00  $0.00
   Sell  02/23/10 13:14  LongExit3  $915.00    $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  $1,009.50  $0.00  1  ($2,280.00)  (4.46%)  $1,237.50  35.48%    $15.00  $0.00
   Sell  05/06/10 13:14  Stop Loss  $964.50    ($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  $1,000.75  $0.00  1  ($2,280.00)  (4.50%)  $12.50  0.55%    $15.00  $0.00
   Sell  05/06/10 13:14  Stop Loss  $955.75    ($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  $949.75  $0.00  1  $1,182.50  2.55%  $2,000.00  56.34%    $15.00  $0.00
   Sell  05/11/10 13:14  LongExit3  $974.00    $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  $934.75  $0.00  1  $1,932.50  4.20%  $2,750.00  100.00%    $15.00  $0.00
   Sell  05/11/10 13:14  LongExit3  $974.00    $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  $898.75  $0.00  1  $695.00  1.61%  $900.00  48.00%    $15.00  $0.00
   Sell  05/21/10 13:14  LongExit1  $913.25    $725.00  $46,975.00    ($975.00)  90.67%  38.67%  $15.00  $0.00
 86  Buy  06/24/10 13:14  Long #1  $903.25  $0.00  1  $120.00  0.33%  $425.00  50.75%    $15.00  $0.00
   Sell  06/25/10 13:14  LongExit1  $906.25    $150.00  $47,095.00    ($412.50)  67.16%  17.91%  $15.00  $0.00
 87  Buy  06/29/10 13:14  Long #1  $868.75  $0.00  1  ($630.00)  (1.38%)  $362.50  19.21%    $15.00  $0.00
   Sell  07/06/10 13:14  LongExit1  $856.75    ($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  $917.50  $0.00  1  $195.00  0.49%  $662.50  41.09%    $15.00  $0.00
   Sell  08/17/10 13:14  LongExit1  $922.00    $225.00  $46,660.00    ($950.00)  72.87%  13.95%  $15.00  $0.00
 89  Buy  08/24/10 13:14  Long #1  $882.50  $0.00  1  $182.50  0.48%  $375.00  36.14%    $15.00  $0.00
   Sell  08/25/10 13:14  LongExit1  $886.75    $212.50  $46,842.50    ($662.50)  84.34%  20.48%  $15.00  $0.00
 90  Buy  11/16/10 13:14  Long #1  $1,012.25  $0.00  1  $157.50  0.37%  $1,237.50  93.40%    $15.00  $0.00
   Sell  11/23/10 13:14  LongExit2  $1,016.00    $187.50  $47,000.00    ($87.50)  20.75%  14.15%  $15.00  $0.00
 91  Buy  02/23/11 13:14  Long #1  $1,148.75  $0.00  1  $682.50  1.24%  $1,287.50  64.38%    $15.00  $0.00
   Sell  03/04/11 13:14  LongExit2  $1,163.00    $712.50  $47,682.50    ($712.50)  71.25%  35.63%  $15.00  $0.00
 92  Buy  02/24/11 13:14  Long #2  $1,145.75  $0.00  1  $832.50  1.51%  $1,437.50  92.74%    $15.00  $0.00
   Sell  03/04/11 13:14  LongExit2  $1,163.00    $862.50  $48,515.00    ($112.50)  62.90%  55.65%  $15.00  $0.00
 93  Buy  03/15/11 13:14  Long #1  $1,121.75  $0.00  1  $1,582.50  2.87%  $1,675.00  51.54%    $15.00  $0.00
   Sell  03/25/11 13:14  LongExit3  $1,154.00    $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  $1,101.50  $0.00  1  $2,595.00  4.77%  $2,687.50  100.00%    $15.00  $0.00
   Sell  03/25/11 13:14  LongExit3  $1,154.00    $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  $1,152.00  $0.00  1  ($2,280.00)  (3.91%)  $675.00  23.08%    $15.00  $0.00
   Sell  08/02/11 13:14  Stop Loss  $1,107.00    ($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  $1,149.75  $0.00  1  ($2,280.00)  (3.91%)  $375.00  14.29%    $15.00  $0.00
   Sell  08/02/11 13:14  Stop Loss  $1,104.75    ($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  $1,050.25  $0.00  1  ($2,280.00)  (4.28%)  $887.50  28.29%    $15.00  $0.00
   Sell  08/08/11 13:14  Stop Loss  $1,005.25    ($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  $981.00  $0.00  1  $245.00  0.56%  $637.50  58.62%    $15.00  $0.00
   Sell  09/23/11 13:14  LongExit1  $986.50    $275.00  $46,097.50    ($450.00)  66.67%  25.29%  $15.00  $0.00
 99  Buy  10/03/11 13:14  Long #1  $945.75  $0.00  1  $1,345.00  2.91%  $1,612.50  62.32%    $15.00  $0.00
   Sell  10/04/11 13:14  LongExit1  $973.25    $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  $1,053.00  $0.00  1  ($2,280.00)  (4.27%)  $425.00  15.89%    $15.00  $0.00
   Buy to Cover  10/24/11 13:14  Stop Loss  $1,098.00    ($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  $1,104.75  $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  $1,105.50    ($37.50)  $45,095.00    ($37.50)  0.00%  (1.99%)  $15.00  $0.00
 102  Buy  03/06/12 13:14  Long #1  $1,206.50  $0.00  1  $3,107.50  5.20%  $3,562.50  100.00%    $15.00  $0.00
   Sell  03/20/12 13:14  LongExit2  $1,269.25    $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  $1,245.00  $0.00  1  ($667.50)  (1.02%)  $675.00  37.24%    $15.00  $0.00
   Sell  04/23/12 13:14  LongExit2  $1,232.25    ($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  $1,227.50  $0.00  1  $207.50  0.39%  $1,550.00  89.21%    $15.00  $0.00
   Sell  04/23/12 13:14  LongExit2  $1,232.25    $237.50  $47,742.50    ($187.50)  24.46%  13.67%  $15.00  $0.00
 105  Buy  05/04/12 13:14  Long #1  $1,233.50  $0.00  1  ($2,280.00)  (3.65%)  $325.00  12.62%    $15.00  $0.00
   Sell  05/17/12 13:14  Stop Loss  $1,188.50    ($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  $1,228.75  $0.00  1  ($2,280.00)  (3.66%)  $212.50  8.63%    $15.00  $0.00
   Sell  05/17/12 13:14  Stop Loss  $1,183.75    ($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  $1,145.00  $0.00  1  $1,757.50  3.12%  $2,712.50  84.44%    $15.00  $0.00
   Sell  06/08/12 13:14  LongExit3  $1,180.75    $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  $1,206.00  $0.00  1  $2,507.50  4.21%  $2,887.50  94.29%    $15.00  $0.00
   Sell  07/30/12 13:14  LongExit2  $1,256.75    $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  $1,276.25  $0.00  1  $1,320.00  2.12%  $1,925.00  87.50%    $15.00  $0.00
   Sell  09/10/12 13:14  LongExit2  $1,303.25    $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  $1,273.00  $0.00  1  $1,482.50  2.38%  $2,087.50  94.89%    $15.00  $0.00
   Sell  09/10/12 13:14  LongExit2  $1,303.25    $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  $1,310.75  $0.00  1  $1,107.50  1.74%  $1,925.00  100.00%    $15.00  $0.00
   Sell  10/08/12 13:14  LongExit2  $1,333.50    $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  $1,290.75  $0.00  1  ($117.50)  (0.14%)  $1,162.50  69.92%    $15.00  $0.00
   Sell  11/02/12 13:14  LongExit2  $1,289.00    ($87.50)  $51,240.00    ($500.00)  24.81%  (5.26%)  $15.00  $0.00
 113  Buy  10/24/12 13:14  Long #2  $1,288.25  $0.00  1  $7.50  0.06%  $1,287.50  77.44%    $15.00  $0.00
   Sell  11/02/12 13:14  LongExit2  $1,289.00    $37.50  $51,247.50    ($375.00)  24.81%  2.26%  $15.00  $0.00
