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TradeStation TradeManager Performance Report Metrica II WFO Broker, @ES.D, 404 min., 9/11/1997 2:14:00 PM - 12/1/2017 2:14:00 PM
Display:
 
TradeStation Performance Summary Collapse
 
All Trades
 
Total Net Profit $140,172.50    Profit Factor 3.31
Gross Profit $200,910.00    Gross Loss ($60,737.50)
Roll Over Credit $0.00
Open Position Profit/Loss $0.00
Select Total Net Profit $140,172.50    Select Profit Factor 3.31
Select Gross Profit $200,910.00    Select Gross Loss ($60,737.50)
Adjusted Total Net Profit $113,467.48    Adjusted Profit Factor 2.64
Adjusted Gross Profit $182,794.56    Adjusted Gross Loss ($69,327.08)
Total Number of Trades 173    Percent Profitable 71.10%
Winning Trades 123    Losing Trades 50
Even Trades 0
Avg. Trade Net Profit $810.25    Ratio Avg. Win:Avg. Loss 1.34
Avg. Winning Trade $1,633.41    Avg. Losing Trade ($1,214.75)
Largest Winning Trade $5,370.00    Largest Losing Trade ($3,692.50)
Largest Winner as % of Gross Profit 2.67%    Largest Loser as % of Gross Loss 6.08%
Net Profit as % of Largest Loss 3796.14%
Slct. Net Profit as % of Largest Loss 3796.14%    Adj. Net Profit as % of Largest Loss 3072.92%
Max. Consecutive Winning Trades 15    Max. Consecutive Losing Trades 4
Avg. Bars in Winning Trades 6.92    Avg. Bars in Losing Trades 6.36
Avg. Bars in Total Trades 6.76
Max. Shares/Contracts Held 2    Account Size Required $9,510.00
Total Commission $5,190.00    Total Slippage $0.00
Return on Initial Capital 140.17%    Annual Rate of Return 4.51%
Buy and Hold Return 163.13%    Return on Account 1473.95%
Avg. Monthly Return $1,285.99    Std. Deviation of Monthly Return $2,749.68
Return Retracement Ratio 0.19    RINA Index 1174.41
Sharpe Ratio 0.35    K-Ratio n/a
Trading Period 19 Yrs, 5 Mths    Percent of Time in the Market 14.54%
Time in the Market 2 Yrs, 9 Mths, 26 Dys    Longest Flat Period 132 Dys
Max. Equity Run-up $142,395.00
Date of Max. E. Run-up 11/28/17 14:14    Max. E. Run-up as % of Initial Capital 142.40%

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 14:14    Date 05/17/12 14:14
as % of Initial Capital 10.69%    as % of Initial Capital 9.51%
Net Profit as % of Drawdown 1311.86%    Net Profit as % of Drawdown 1473.95%
Slct. Net Profit as % of Drawdown 1311.86%    Slct. Net Profit as % of Drawdown 1473.95%
Adj. Net Prof as % of Drawdown 1061.93%    Adj. Net Profit as % of Drawdown 1193.14%
Max. Trade Drawdown ($3,662.50)    
Long Trades
Total Net Profit $132,052.50    Profit Factor 3.51
Gross Profit $184,747.50    Gross Loss ($52,695.00)
Roll Over Credit $0.00
Open Position Profit/Loss $0.00
Select Total Net Profit $132,052.50    Select Profit Factor 3.51
Select Gross Profit $184,747.50    Select Gross Loss ($52,695.00)
Adjusted Total Net Profit $106,728.85    Adjusted Profit Factor 2.76
Adjusted Gross Profit $167,367.92    Adjusted Gross Loss ($60,639.07)
Total Number of Trades 157    Percent Profitable 71.97%
Winning Trades 113    Losing Trades 44
Even Trades 0
Avg. Trade Net Profit $841.10    Ratio Avg. Win:Avg. Loss 1.37
Avg. Winning Trade $1,634.93    Avg. Losing Trade ($1,197.61)
Largest Winning Trade $5,370.00    Largest Losing Trade ($3,692.50)
Largest Winner as % of Gross Profit 2.91%    Largest Loser as % of Gross Loss 7.01%
Max. Consecutive Winning Trades 15    Max. Consecutive Losing Trades 4
Avg. Bars in Winning Trades 7.04    Avg. Bars in Losing Trades 6.34
Avg. Bars in Total Trades 6.84
Max. Shares/Contracts Held 2    Account Size Required $7,162.50
Total Commission $4,710.00    Total Slippage $0.00
     
Net Profit as % of Largest Loss 3576.24%
Slct. Net Profit as % of Largest Loss 3576.24%    Adj. Net Profit as % of Largest Loss 2890.42%

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 1355.08%    Net Profit as % of Drawdown 1843.66%
Slct. Net Profit as % of Drawdown 1355.08%    Slct. Net Profit as % of Drawdown 1843.66%
Adj. Net Prof as % of Drawdown 1095.22%    Adj. Net Profit as % of Drawdown 1843.66%
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: 12/1/2017 12:50:01 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 2:14:00 PM - 12/1/2017 2:14:00 PM
 TradeStation Trade Analysis Collapse
  All Trades
Winners
Losers
Total Number of Trades 173 123 50
Avg. Trade Net Profit $810.25 $1,633.41 ($1,214.75)
1 Std. Deviation of Avg. Trade $1,808.74 $1,356.41 $1,008.83
Avg. Trade + 1 Std. Deviation $2,618.99 $2,989.82 ($205.92)
Avg. Trade - 1 Std. Deviation ($998.50) $277.01 ($2,223.58)
Coefficient of Variation 223.23% 83.04% 83.05%
Time Averages
Avg. Time in Trades 8 Dys, 10 Hrs, 24 Mins 8 Dys, 18 Hrs, 8 Mins 7 Dys, 15 Hrs, 21 Mins
Avg. Time Between Trades 31 Dys, 9 Hrs, 50 Mins 32 Dys, 18 Hrs, 53 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 $1,761.05 ($855.06)
1 Std. Deviation $1,314.17 $792.65
Avg. + 1 Std. Deviation $3,075.22 ($62.41)
Avg. - 1 Std. Deviation $446.89 ($1,647.71)
Coefficient of Variation 74.62% 92.70%
 