 114  Buy  12/28/12 13:14  Long #1  $1,277.00  $0.00  1  $5,370.00  8.46%  $5,587.50  100.00%    $15.00  $0.00
   Sell  01/25/13 13:14  LongExit2  $1,385.00    $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  $1,523.75  $0.00  1  $620.00  0.85%  $950.00  36.54%    $15.00  $0.00
   Sell  06/10/13 13:14  LongExit2  $1,536.75    $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  $1,503.25  $0.00  1  $1,645.00  2.23%  $1,975.00  75.96%    $15.00  $0.00
   Sell  06/10/13 13:14  LongExit2  $1,536.75    $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  $1,484.25  $0.00  1  $4,332.50  5.88%  $4,775.00  75.64%    $15.00  $0.00
   Sell  07/16/13 13:14  LongExit2  $1,571.50    $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  $1,466.75  $0.00  1  $5,207.50  7.14%  $5,650.00  100.00%    $15.00  $0.00
   Sell  07/16/13 13:14  LongExit2  $1,571.50    $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  $1,556.75  $0.00  1  ($167.50)  (0.18%)  $550.00  34.92%    $15.00  $0.00
   Sell  08/26/13 13:14  LongExit2  $1,554.00    ($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  $1,551.75  $0.00  1  $82.50  0.14%  $800.00  50.79%    $15.00  $0.00
   Sell  08/26/13 13:14  LongExit2  $1,554.00    $112.50  $68,337.50    ($775.00)  56.35%  7.14%  $15.00  $0.00
 121  Buy  10/08/13 13:14  Long #1  $1,557.50  $0.00  1  $2,307.50  3.00%  $2,787.50  83.83%    $15.00  $0.00
   Sell  10/15/13 13:14  LongExit3  $1,604.25    $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  $1,555.25  $0.00  1  $2,420.00  3.15%  $2,900.00  100.00%    $15.00  $0.00
   Sell  10/15/13 13:14  LongExit3  $1,604.25    $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  $1,690.50  $0.00  1  $907.50  1.11%  $1,387.50  100.00%    $15.00  $0.00
   Sell  12/10/13 13:14  LongExit2  $1,709.25    $937.50  $73,972.50    $0.00  67.57%  67.57%  $15.00  $0.00
 124  Buy  12/12/13 13:14  Long #1  $1,681.75  $0.00  1  $3,270.00  3.92%  $3,562.50  89.91%    $15.00  $0.00
   Sell  12/30/13 13:14  LongExit2  $1,747.75    $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  $1,681.00  $0.00  1  $3,307.50  3.97%  $3,600.00  90.85%    $15.00  $0.00
   Sell  12/30/13 13:14  LongExit2  $1,747.75    $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  $1,696.00  $0.00  1  ($2,280.00)  (2.65%)  $537.50  19.28%    $15.00  $0.00
   Sell  02/03/14 13:14  Stop Loss  $1,651.00    ($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  $1,688.25  $0.00  1  $2,870.00  3.44%  $3,237.50  59.95%    $15.00  $0.00
   Sell  02/18/14 13:14  LongExit3  $1,746.25    $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  $1,646.75  $0.00  1  $4,945.00  6.04%  $5,312.50  98.38%    $15.00  $0.00
   Sell  02/18/14 13:14  LongExit3  $1,746.25    $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  $1,760.50  $0.00  1  $607.50  0.72%  $1,337.50  75.89%    $15.00  $0.00
   Sell  03/19/14 13:14  LongExit2  $1,773.25    $637.50  $86,692.50    ($425.00)  60.28%  36.17%  $15.00  $0.00
 130  Buy  03/14/14 13:14  Long #2  $1,752.50  $0.00  1  $1,007.50  1.18%  $1,737.50  100.00%    $15.00  $0.00
   Sell  03/19/14 13:14  LongExit2  $1,773.25    $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  $1,758.00  $0.00  1  $1,032.50  1.21%  $2,037.50  56.99%    $15.00  $0.00
   Sell  04/25/14 13:14  LongExit2  $1,779.25    $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  $1,747.50  $0.00  1  $1,557.50  1.82%  $2,562.50  71.68%    $15.00  $0.00
   Sell  04/25/14 13:14  LongExit2  $1,779.25    $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  $1,854.00  $0.00  1  $3,482.50  3.79%  $3,800.00  73.79%    $15.00  $0.00
   Sell  08/27/14 13:14  LongExit2  $1,924.25    $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  $1,846.50  $0.00  1  $3,857.50  4.21%  $4,175.00  81.07%    $15.00  $0.00
   Sell  08/27/14 13:14  LongExit2  $1,924.25    $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  $1,833.50  $0.00  1  ($1,217.50)  (1.30%)  $387.50  18.90%    $15.00  $0.00
   Sell  10/14/14 13:14  LongExit1  $1,809.75    ($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  $1,783.25  $0.00  1  $82.50  0.13%  $1,087.50  46.28%    $15.00  $0.00
   Sell  10/16/14 13:14  LongExit1  $1,785.50    $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  $1,961.75  $0.00  1  ($2,280.00)  (2.29%)  $1,500.00  40.00%    $15.00  $0.00
   Sell  12/15/14 13:14  Stop Loss  $1,916.75    ($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  $1,934.50  $0.00  1  $3,520.00  3.67%  $3,550.00  70.82%    $15.00  $0.00
   Sell  12/19/14 13:14  LongExit3  $2,005.50    $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  $1,905.75  $0.00  1  $4,957.50  5.23%  $4,987.50  100.00%    $15.00  $0.00
   Sell  12/19/14 13:14  LongExit3  $2,005.50    $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  $1,937.50  $0.00  1  $2,745.00  2.86%  $3,287.50  100.00%    $15.00  $0.00
   Sell  01/09/15 13:14  LongExit3  $1,993.00    $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  $1,933.00  $0.00  1  $2,757.50  2.88%  $3,425.00  87.82%    $15.00  $0.00
   Sell  01/23/15 13:14  LongExit3  $1,988.75    $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  $2,013.25  $0.00  1  ($505.00)  (0.47%)  $2,175.00  57.05%    $15.00  $0.00
   Sell  03/25/15 13:14  LongExit2  $2,003.75    ($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  $1,984.50  $0.00  1  $932.50  0.97%  $3,612.50  94.75%    $15.00  $0.00
   Sell  03/25/15 13:14  LongExit2  $2,003.75    $962.50  $108,622.50    ($200.00)  30.49%  25.25%  $15.00  $0.00
 144  Buy  06/29/15 13:14  Long #1  $2,008.25  $0.00  1  $2,882.50  2.90%  $3,775.00  82.74%    $15.00  $0.00
   Sell  07/21/15 13:14  LongExit3  $2,066.50    $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  $1,998.50  $0.00  1  $3,370.00  3.40%  $4,262.50  98.27%    $15.00  $0.00
   Sell  07/21/15 13:14  LongExit3  $2,066.50    $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  $2,021.75  $0.00  1  $1,332.50  1.35%  $2,212.50  94.15%    $15.00  $0.00
   Sell  08/03/15 13:14  LongExit2  $2,049.00    $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  $1,984.50  $0.00  1  ($2,280.00)  (2.27%)  $0.00  0.00%    $15.00  $0.00
   Sell  08/21/15 13:14  Stop Loss  $1,939.50    ($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  $1,899.50  $0.00  1  $732.50  0.80%  $1,775.00  85.54%    $15.00  $0.00
   Buy to Cover  09/24/15 13:14  ShortExit1  $1,884.25    $762.50  $114,660.00    ($300.00)  51.20%  36.75%  $15.00  $0.00
 149  Buy  09/28/15 13:14  Long #1  $1,841.00  $0.00  1  $1,470.00  1.63%  $1,812.50  73.98%    $15.00  $0.00
   Sell  09/30/15 13:14  LongExit1  $1,871.00    $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  $2,007.50  $0.00  1  $2,020.00  2.04%  $2,687.50  67.19%    $15.00  $0.00
   Sell  11/30/15 13:14  LongExit2  $2,048.50    $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  $1,977.00  $0.00  1  $395.00  0.43%  $662.50  40.77%    $15.00  $0.00
   Sell  12/14/15 13:14  LongExit1  $1,985.50    $425.00  $118,545.00    ($962.50)  85.38%  26.15%  $15.00  $0.00
 152  Buy  01/07/16 13:14  Long #1  $1,909.50  $0.00  1  ($542.50)  (0.54%)  $912.50  30.04%    $15.00  $0.00
   Sell  01/12/16 13:14  LongExit1  $1,899.25    ($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  $1,872.00  $0.00  1  $2,182.50  2.36%  $3,787.50  75.75%    $15.00  $0.00
   Buy to Cover  02/08/16 13:14  Long #1  $1,827.75    $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  $1,827.75  $0.00  1  ($217.50)  (0.21%)  $525.00  27.63%    $15.00  $0.00
   Sell  02/09/16 13:14  LongExit1  $1,824.00    ($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  $2,042.25  $0.00  1  ($17.50)  0.01%  $1,062.50  46.20%    $15.00  $0.00
   Sell  05/11/16 13:14  LongExit2  $2,042.50    $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  $2,041.00  $0.00  1  $45.00  0.07%  $1,125.00  48.91%    $15.00  $0.00
   Sell  05/11/16 13:14  LongExit2  $2,042.50    $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  $2,063.50  $0.00  1  ($2,280.00)  (2.18%)  $1,775.00  44.10%    $15.00  $0.00
   Sell  06/24/16 13:14  Stop Loss  $2,018.50    ($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  $2,059.50  $0.00  1  ($2,280.00)  (2.18%)  $1,975.00  46.75%    $15.00  $0.00
   Sell  06/24/16 13:14  Stop Loss  $2,014.50    ($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  $2,160.75  $0.00  1  $532.50  0.52%  $937.50  58.59%    $15.00  $0.00
   Sell  09/08/16 13:14  LongExit2  $2,172.00    $562.50  $115,967.50    ($662.50)  76.56%  35.16%  $15.00  $0.00
 160  Buy  09/01/16 13:14  Long #2  $2,160.25  $0.00  1  $557.50  0.54%  $962.50  100.00%    $15.00  $0.00
   Sell  09/08/16 13:14  LongExit2  $2,172.00    $587.50  $116,525.00    $0.00  61.04%  61.04%  $15.00  $0.00
 161  Buy  09/09/16 13:14  Long #1  $2,116.00  $0.00  1  $1,132.50  1.10%  $2,800.00  89.96%    $15.00  $0.00
   Sell  09/26/16 13:14  LongExit2  $2,139.25    $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  $2,114.25  $0.00  1  $1,220.00  1.18%  $2,887.50  99.14%    $15.00  $0.00
   Sell  09/26/16 13:14  LongExit2  $2,139.25    $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  $2,122.75  $0.00  1  $2,957.50  2.81%  $3,200.00  58.99%    $15.00  $0.00
   Sell  11/18/16 13:14  LongExit3  $2,182.50    $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  $2,105.25  $0.00  1  $3,832.50  3.67%  $4,075.00  75.12%    $15.00  $0.00
   Sell  11/18/16 13:14  LongExit3  $2,182.50    $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  $2,239.50  $0.00  1  $1,420.00  1.29%  $2,100.00  100.00%    $15.00  $0.00
   Sell  01/12/17 13:14  LongExit2  $2,268.50    $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  $2,349.50  $0.00  1  $820.00  0.72%  $1,237.50  50.77%    $15.00  $0.00
   Sell  03/31/17 13:14  LongExit2  $2,366.50    $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  $2,347.75  $0.00  1  $907.50  0.80%  $1,325.00  54.36%    $15.00  $0.00
   Sell  03/31/17 13:14  LongExit2  $2,366.50    $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  $2,349.50  $0.00  1  $2,070.00  1.79%  $2,637.50  74.56%    $15.00  $0.00
   Sell  05/03/17 13:14  LongExit2  $2,391.50    $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  $2,333.75  $0.00  1  $2,857.50  2.47%  $3,425.00  100.00%    $15.00  $0.00
   Sell  05/03/17 13:14  LongExit2  $2,391.50    $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  $2,365.25  $0.00  1  $2,620.00  2.24%  $3,000.00  90.57%    $15.00  $0.00
   Sell  05/30/17 13:14  LongExit2  $2,418.25    $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  $2,447.00  $0.00  1  $195.00  0.18%  $1,837.50  63.09%    $15.00  $0.00
   Sell  08/23/17 13:14  LongExit2  $2,451.50    $225.00  $136,557.50    ($1,075.00)  44.64%  7.73%  $15.00  $0.00
 172  Buy  08/17/17 13:14  Long #2  $2,439.25  $0.00  1  $582.50  0.50%  $1,225.00  64.05%    $15.00  $0.00
   Sell  08/23/17 13:14  LongExit2  $2,451.50    $612.50  $137,140.00    ($687.50)  67.97%  32.03%  $15.00  $0.00
 173  Buy  11/15/17 13:14  Long #1  $2,576.00  $0.00  1  $3,032.50  2.38%  $3,125.00  100.00%    $15.00  $0.00
   Sell  11/28/17 13:14  LongExit2  $2,637.25    $3,062.50  $140,172.50    $0.00  98.00%  98.00%  $15.00  $0.00
 174  Buy  02/02/18 13:14  Long #1  $2,767.50  $0.00  1  ($2,280.00)  (1.63%)  $212.50  8.63%    $15.00  $0.00
   Sell  02/05/18 13:14  Stop Loss  $2,722.50    ($2,250.00)  $137,892.50    ($2,250.00)  0.00%  (91.37%)  $15.00  $0.00
 175  Buy  03/22/18 13:14  Long #1  $2,647.25  $0.00  1  ($2,280.00)  (1.70%)  $762.50  25.31%    $15.00  $0.00
   Sell  03/23/18 13:14  Stop Loss  $2,602.25    ($2,250.00)  $135,612.50    ($2,250.00)  0.00%  (74.69%)  $15.00  $0.00
 176  Buy  05/29/18 13:14  Long #1  $2,695.25  $0.00  1  $3,645.00  2.73%  $4,400.00  100.00%    $15.00  $0.00
   Sell  06/08/18 13:14  LongExit3  $2,768.75    $3,675.00  $139,257.50    $0.00  83.52%  83.52%  $15.00  $0.00
 177  Buy  06/21/18 13:14  Long #1  $2,753.25  $0.00  1  ($2,280.00)  (1.63%)  $762.50  25.31%    $15.00  $0.00
   Sell  06/25/18 13:14  Stop Loss  $2,708.25    ($2,250.00)  $136,977.50    ($2,250.00)  0.00%  (74.69%)  $15.00  $0.00
 178  Buy  06/25/18 13:14  Long #1  $2,720.50  $0.00  1  $2,870.00  2.13%  $3,862.50  74.10%    $15.00  $0.00
   Sell  07/11/18 13:14  LongExit4  $2,778.50    $2,900.00  $139,847.50    ($1,350.00)  81.53%  55.64%  $15.00  $0.00
 179  Buy  06/27/18 13:14  Long #2  $2,705.75  $0.00  1  $3,607.50  2.69%  $4,600.00  88.25%    $15.00  $0.00
   Sell  07/11/18 13:14  LongExit4  $2,778.50    $3,637.50  $143,455.00    ($612.50)  81.53%  69.78%  $15.00  $0.00

--==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 - 8/3/2018 1:14:00 PM
TradeStation Periodical Returns: Annual 
 
Mark-To-Market Period Analysis:

Period

Net Profit % Gain Profit Factor # Trades % Profitable

Last 12 month

$7,092.50 4.48% 2.04 9 66.67%
1/1/2018 $3,282.50 2.02% 1.48 6 50.00%
1/1/2017 $14,520.00 9.83% 100.00 9 100.00%
1/1/2016 $7,107.50 5.06% 2.33 14 57.14%
1/1/2015 $15,852.50 12.71% 6.69 12 83.33%
1/1/2014 $22,142.50 21.59% 4.83 14 78.57%
1/1/2013 $27,480.00 36.61% 165.06 12 91.67%
1/1/2012 $7,975.00 11.89% 2.49 13 69.23%
1/1/2011 ($1,905.00) (2.76%) 0.79 11 54.55%
1/1/2010 ($2,715.00) (3.79%) 0.70 13 61.54%
1/1/2009 $22,060.00 44.43% 7.03 18 77.78%
1/1/2008 $17,330.00 53.61% 2.64 22 77.27%
1/1/2007 $4,907.50 17.90% 2.01 14 64.29%
1/1/2006 $3,902.50 16.60% 3.25 10 60.00%
1/1/2005 $2,530.00 12.06% 3.22 12 50.00%
1/1/2004 ($1,015.00) (4.61%) 0.17 3 33.33%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
1/1/2018 - Today $3,282.50 2.02% 1.48 6 50.00%
1/1/2017 - 1/1/2018 $17,802.50 12.06% 3.60 15 80.00%
1/1/2016 - 1/1/2018 $24,910.00 17.72% 3.05 28 71.43%
1/1/2015 - 1/1/2018 $40,762.50 32.69% 3.72 40 75.00%
1/1/2014 - 1/1/2018 $62,905.00 61.34% 4.03 54 75.93%
1/1/2013 - 1/1/2018 $90,385.00 120.40% 5.32 66 78.79%
1/1/2012 - 1/1/2018 $98,360.00 146.60% 4.75 78 76.92%
1/1/2011 - 1/1/2018 $96,455.00 139.79% 3.72 89 74.16%
1/1/2010 - 1/1/2018 $93,740.00 130.71% 3.11 102 72.55%
1/1/2009 - 1/1/2018 $115,800.00 233.21% 3.41 120 73.33%
1/1/2008 - 1/1/2018 $133,130.00 411.85% 3.27 142 73.94%
1/1/2007 - 1/1/2018 $138,037.50 503.46% 3.17 155 72.90%
1/1/2006 - 1/1/2018 $141,940.00 603.61% 3.18 165 72.12%
1/1/2005 - 1/1/2018 $144,470.00 688.44% 3.18 176 71.02%
1/1/2004 - 1/1/2018 $143,455.00 652.07% 3.12 179 70.39%
1/1/2003 - 1/1/2018 $143,455.00 652.07% 3.12 179 70.39%
1/1/2002 - 1/1/2018 $143,455.00 652.07% 3.12 179 70.39%
1/1/2001 - 1/1/2018 $143,455.00 652.07% 3.12 179 70.39%
1/1/2000 - 1/1/2018 $143,455.00 652.07% 3.12 179 70.39%
1/1/1999 - 1/1/2018 $143,455.00 652.07% 3.12 179 70.39%
1/1/1998 - 1/1/2018 $143,455.00 652.07% 3.12 179 70.39%
1/1/1997 - 1/1/2018 $143,455.00 652.07% 3.12 179 70.39%

Created by TradeStation: 8/3/2018 10:14:33 AM, 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 - 8/3/2018 1:14:00 PM
TradeStation Periodical Returns: Monthly

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

%Profitable

January $1,095.25 4.98% 66.67%
February $1,416.11 1.77% 66.67%
March $905.25 1.19% 63.16%
April $941.11 1.13% 76.92%
May ($439.64) (0.58%) 50.00%
June $646.14 0.65% 71.43%
July $2,345.23 3.17% 52.17%
August ($70.83) (0.09%) 57.69%
September $2,589.29 3.26% 94.44%
October $885.50 1.14% 50.00%
November $2,761.00 4.08% 92.86%
December $2,333.44 2.79% 71.43%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

7/1/2018 $5,595.00 3.50% 100.00 2 100.00%
6/1/2018 $1,537.50 0.97% 1.67 4 75.00%
5/1/2018 $710.00 0.45% 100.00 1 100.00%
3/1/2018 ($2,280.00) (1.43%) 0.00 1 0.00%
2/1/2018 ($2,280.00) (1.41%) 0.00 1 0.00%
11/1/2017 $3,032.50 1.91% 100.00 1 100.00%
8/1/2017 $777.50 0.49% 100.00 2 100.00%
5/1/2017 $2,965.00 1.91% 100.00 3 100.00%
4/1/2017 $4,582.50 3.04% 100.00 2 100.00%
3/1/2017 $1,727.50 1.16% 100.00 2 100.00%
1/1/2017 $1,435.00 0.97% 100.00 1 100.00%
12/1/2016 ($15.00) (0.01%) 0.00 1 0.00%
11/1/2016 $6,805.00 4.83% 100.00 2 100.00%
10/1/2016 ($15.00) (0.01%) 0.00 1 0.00%
9/1/2016 $3,370.00 2.45% 100.00 4 100.00%
8/1/2016 $72.50 0.05% 100.00 1 100.00%
6/1/2016 ($4,560.00) (3.21%) 0.00 2 0.00%
5/1/2016 $42.50 0.03% 18.00 2 50.00%
4/1/2016 ($15.00) (0.01%) 0.00 1 0.00%
2/1/2016 $1,965.00 1.40% 10.03 2 50.00%
1/1/2016 ($542.50) (0.39%) 0.00 1 0.00%
12/1/2015 $395.00 0.28% 100.00 1 100.00%
11/1/2015 $2,020.00 1.46% 100.00 1 100.00%
9/1/2015 $2,202.50 1.62% 100.00 2 100.00%
8/1/2015 ($2,707.50) (1.95%) 0.00 2 0.00%
7/1/2015 $7,827.50 5.98% 100.00 3 100.00%
6/1/2015 $185.00 0.14% 100.00 1 100.00%
3/1/2015 $427.50 0.33% 1.85 2 50.00%
1/1/2015 $5,502.50 4.41% 100.00 2 100.00%
12/1/2014 $6,197.50 5.23% 3.72 3 66.67%
10/1/2014 ($1,135.00) (0.95%) 0.07 2 50.00%
8/1/2014 $7,355.00 6.55% 100.00 2 100.00%
7/1/2014 ($15.00) (0.01%) 0.00 1 0.00%
4/1/2014 $2,590.00 2.36% 100.00 2 100.00%
3/1/2014 $1,615.00 1.49% 100.00 2 100.00%
2/1/2014 $5,552.50 5.42% 3.67 3 66.67%
1/1/2014 ($17.50) (0.02%) 0.91 2 50.00%
12/1/2013 $7,485.00 7.87% 100.00 3 100.00%
10/1/2013 $4,727.50 5.23% 100.00 2 100.00%
8/1/2013 ($85.00) (0.09%) 0.49 2 50.00%
7/1/2013 $7,195.00 8.64% 100.00 2 100.00%
6/1/2013 $4,625.00 5.88% 100.00 4 100.00%
5/1/2013 ($15.00) (0.02%) 0.00 1 0.00%
1/1/2013 $3,547.50 4.73% 100.00 1 100.00%
12/1/2012 $1,822.50 2.49% 100.00 1 100.00%
11/1/2012 $270.00 0.37% 100.00 2 100.00%
10/1/2012 $367.50 0.51% 1.97 3 33.33%
9/1/2012 $2,430.00 3.46% 100.00 3 100.00%
8/1/2012 $732.50 1.05% 100.00 2 100.00%
7/1/2012 $2,507.50 3.75% 100.00 1 100.00%
6/1/2012 $1,757.50 2.70% 100.00 1 100.00%
5/1/2012 ($4,560.00) (6.54%) 0.00 2 0.00%
4/1/2012 ($460.00) (0.66%) 0.31 2 50.00%
3/1/2012 $3,107.50 4.63% 100.00 1 100.00%
11/1/2011 ($52.50) (0.08%) 0.00 1 0.00%
10/1/2011 ($950.00) (1.40%) 0.59 3 33.33%
9/1/2011 $245.00 0.36% 100.00 1 100.00%
8/1/2011 ($6,047.50) (8.18%) 0.00 3 0.00%
7/1/2011 ($792.50) (1.06%) 0.00 2 0.00%
3/1/2011 $3,572.50 5.02% 6.90 4 50.00%
2/1/2011 $2,120.00 3.07% 100.00 2 100.00%
11/1/2010 $157.50 0.23% 100.00 1 100.00%
8/1/2010 $377.50 0.55% 100.00 2 100.00%
7/1/2010 ($27.50) (0.04%) 0.00 1 0.00%
6/1/2010 ($482.50) (0.70%) 0.20 2 50.00%
5/1/2010 ($910.00) (1.30%) 0.81 5 60.00%
4/1/2010 $160.00 0.23% 100.00 1 100.00%
2/1/2010 $1,430.00 2.09% 5.21 2 50.00%
1/1/2010 ($3,420.00) (4.77%) 0.00 2 0.00%
11/1/2009 $5,470.00 8.26% 100.00 2 100.00%
10/1/2009 $1,910.00 2.97% 6.38 4 50.00%
9/1/2009 $3,040.00 4.96% 100.00 2 100.00%
7/1/2009 $7,747.50 14.47% 4.40 4 50.00%
6/1/2009 $932.50 1.77% 100.00 2 100.00%
4/1/2009 ($2,280.00) (4.15%) 0.00 1 0.00%
3/1/2009 $195.00 0.36% 100.00 1 100.00%
2/1/2009 $292.50 0.54% 1.33 2 50.00%
1/1/2009 $4,752.50 9.57% 100.00 5 100.00%
11/1/2008 $7,627.50 18.15% 100.00 2 100.00%
10/1/2008 $2,840.00 7.25% 2.25 2 50.00%
9/1/2008 $7,590.00 24.02% 100.00 5 100.00%
8/1/2008 ($2,455.00) (7.21%) 0.00 2 0.00%
7/1/2008 $500.00 1.49% 1.72 3 66.67%
6/1/2008 $232.50 0.70% 100.00 1 100.00%
4/1/2008 $1,207.50 3.76% 100.00 1 100.00%
3/1/2008 $2,342.50 7.87% 86.18 2 50.00%
2/1/2008 $217.50 0.74% 15.50 2 50.00%
1/1/2008 ($2,772.50) (8.58%) 0.54 5 60.00%
12/1/2007 $2,317.50 7.72% 100.00 2 100.00%
11/1/2007 $1,332.50 4.65% 100.00 1 100.00%
10/1/2007 $1,457.50 5.36% 100.00 1 100.00%
8/1/2007 $1,560.00 6.08% 100.00 4 100.00%
7/1/2007 ($4,622.50) (15.27%) 0.00 3 0.00%
6/1/2007 $3,227.50 11.93% 100.00 2 100.00%
3/1/2007 ($1,845.00) (6.38%) 0.00 2 0.00%
2/1/2007 $1,480.00 5.40% 100.00 2 100.00%
12/1/2006 $480.00 1.78% 4.15 2 50.00%
11/1/2006 $947.50 3.65% 100.00 1 100.00%
7/1/2006 ($117.50) (0.45%) 0.00 1 0.00%
6/1/2006 ($305.00) (1.15%) 0.00 1 0.00%
5/1/2006 ($1,310.00) (4.73%) 0.00 2 0.00%
4/1/2006 $2,090.00 8.15% 100.00 2 100.00%
1/1/2006 $2,117.50 9.00% 100.00 2 100.00%
12/1/2005 ($15.00) (0.06%) 0.00 1 0.00%
10/1/2005 ($555.00) (2.30%) 0.00 1 0.00%
8/1/2005 $40.00 0.17% 1.43 2 50.00%
6/1/2005 ($42.50) (0.18%) 0.00 1 0.00%
4/1/2005 $595.00 2.53% 100.00 1 100.00%
3/1/2005 $190.00 0.82% 100.00 2 100.00%
2/1/2005 $1,967.50 9.22% 100.00 2 100.00%
1/1/2005 $350.00 1.67% 1.80 3 33.33%
10/1/2004 $207.50 1.00% 100.00 1 100.00%
9/1/2004 ($752.50) (3.50%) 0.00 1 0.00%
8/1/2004 ($470.00) (2.14%) 0.00 2 0.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

7/1/2018 - Today $5,595.00 3.50% 100.00 2 100.00%
6/1/2018 - 7/1/2018 $7,132.50 4.51% 4.13 4 75.00%
5/1/2018 - 7/1/2018 $7,842.50 4.98% 4.44 4 75.00%
4/1/2018 - 7/1/2018 $7,842.50 4.98% 4.44 4 75.00%
3/1/2018 - 7/1/2018 $5,562.50 3.48% 2.22 5 60.00%
2/1/2018 - 7/1/2018 $3,282.50 2.02% 1.48 6 50.00%
1/1/2018 - 7/1/2018 $3,282.50 2.02% 1.48 6 50.00%
12/1/2017 - 7/1/2018 $3,282.50 2.02% 1.48 6 50.00%
11/1/2017 - 7/1/2018 $6,315.00 3.97% 1.92 7 57.14%
10/1/2017 - 7/1/2018 $6,315.00 3.97% 1.92 7 57.14%
9/1/2017 - 7/1/2018 $6,315.00 3.97% 1.92 7 57.14%
8/1/2017 - 7/1/2018 $7,092.50 4.48% 2.04 9 66.67%
7/1/2017 - 7/1/2018 $7,092.50 4.48% 2.04 9 66.67%
6/1/2017 - 7/1/2018 $7,092.50 4.48% 2.04 9 66.67%
5/1/2017 - 7/1/2018 $10,057.50 6.47% 2.47 12 75.00%
4/1/2017 - 7/1/2018 $14,640.00 9.71% 3.14 12 75.00%
3/1/2017 - 7/1/2018 $16,367.50 10.98% 3.39 14 78.57%
2/1/2017 - 7/1/2018 $16,367.50 10.98% 3.39 14 78.57%
1/1/2017 - 7/1/2018 $17,802.50 12.06% 3.60 15 80.00%
12/1/2016 - 7/1/2018 $17,787.50 12.05% 3.60 15 80.00%
11/1/2016 - 7/1/2018 $24,592.50 17.46% 4.60 17 82.35%
10/1/2016 - 7/1/2018 $24,577.50 17.45% 4.59 17 82.35%
9/1/2016 - 7/1/2018 $27,947.50 20.32% 5.09 21 85.71%
8/1/2016 - 7/1/2018 $28,020.00 20.39% 5.10 21 85.71%
7/1/2016 - 7/1/2018 $28,020.00 20.39% 5.10 21 85.71%
6/1/2016 - 7/1/2018 $23,460.00 16.52% 3.06 23 78.26%
5/1/2016 - 7/1/2018 $23,502.50 16.56% 3.06 25 76.00%
4/1/2016 - 7/1/2018 $23,487.50 16.54% 3.06 25 76.00%
3/1/2016 - 7/1/2018 $23,487.50 16.54% 3.06 25 76.00%
2/1/2016 - 7/1/2018 $25,452.50 18.18% 3.19 27 74.07%
1/1/2016 - 7/1/2018 $24,910.00 17.72% 3.05 28 71.43%
12/1/2015 - 7/1/2018 $25,305.00 18.06% 3.08 29 72.41%
11/1/2015 - 7/1/2018 $27,325.00 19.78% 3.24 30 73.33%
10/1/2015 - 7/1/2018 $27,325.00 19.78% 3.24 30 73.33%
9/1/2015 - 7/1/2018 $29,527.50 21.72% 3.42 32 75.00%
8/1/2015 - 7/1/2018 $26,820.00 19.35% 2.80 34 70.59%
7/1/2015 - 7/1/2018 $34,647.50 26.49% 3.40 36 75.00%
6/1/2015 - 7/1/2018 $34,832.50 26.67% 3.41 36 75.00%
5/1/2015 - 7/1/2018 $34,832.50 26.67% 3.41 36 75.00%
4/1/2015 - 7/1/2018 $34,832.50 26.67% 3.41 36 75.00%
3/1/2015 - 7/1/2018 $35,260.00 27.08% 3.36 38 73.68%
2/1/2015 - 7/1/2018 $35,260.00 27.08% 3.36 38 73.68%
1/1/2015 - 7/1/2018 $40,762.50 32.69% 3.72 40 75.00%
12/1/2014 - 7/1/2018 $46,960.00 39.63% 3.72 43 74.42%
11/1/2014 - 7/1/2018 $46,960.00 39.63% 3.72 43 74.42%
10/1/2014 - 7/1/2018 $45,825.00 38.31% 3.48 45 73.33%
9/1/2014 - 7/1/2018 $45,825.00 38.31% 3.48 45 73.33%
8/1/2014 - 7/1/2018 $53,180.00 47.37% 3.88 47 74.47%
7/1/2014 - 7/1/2018 $53,165.00 47.35% 3.88 47 74.47%
6/1/2014 - 7/1/2018 $53,165.00 47.35% 3.88 47 74.47%
5/1/2014 - 7/1/2018 $53,165.00 47.35% 3.88 47 74.47%
4/1/2014 - 7/1/2018 $55,755.00 50.82% 4.02 49 75.51%
3/1/2014 - 7/1/2018 $57,370.00 53.08% 4.11 51 76.47%
2/1/2014 - 7/1/2018 $62,922.50 61.37% 4.06 54 75.93%
1/1/2014 - 7/1/2018 $62,905.00 61.34% 4.03 54 75.93%
12/1/2013 - 7/1/2018 $70,390.00 74.04% 4.39 57 77.19%
11/1/2013 - 7/1/2018 $70,390.00 74.04% 4.39 57 77.19%
10/1/2013 - 7/1/2018 $75,117.50 83.15% 4.62 59 77.97%
9/1/2013 - 7/1/2018 $75,117.50 83.15% 4.62 59 77.97%
8/1/2013 - 7/1/2018 $75,032.50 82.98% 4.59 61 77.05%
7/1/2013 - 7/1/2018 $82,227.50 98.80% 4.93 63 77.78%
6/1/2013 - 7/1/2018 $86,852.50 110.50% 5.15 65 78.46%
5/1/2013 - 7/1/2018 $86,837.50 110.46% 5.15 65 78.46%
4/1/2013 - 7/1/2018 $86,837.50 110.46% 5.15 65 78.46%
3/1/2013 - 7/1/2018 $86,837.50 110.46% 5.15 65 78.46%
2/1/2013 - 7/1/2018 $86,837.50 110.46% 5.15 65 78.46%
1/1/2013 - 7/1/2018 $90,385.00 120.40% 5.32 66 78.79%
12/1/2012 - 7/1/2018 $92,207.50 125.88% 5.41 66 78.79%
11/1/2012 - 7/1/2018 $92,477.50 126.72% 5.42 68 79.41%
10/1/2012 - 7/1/2018 $92,845.00 127.87% 5.42 69 78.26%
9/1/2012 - 7/1/2018 $95,275.00 135.76% 5.53 71 78.87%
8/1/2012 - 7/1/2018 $96,007.50 138.24% 5.57 71 78.87%
7/1/2012 - 7/1/2018 $98,515.00 147.17% 5.69 72 79.17%
6/1/2012 - 7/1/2018 $100,272.50 153.83% 5.77 73 79.45%
5/1/2012 - 7/1/2018 $95,712.50 137.24% 4.74 75 77.33%
4/1/2012 - 7/1/2018 $95,252.50 135.68% 4.63 77 76.62%
3/1/2012 - 7/1/2018 $98,360.00 146.60% 4.75 78 76.92%
2/1/2012 - 7/1/2018 $98,360.00 146.60% 4.75 78 76.92%
1/1/2012 - 7/1/2018 $98,360.00 146.60% 4.75 78 76.92%
12/1/2011 - 7/1/2018 $98,360.00 146.60% 4.75 78 76.92%
11/1/2011 - 7/1/2018 $98,307.50 146.41% 4.74 79 75.95%
10/1/2011 - 7/1/2018 $97,357.50 142.97% 4.40 81 75.31%
9/1/2011 - 7/1/2018 $97,602.50 143.85% 4.41 82 75.61%
8/1/2011 - 7/1/2018 $91,555.00 123.89% 3.64 85 72.94%
7/1/2011 - 7/1/2018 $90,762.50 121.51% 3.56 85 72.94%
6/1/2011 - 7/1/2018 $90,762.50 121.51% 3.56 85 72.94%
5/1/2011 - 7/1/2018 $90,762.50 121.51% 3.56 85 72.94%
4/1/2011 - 7/1/2018 $90,762.50 121.51% 3.56 85 72.94%
3/1/2011 - 7/1/2018 $94,335.00 132.64% 3.62 89 71.91%
2/1/2011 - 7/1/2018 $96,455.00 139.79% 3.72 89 74.16%
1/1/2011 - 7/1/2018 $96,455.00 139.79% 3.72 89 74.16%
12/1/2010 - 7/1/2018 $96,455.00 139.79% 3.72 89 74.16%
11/1/2010 - 7/1/2018 $96,612.50 140.34% 3.73 90 74.44%
10/1/2010 - 7/1/2018 $96,612.50 140.34% 3.73 90 74.44%
9/1/2010 - 7/1/2018 $96,612.50 140.34% 3.73 90 74.44%
8/1/2010 - 7/1/2018 $96,990.00 141.66% 3.74 92 75.00%
7/1/2010 - 7/1/2018 $96,962.50 141.57% 3.73 93 74.19%
6/1/2010 - 7/1/2018 $96,480.00 139.88% 3.67 94 74.47%
5/1/2010 - 7/1/2018 $95,570.00 136.75% 3.34 99 73.74%
4/1/2010 - 7/1/2018 $95,730.00 137.30% 3.36 99 73.74%
3/1/2010 - 7/1/2018 $95,730.00 137.30% 3.36 99 73.74%
2/1/2010 - 7/1/2018 $97,160.00 142.27% 3.37 101 73.27%
1/1/2010 - 7/1/2018 $93,740.00 130.71% 3.11 102 72.55%
12/1/2009 - 7/1/2018 $93,740.00 130.71% 3.11 102 72.55%
11/1/2009 - 7/1/2018 $99,210.00 149.76% 3.23 104 73.08%
10/1/2009 - 7/1/2018 $101,120.00 157.18% 3.28 106 73.58%
9/1/2009 - 7/1/2018 $104,160.00 169.93% 3.35 108 74.07%
8/1/2009 - 7/1/2018 $104,160.00 169.93% 3.35 108 74.07%
7/1/2009 - 7/1/2018 $111,907.50 208.99% 3.40 112 73.21%
6/1/2009 - 7/1/2018 $112,840.00 214.46% 3.47 112 73.21%
5/1/2009 - 7/1/2018 $112,840.00 214.46% 3.47 112 73.21%
4/1/2009 - 7/1/2018 $110,560.00 201.40% 3.30 113 72.57%
3/1/2009 - 7/1/2018 $110,755.00 202.48% 3.31 114 72.81%
2/1/2009 - 7/1/2018 $111,047.50 204.10% 3.27 116 72.41%
1/1/2009 - 7/1/2018 $115,800.00 233.21% 3.41 120 73.33%
12/1/2008 - 7/1/2018 $115,800.00 233.21% 3.41 120 73.33%
11/1/2008 - 7/1/2018 $123,427.50 293.68% 3.57 122 73.77%
10/1/2008 - 7/1/2018 $126,267.50 322.21% 3.51 124 73.39%
9/1/2008 - 7/1/2018 $133,857.50 423.63% 3.66 129 74.42%
8/1/2008 - 7/1/2018 $131,402.50 385.88% 3.53 130 73.85%
7/1/2008 - 7/1/2018 $131,902.50 393.12% 3.51 132 74.24%
6/1/2008 - 7/1/2018 $132,135.00 396.56% 3.51 133 74.44%
5/1/2008 - 7/1/2018 $132,135.00 396.56% 3.51 133 74.44%
4/1/2008 - 7/1/2018 $133,342.50 415.24% 3.53 134 74.63%
3/1/2008 - 7/1/2018 $135,685.00 455.78% 3.58 136 74.26%
2/1/2008 - 7/1/2018 $135,902.50 459.87% 3.58 137 74.45%
1/1/2008 - 7/1/2018 $133,130.00 411.85% 3.27 142 73.94%
12/1/2007 - 7/1/2018 $135,447.50 451.38% 3.31 143 74.13%
11/1/2007 - 7/1/2018 $136,780.00 477.00% 3.33 144 74.31%
10/1/2007 - 7/1/2018 $138,237.50 507.90% 3.36 145 74.48%
9/1/2007 - 7/1/2018 $138,237.50 507.90% 3.36 145 74.48%
8/1/2007 - 7/1/2018 $139,797.50 544.86% 3.38 149 75.17%
7/1/2007 - 7/1/2018 $135,175.00 446.42% 3.17 150 73.33%
6/1/2007 - 7/1/2018 $138,402.50 511.61% 3.22 152 73.68%
5/1/2007 - 7/1/2018 $138,402.50 511.61% 3.22 152 73.68%
4/1/2007 - 7/1/2018 $138,402.50 511.61% 3.22 152 73.68%
3/1/2007 - 7/1/2018 $136,557.50 472.56% 3.13 154 72.73%
2/1/2007 - 7/1/2018 $138,037.50 503.46% 3.17 155 72.90%
1/1/2007 - 7/1/2018 $138,037.50 503.46% 3.17 155 72.90%
12/1/2006 - 7/1/2018 $138,517.50 514.22% 3.18 157 72.61%
11/1/2006 - 7/1/2018 $139,465.00 536.61% 3.20 157 73.25%
10/1/2006 - 7/1/2018 $139,465.00 536.61% 3.20 157 73.25%
9/1/2006 - 7/1/2018 $139,465.00 536.61% 3.20 157 73.25%
8/1/2006 - 7/1/2018 $139,465.00 536.61% 3.20 157 73.25%
7/1/2006 - 7/1/2018 $139,347.50 533.75% 3.19 158 72.78%
6/1/2006 - 7/1/2018 $139,042.50 526.43% 3.18 159 72.33%
5/1/2006 - 7/1/2018 $137,732.50 496.83% 3.11 161 71.43%
4/1/2006 - 7/1/2018 $139,822.50 545.49% 3.14 163 71.78%
3/1/2006 - 7/1/2018 $139,822.50 545.49% 3.14 163 71.78%
2/1/2006 - 7/1/2018 $139,822.50 545.49% 3.14 163 71.78%
1/1/2006 - 7/1/2018 $141,940.00 603.61% 3.18 165 72.12%
12/1/2005 - 7/1/2018 $141,925.00 603.17% 3.18 165 72.12%
11/1/2005 - 7/1/2018 $141,925.00 603.17% 3.18 165 72.12%
10/1/2005 - 7/1/2018 $141,370.00 586.96% 3.15 166 71.69%
9/1/2005 - 7/1/2018 $141,370.00 586.96% 3.15 166 71.69%
8/1/2005 - 7/1/2018 $141,410.00 588.11% 3.15 168 71.43%
7/1/2005 - 7/1/2018 $141,410.00 588.11% 3.15 168 71.43%
6/1/2005 - 7/1/2018 $141,367.50 586.89% 3.14 169 71.01%
5/1/2005 - 7/1/2018 $141,367.50 586.89% 3.14 169 71.01%
4/1/2005 - 7/1/2018 $141,962.50 604.29% 3.15 170 71.18%
3/1/2005 - 7/1/2018 $142,152.50 610.03% 3.16 172 71.51%
2/1/2005 - 7/1/2018 $144,120.00 675.51% 3.19 174 71.84%
1/1/2005 - 7/1/2018 $144,470.00 688.44% 3.18 176 71.02%
12/1/2004 - 7/1/2018 $144,470.00 688.44% 3.18 176 71.02%
11/1/2004 - 7/1/2018 $144,470.00 688.44% 3.18 176 71.02%
10/1/2004 - 7/1/2018 $144,677.50 696.32% 3.18 177 71.19%
9/1/2004 - 7/1/2018 $143,925.00 668.49% 3.14 178 70.79%
8/1/2004 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
7/1/2004 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
6/1/2004 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
5/1/2004 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
4/1/2004 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
3/1/2004 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
2/1/2004 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
1/1/2004 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
12/1/2003 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
11/1/2003 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
10/1/2003 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
9/1/2003 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
8/1/2003 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
7/1/2003 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
6/1/2003 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
5/1/2003 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
4/1/2003 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
3/1/2003 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
2/1/2003 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
1/1/2003 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
12/1/2002 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
11/1/2002 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
10/1/2002 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
9/1/2002 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
8/1/2002 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
7/1/2002 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
6/1/2002 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
5/1/2002 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
4/1/2002 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
3/1/2002 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
2/1/2002 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
1/1/2002 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
12/1/2001 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
11/1/2001 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
10/1/2001 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
9/1/2001 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
8/1/2001 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
7/1/2001 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
6/1/2001 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
5/1/2001 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
4/1/2001 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
3/1/2001 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
2/1/2001 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
1/1/2001 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
12/1/2000 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
11/1/2000 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
10/1/2000 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
9/1/2000 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
8/1/2000 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
7/1/2000 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
6/1/2000 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
5/1/2000 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
4/1/2000 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
3/1/2000 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
2/1/2000 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
1/1/2000 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
12/1/1999 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
11/1/1999 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
10/1/1999 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
9/1/1999 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
8/1/1999 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
7/1/1999 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
6/1/1999 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
5/1/1999 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
4/1/1999 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
3/1/1999 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
2/1/1999 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
1/1/1999 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
12/1/1998 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
11/1/1998 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
10/1/1998 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
9/1/1998 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
8/1/1998 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
7/1/1998 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
6/1/1998 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
5/1/1998 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
4/1/1998 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
3/1/1998 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
2/1/1998 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
1/1/1998 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
12/1/1997 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
11/1/1997 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
10/1/1997 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%
9/1/1997 - 7/1/2018 $143,455.00 652.07% 3.12 179 70.39%

Created by TradeStation: 8/3/2018 10:14:33 AM, 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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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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Gl461/Zdao3rvyCAEKgLzCs+7rI4qgxYQ05ju2QDWybs8Oc7eWiE2JqVH6E2ib5xVTdCwFzF1r+i60BvHWmmpbqAhivE58fL7xgSz5fz/wBf38v0k95WJ6Vnq8a9n/JgWX6a7A8nHHi9aUJfOcKx6XOeZ68Fa8FhFTlOtDElArmcmt23ug4vBABVZpg8dPNEL7YTmznyoWeM6Ur2mM8X35fpJ7yMT0jPd58ILlfHpliT548v0k95WJ6Vnq8edx2nvNaoe2QzOYQAJ4Lli5g209qbWbGz4dbZtbLAO/sT5HR2/BYNBOR706S+fEOQCbufKhZ4zpSvaYzxffjBwZmikc6P0k95GJ6Rnu8+Ulwvj0w1b88+FPxHfXyGMMc5uNYnBgTBGKvXgR13AQDJ85xZvjH9l1qjeu/DT56eaqX00nEnHhKA8iUSX6P5+y6DmDiXZ9620JIHOA8IEIopOC1r6mLvpbA4bgSM++qqbhWQmYO9CYIATGNuN7idcnua4lPkYrbHelRUKoIpCCmLMLto7fgEWovKdaGEvlJX4D/tr+i60TtHXhRRCK4wkxvc3rh9XA4qgzYB0nF4KpFV0gUigs4DSPuZm3hGECkr6FQ+7pbXYtJsU+Ne1NrNnL8GkCEUUnBa19TF383cAzJCTGcYuOcXOsbmxWSMUd+GRVqSOGXDzv8AXjwjCBSV9Cofd8qKIRXGEmN7m9cPq+DSfISPQtlpnkdbaEkTjCeEYQCyvoxT7PgirAwK9AxV7+dtFnvC1VUa3dfAmCAExjbje4nXJ7nhkVakjhlw87/Xjx+v7/zg5tgAqnYhuuMGcmuaUgREQiORHh1LEp2CpcD06zJFkFijhzuOg4wHBqkds4zO/wAngLHBIbhzc3444d7jwCAEKgLzCs+7rjW+TgklO9XgrQJLuq2m3XvbVVNwrITMHfgLfYMHYoe9ZXJUDNkfANYLgRCG+c5vX5dBghGqA8UpfueQ4wHBqkds4zO/yeAscEhuHNzfjjh3uPBKoVzDFxy8T59beAwQjVAeKUv3PKWGC03LiZvzxybTPgTSKmCVRuW9uN5xrieKGVjJjZPAIAQqAvMKz7vgsUKZpi55OL8e9tYODM0Ujnwk8SW5mo5Onrnj2ptZs5fg8EqhXMMXHLxPn1t4/X9/5oVCjMKWaJUPNZ8gsud4Xo0oJnSZCBqONzJe9GdvlVpuivydDdBE7bIM+TP+jXdaZBEg27KDiUkIKVp0iOEzN99n540EooAlTF42N9+cdGhQNx6FCZuTCTaGyCladIjhMzffZ+eNBKKAJUxeNjffnHRpu4TsDml3nDfjQpWnSI4TM332fnjS0SrWKYN5lZ7wN20pXuTyLY2m+JtxJoUrTpEcJmb77Pzxqz52jlKXLkzOQusKUqyYVgk5k2xJoUrTpEcJmb77Pzxq9hSiEBDKYI4C0dKV7k8i2NpvibcSaGkKFwRFUThfjfcNBKKAJUxeNjffnHRpSvcnkWxtN8TbiTT9JPeVielZ6vGmd+8EFmH/AOw6NBDwAsazjafJrCAcjGFMBWP+vRG3mFY7hrbfq7XY0pXuTyLY2m+JtxJo8CyjdyBzmKkcE2IQJRQBKmLxsb7846NHMmmkNVypK844k0KVp0iOEzN99n540EooAlTF42N9+cdGkwU6JClGbhSPaEuhStOkRwmZvvs/PGgUuRWMRhQOc77daISoUl37hOxwScaFK06RHCZm++z88aCUUASpi8bG+/OOjTdwnYHNLvOG/GgRYkBZndN+UR20XdMmRQkIGWPeBulK9yeRbG03xNuJNBnDWauM5jvs8zmaSi9GGw2DE4u3rXOWA0LCr0zjiY0nF4ICKJdVkKqbIlDKhFT6BwApXuTyLY2m+JtxJoULTyI4MzffZ+eP5/6/v5QIRRScFrX1MXfyJggBMY243uJ1ye54RhALK+jFPs+GBVoSOWXLxv8ATnxxrfB0W2PWkrFbBEZgsM4u2Uxf7LrVG9d+ECkUFnAaR9zM28IwgUlfQqH3fKBCKKTgta+pi76Ti8EBURngdONKWBEB/wDo9xaE+bFAM+3hkVakjhlw87/XjwjCBSV9Cofd8qKIRXGEmN7m9cPq641vk4JJTvSFQoijaWkXpmbeUYQCyvoxT7OoKDpBgjij1qhSdcBFdjaXfa4XxxPFBYzlxsOu5Dscyc211/8AHRllfLl1DkjuFJhenTLDmh8ADvlvzsa/pspEbw61+v7/AM/IchOG8qOH1H3oky3AL5gP68KOEtvMAMAymX/2eAscEhuHNzfjjh3uPAIAQqAvMKz7vgsUKZpi55OL8e9vGdixIggN4z6+dc/xTlIwN3TyDWC4EQhvnOb1+XQYIRqgPFKX7nkOMBwapHbOMzv8ngLHBIbhzc3444d7jSYXQJRuJdEqhXMMXHLxPn1t4DBCNUB4pS/c8pYYLTcuJm/PHJtM+E4vBAVEZ5o/yoXyAtlHvW2hJE4wmiDMaHlJlkHPHvbXXx4y2bh0+AscEhuHNzfjjh3uPAsc6zIJhHOYtz0aooOkOSuYHev1/f8An8wp+Xr9P+zX6f8AZpUksVA4KEAs9a7X/DIFny1+n/ZqJK3zwrHLFznmetfp/wBmv0/7NKXA9vphpb886/T/ALNGPFTvohbywnNnOv0/7NfUWWUO0e9IqWtcInFzKFmLxdfp/wBmv0/7NRCCs7cYZmAZjezNR9F1kRvjrQlyPb6ZYSfPGv0/7Nfp/wBmvWg85WJeFZ6vGv0/7Nfp/wBmokrfPCscsXOeZ61+n/Zr5DHKX0LvNOfNTvqpbw0nEnGv0/7NCXI9vplhJ88aK94MQWzljf6aZ17yx0EHv6aiWNs9KVyzMZ4vvX6f9mv0/wCzXrQecjEvCM93nX6f9mv0/wCzUxvsPVhnsva6/sFgzyzd/ro5lYEC0bitgObrsl3EXeCS8d6/T/s1Elb54Vjli5zzPWv0/wCzX6f9mnPmp31Ut4aTiTjX6f8AZq8YMwjWafXHv+UijvJm5QFT6aRTlQWdoCHueEnJFVkPnSiAlagYhxR5zLd4Fyk1oZwhJ6ckmNFEetOBmQqccuz3iRwUWG6s4zwx9cTEWdAhmiilhDOTbcygrFEZDATM+l7oFjgkNw5ub8ccO9xXgJV+dYTJhLtbibAcYDg1SO2cZnf5AscEhuHNzfjjh3uCAwVRkQKNlBjnO2jRDWDduFAMvb45GoF4CgblVZIjN8O9DSQlO6xvkXMxcl9aGILhkkM/bvBPhhZTMAHDRhDAGK7NEI4Ig6ArJnJfVwHGA4NUjtnGZ3+SsYoWIVXo2ZBo7iaFB2uBUo075yX1woLcRMMcCoDZlx/2BY4JDcObm/HHDvcJCU7rG+RczFyX1pghVONhXsmZ38cj2A5sVCv1Y4xnfhupMncIcjgzntxtqJDgJwBZHnnA/IFjgkNw5ub8ccO9wkJTusb5FzMXJfWhqCBgagoSOLh5xiDsFjgkNw5ub8ccO9w3ZQju7xEXg3L64DjAcGqR2zjM7/IFjgkNw5ub8ccO9wthhPt2CZOHjeO1DQcYDg1SO2cZnf5AscEhuHNzfjjh3uFiAQublQpljkqOwmg4wHBqkds4zO/yBY4JDcObm/HHDvcNywFFc9hDKYGOYyaDjAcGqR2zjM7/ACNQLwFA3KqyRGb4d6GkhKd1jfIuZi5L60HGA4NUjtnGZ3+RUjFlN2tzfjg+XhISndY3yLmYuS+tBxgODVI7Zxmd/kQBxqbhc0UiRDc56EhKd1jfIuZi5L60HCBM1TgzjM7/ACfyb8FaiCw55JJcrQM6rQFDNitewdui5/w/X9/IcYDg1SO2cZnf5PAWOCQ3Dm5vxxw73HgYOqMBepZY86W0wqLaRNsb96LFCmaYueTi/HvbyFqMc6xDhN3+tfrLjtvgDWC4EQhvnOb1+X9ZcdN0LiRQUCL9W3rfyHGA4NUjtnGZ3+RbA4bgSM++siAozYDgdv61g4MzRAmPKtEkIQkKW4HvfPrTWvhI0Dle9BghGqA8UpfueUsMFpuXEzfnjk2mfANYLgRCG+c5vX5fAIAQqAvMKz7vgsUKZpi55OL8e9vIWOCQ3Dm5vxxw73HglUK5hi45eJ8+tvH6/v8AygJKBCJVKHPfs2Y1mcwRYjdFg3Q4l48oZxC+K1INfWPnTQ5CJfChft4fpJ7ysT0rPV48qEvnOFY9LnPM9eUlwvj0w1b88+GDx080QvthObOdf2XWodq717P+XAMv10oWeM6Ur2mM8X35fpJ7yMT0jPd516Aci4W0ejRdaASoCxJg348v0k95WJ6Vnq8eO/jxll2To1PDvNyWilyHJNvXkbqs05LSjSDa4k9atiV7BRmV6NILlfHpliT548v7HCA3OAjk3+Zu+X6Se8jE9Iz3efKS4Xx6Yat+efDB46eaIX2wnNnPlQl85wrHpc55nrybUdggeRplfobeP1/f/LkfeeAZfn/ygwYMGDBgwYMGDB5XND3CiPR+/wDmoFMrTD2KenC5NX9xKyE2f+xVEZv5/X9/KBCKKTgta+pi7+RMEAJjG3G9xOuT3PCMIBZX0Yp9nwwKtCRyy5eN/pzqKm4FgBirrS2Jw3IEL9tKKIRXGEmN7m9cPq+EoHypBBfo8IwgUlfQqH3fKBCKKTgta+pi7+RMEAJjG3G9xOuT3PDIq1JHDLh53+vHhGECkr6FQ+7raQUg5yLoMLiFA7I6InK4I0D2zxTDna+ECkUFnAaR9zM219/iyYbj26hyRhhSYDt0jCAWV9GKfZ8MCrQkcsuXjf6c+AsHCIVhfq0JggBMY243uJ1ye54e8hmHyByz+9uPH6/v/l+v6/4JGYAwuznWNeJv3chrm7GEmtkoyEkqKR0U3boCoHkNTJSJlqC8Oje4lnO8ayubON/+R9VRCCOcKhtTdvqNVJ7YgKyMAQOPJIHPahAqG8tmmFErIACwsMtWHelMZeqBSqIfU0GznMRSQFdw41T3njR8k12xfWiwE9/B3I57ul+rIEpYCX5N9OTD1mKWnDCY73mD6wjXkAD6kO7x4riY29UgsRU+rqN4LoWhN09ua9OqtpsxFOGYs9zfbXbLsfJtu78bfXTnJJS4G4Jvt/vRky9ZgkhwyuOtrlfqSBYWKk+XbxXOczwiydpkdYnzoNnOYikgK7hxpTGXqgUqiH1PFd+kAU5AIepHq86u8uaZ8waHeL8mq6/VkCUsBL8m+nJh6zFLThhMd7zC1Rj2AqvG2c7c+K4hn30iyQHL9x+mq3huBKE3X24h2aUxl6oFKoh9TW19KFhOEu46whWJ3uJ+HG3GjJl6zBJDhlcdbXK/UkCwsVJ8u3ivN5d0z4g1esT5TvbFTvJDnsIfPGki+0IXuHroTG3qkFiKn1dRvBdC0JuntzXp1VtNmIpwzFnub7abbtNGA14130RDcWtgmR86cmHrMUtOGEx3vMLVGPYCq8bZztz4rxbRbiCcswL7u22q3huBKE3X24h2aCgRCJlbrB8v+X6/r/lTVEV0OKlDO3/M+jAC3HAYoNbDZwugyIBlCKsEzTJsHldVoHiDRPhDWRrxlCKzG7xqqh7pRImNZ8iycojhZsullDI5iDDJsJ/+a51vg6BJXrQYXAIA2A103E8XjbHo70msdEtRKdYU+vhbUA4JMR5xzoEBEKMoWF9V+7oaYKmDEP8AQY5216Aci4W0ejT2/JYtQOA60tyBO63Y5yZcY70GF0CgdxPDHhSJ5WRzj6HfOs+RZOURws2XS2gBwWZrxjnwmsdAlQK94A+mnpVmo2mO8sPrx4DC4BAGwGhuQJ3S7HGXLnPWigUSBcjR+iD4U1GIeMdsJ86VQxIjIMpfcPsaW0AOCzNeMc6CgfKgQM+rTQKrAmVq/VV0tyBO63Y5yZcY70GF0CgdxPD0ozFbTPWGH150msdEtRKdYU+vhbUA4JMR5xzoEBEKMoWF9V+7oaYKmDEP9BjnbW2hJE5yOki+UsTqh60NyBO6XY4y5c560UCiQLkaP0QfA001cmaf7HHG2lUMSIyDKX3D7Gv1/f8Ay/X9fHuJ6ZsSJ26e38BQgnK9/wCB2ljc0bWDZzrKqWKVirC7mMbmd5aFU2ACwo07tq42NZd5WZrGGnbt3DTZGgyLkArv2F40jY+aWkykzH7ZlKTwbhFMT9d/8+IdplskK5ZgoLQ+LiZUDLBM0KWB8/4ToJx8kZ7pfpprXwkaByvfiuaEqY82j6x31dBb5Bg7kX34pijZqMSiib8bm/EOSMMKTAdvhGEAsr6MU+z4YFWhI5ZcvG/058qKIRXGEmN7m9cPq+ECkUFnAaR9zM28IwgUlfQqH3fKBCKKTgta+pi7+RMEAJjG3G9xOuT3PDIq1JHDLh53+vHhGECkr6FQ+7qGh7mI0c6JxeCKFEdZHFUGbIvlApFBZwGkfczNvKMIBZX0Yp9nwwKtCRyy5eN/pzorX0sahwnWsTgwJgjFXrQmCAExjbje4nXJ7nhkVakjhlw87/Xjx+v7/wCX6/r47+PGWXZOjVsSumUC5Xo/wQGgOwqWjy7Osmyrk6BtthqzRHAIVCymVmHO+ssPQYZAOKZWyYc3TV5WF3Fdn9aZct+BcAL9t8rJonACA4P85cNBAWEUIJy2y8zRiNbWODM/7s/4TLAyzIh+4atiV7BRmV6PAcYDg1SO2cZnf5PA5G8CS5y9+nHPAMTnVCuCFhqqm6FgLmLrQIAQqAvMKz7vgsUKZpi55OL8e9vKWGC03LiZvzxybTPgGsFwIhDfOc3r8ugwQjVAeKUv3PIcYDg1SO2cZnf5PAWOCQ3Dm5vxxw73HglUK5hi45eJ8+tvAYIRqgPFKX7nlLDBablxM3545NpnwDWC4EQhvnOb1+XxlLxyayb4fl8XDBWwGayTFzxvnbWCFvkBWB7F1mSLIZVXLnddBY4JDcObm/HHDvceCVQrmGLjl4nz628fr+/+X/uvaWY3v+Lbf2391b9n9+KLoymuWGDN3Rp4DrUzXf8ABHThSykMk4bszhLo+hA2Bjb446ymTTCxmVDcyrG77E976HmgMFEuYf3z/wAD5SCNnA2w3E20j9NbIXJDI8+FRbAuC6uwORQRIo2EZLmawNeMgBGY3OPL9JPeVielZ6vHk5MAAJyZON95nHRrYuKpIA73uv7LrVG9d6SXC+PTDVvzz4YPHTzRC+2E5s58qFnjOlK9pjPF9+X6Se8jE9Iz3efCC5Xx6ZYk+ePL9JPeVielZ6vHlQl85wrHpc55nry0+enmql9NJxJx4QXK+PTLEnzx5ULPGdKV7TGeL78v0k95GJ6Rnu8+Ulwvj0w1b88+JWw63XAtN0E5s51z/FOUjA3dPChL5zhWPS5zzPXlp89PNVL6aTiTjx+v7/5BxeCUCiXX7T+dftP51+0/nX7T+dftP51+0/nSiEqoyu2c+tCGAtWZDvM4uuH5uQ9Lc/XQ46BYAbhXvS+FIxAPsC4xk6zOayF7g6G13DA7NPn/AIoI7tL/AGUn0TVSaYkVCJ5Al3uWqYONqUxFJuWWH00+i0GDbUON37ugQEQoyhYX1X7uj5bgOQUHeu+9X5dJrHRLUSnWFProEBEKMoWF9V+7p14opMVFObpDsFGM7R+qU70CAiFGULC+q/d0dzULBFCLcre1d9fc3OJWvOXPt0yzAgUXlZgq/eZ0sri23DRza3u6TWOiWolOsKfXWAbGIbDhc8k432uVlcW24aObW93Sax0S1Ep1hT66ZwXcKTJkzBW/N+VZXFtuGjm1vd0r2VtXpRFGcb6xNk0HeTPJlT50sri23DRza3u6YzQsgyrl9TGfhdAgIhRlCwvqv3dLK4ttw0c2t7ukItgYILRnIz+vloEBEKMoWF9V+7pZXFtuGjm1vd0YKJZijmEsovuOeTQICIUZQsL6r93RyJLcCqRhlXfvOk1jolqJTrCn10CAiFGULC+q/d03VAzk1yJzku3d9prHRLUSnWFProEBEKMoWF9V+7pYpBOQKe1bd2/KmsdEtRKdYU+ugQEQoyhYX1X7ung3Vh2CFGq3e50msdEtRKdYU+umWYECi8rMFX7zOllcW24aObW93Sax0S1Ep1hT66gUImTCs7Yy5xw50sri23DRza3u6TWOiWolOsKfXSE0ZqFAsycZU+eG6WVxbbho5tb3dJjHiWoU6wp9f5/6/v5DjAcGqR2zjM7/ACRU3SsgcUd6GwGG4EpfvoLHBIbhzc3444d7jwCAEKgLzCs+74LFCmaYueTi/HvbylhgtNy4mb88cm0z4BrBcCIQ3znN6/Lrj+KdhOFu46ysGaxAJjwHGA4NUjtnGZ3+TwFjgkNw5ub8ccO9x4JVCuYYuOXifPrbwGCEaoDxSl+55SwwWm5cTN+eOTaZ8A1guBEIb5zm9fl8AgBCoC8wrPu+CxQpmmLnk4vx728hY4JDcObm/HHDvceCVQrmGLjl4nz628fr+/8APocScwj3iU9ONZMpw5axcvDvrr48ZbNw6dP0k95WJ6Vnq8a/outAbx1r0f8AJgCz6aUJfOcKx6XOeZ60NrsWg3IfOvam1izl+TQGCUxlQrafq58MHjp5ohfbCc2c+VCzxnSle0xni+/L9JPeRiekZ7vPiH5exmhgBwuRJ5fpJ7ysT0rPV48BxeCAKAXShL5zhWPS5zzPXncqs3EwUsiycbcatiV0ygzIdmkFyvj0yxJ88eVCzxnSle0xni+/L9JPeRiekZ7vPlJcL49MNW/PPhg8dPNEL7YTmznyoS+c4Vj0uc8z15afPTzVS+mk4k48fr+/84ECaAT29adYOuiXs6O39LQgHA969xPTNy0OzSBCKKTgta+pi7+RMEAJjG3G9xOuT3PAKz6cRGM/6P18MCrQkcsuXjf6c+VFEIrjCTG9zeuH1fCBSKCzgNI+5mbeNwO1ujJFkfqeUCEUUnBa19TF38iYIATGNuN7idcnueHxMgGLUBId8vqae38LUiHIdaRhApK+hUPu+VFEIrjCTG9zeuH1fCBSKCzgNI+5mbeUYQCyvoxT7PhgVaEjlly8b/TnyJggBMY243uJ1ye54ZFWpI4ZcPO/148fr+/807TGRR8Ar9zVwhcAwYEWBsXYM6BAQTFKgCg28OeNMJ2o734YDk2DY90RRCAYwlztc3vg919YWmEDZ0IpKODNt0iQiqE4JGnu4m2hFEIBjCXO1ze+D3c4gGAurzswQKcZt0iQiqE4JGnu4m2hFEIBjCXO1ze+D3TpBjSEXoaY4t2Ld1EhFUJwSNPdxNtXI7GQAczZqM3hDG9cDMCMiyYmOKO2bpEhFUJwSNPdxNtbTnlWxuEfvRvEma4GYEZFkxMcUds3SJCKoTgkae7ibaNg6DgBvndV+kDG6uBmBGRZMTHFHbN1sraloYhTeVHCON9CKIQDGEudrm98HuuBmBGRZMTHFHbN05ZZzJonrKN9TnQiiEAxhLna5vfB7rgZgRkWTExxR2zdLDCR3i5tXjI4jTdGaEUQgGMJc7XN74PdcDMCMiyYmOKO2boas6riBmDbtTJKnBjQiiEAxhLna5vfB7rxTRlWzGBlPtnvSJCKoTgkae7ibaEUQgGMJc7XN74PdXQAG0sux2wUyNxeaiQiqE4JGnu4m2hFEIBjCXO1ze+D3ayFxgF/pjZjaW5VEhFUJwSNPdxNtCKIQDGEudrm98HunSDGkIvQ0xxbsW7qJCKoTgkae7ibauR2MgA5mzUZvCGN64GYEZFkxMcUds3SJCKoTgkae7ibaEu2XIC1vNpjj5acDMCMiyYmOKO2bpEhFUJwSNPdxNtCyFgEArPdiDmYwGnAzAjIsmJjijtm6RARaE4Eae7ibfz/ANf38v0k95WJ6Vnq8eVCXznCselznmevKS4Xx6Yat+efDB46eaIX2wnNnPlQs8Z0pXtMZ4vvy/ST3kYnpGe7z4QXK+PTLEnzx5fpJ7ysT0rPV48qEvnOFY9LnPM9eWnz081UvppOJOPCC5Xx6ZYk+ePKhZ4zpSvaYzxffl+knvIxPSM93nykuF8emGrfnnwweOnmiF9sJzZz5UJfOcKx6XOeZ68tPnp5qpfTScSceP1/f+eFjFL6rQiR95+NEDkIt8Cs+/hAhFFJwWtfUxd/ImCAExjbje4nXJ7nhGEAsr6MU+z4YFWhI5ZcvG/058qKIRXGEmN7m9cPq+ECkUFnAaR9zM28IwgUlfQqH3fKBCKKTgta+pi7+RMEAJjG3G9xOuT3PDIq1JHDLh53+vHhGECkr6FQ+75UUQiuMJMb3N64fV8IFIoLOA0j7mZt5RhALK+jFPs+GBVoSOWXLxv9OfHoByZhbU7NYQFaKyoRdqffyyKtSRwy4ed/rx4/X9/5/wCv7+Q4wHBqkds4zO/yaG12LQbkPnXtTaxZy/J5BACFQF5hWfd8FihTNMXPJxfj3t5SwwWm5cTN+eOTaZ8A1guBEIb5zm9fl0GCEaoDxSl+55DjAcGqR2zjM7/J4CxwSG4c3N+O