Efficiency Analysis Total
Entry
Exit
Avg. Efficiency 26.09% 65.09% 61.00%
1 Std. Deviation 53.79% 29.79% 32.74%
Avg. + 1 Std. Deviation 79.88% 94.88% 93.74%
Avg. - 1 Std. Deviation (27.70%) 35.31% 28.26%
Coefficient of Variation 206.19% 45.76% 53.67%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $5,370.00 ($3,692.50)
Largest Profit/Loss as % of Gross 2.67% 6.08%
Largest Consec. Profit/Loss $24,737.50 ($6,840.00)
Largest Consec. Profit/Loss as % of Gross 12.31% 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)
15 1 $1,649.17 $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: 12/1/2017 12:50:01 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 14:14  Long #1  $1,001.50  $0.00  1  ($117.50)  (0.17%)  $25.00  2.78%    $15.00  $0.00
   Sell  08/10/04 14:14  LongExit1  $999.75    ($87.50)  ($117.50)    ($875.00)  87.50%  (9.72%)  $15.00  $0.00
 2  Sell Short  08/30/04 14:14  Short #1  $1,021.50  $0.00  1  ($1,105.00)  (2.10%)  $200.00  15.38%    $15.00  $0.00
   Buy to Cover  09/02/04 14:14  ShortExit2  $1,043.00    ($1,075.00)  ($1,222.50)    ($1,100.00)  1.92%  (82.69%)  $15.00  $0.00
 3  Buy  10/14/04 14:14  Long #1  $1,026.25  $0.00  1  $207.50  0.46%  $512.50  87.23%    $15.00  $0.00
   Sell  10/15/04 14:14  LongExit1  $1,031.00    $237.50  ($1,015.00)    ($75.00)  53.19%  40.43%  $15.00  $0.00
 4  Buy  01/04/05 14:14  Long #1  $1,111.50  $0.00  1  ($405.00)  (0.67%)  $337.50  31.40%    $15.00  $0.00
   Sell  01/19/05 14:14  LongExit2  $1,104.00    ($375.00)  ($1,420.00)    ($737.50)  33.72%  (34.88%)  $15.00  $0.00
 5  Buy  01/05/05 14:14  Long #2  $1,104.00  $0.00  1  ($30.00)  0.00%  $712.50  66.28%    $15.00  $0.00
   Sell  01/19/05 14:14  LongExit2  $1,104.00    $0.00  ($1,450.00)    ($362.50)  33.72%  0.00%  $15.00  $0.00
 6  Buy  01/24/05 14:14  Long #1  $1,086.25  $0.00  1  $1,782.50  3.34%  $1,937.50  100.00%    $15.00  $0.00
   Sell  02/07/05 14:14  LongExit3  $1,122.50    $1,812.50  $332.50    $0.00  93.55%  93.55%  $15.00  $0.00
 7  Buy  02/22/05 14:14  Long #1  $1,105.25  $0.00  1  $970.00  1.81%  $1,425.00  100.00%    $15.00  $0.00
   Sell  02/28/05 14:14  LongExit2  $1,125.25    $1,000.00  $1,302.50    $0.00  70.18%  70.18%  $15.00  $0.00
 8  Buy  03/22/05 14:14  Long #1  $1,091.00  $0.00  1  $95.00  0.23%  $462.50  74.00%    $15.00  $0.00
   Sell  03/28/05 14:14  LongExit2  $1,093.50    $125.00  $1,397.50    ($162.50)  46.00%  20.00%  $15.00  $0.00
 9  Buy  03/23/05 14:14  Long #2  $1,091.00  $0.00  1  $95.00  0.23%  $462.50  97.37%    $15.00  $0.00
   Sell  03/28/05 14:14  LongExit2  $1,093.50    $125.00  $1,492.50    ($12.50)  28.95%  26.32%  $15.00  $0.00
 10  Buy  04/15/05 14:14  Long #1  $1,059.25  $0.00  1  $595.00  1.18%  $687.50  87.30%    $15.00  $0.00
   Sell  04/19/05 14:14  LongExit1  $1,071.75    $625.00  $2,087.50    ($100.00)  92.06%  79.37%  $15.00  $0.00
 11  Buy  06/27/05 14:14  Long #1  $1,107.00  $0.00  1  ($42.50)  (0.02%)  $625.00  86.21%    $15.00  $0.00
   Sell  06/30/05 14:14  LongExit2  $1,106.75    ($12.50)  $2,045.00    ($100.00)  12.07%  (1.72%)  $15.00  $0.00
 12  Buy  08/24/05 14:14  Long #1  $1,121.25  $0.00  1  ($92.50)  (0.11%)  $275.00  38.60%    $15.00  $0.00
   Sell  08/30/05 14:14  LongExit2  $1,120.00    ($62.50)  $1,952.50    ($437.50)  52.63%  (8.77%)  $15.00  $0.00
 13  Buy  08/26/05 14:14  Long #2  $1,116.75  $0.00  1  $132.50  0.29%  $500.00  70.18%    $15.00  $0.00
   Sell  08/30/05 14:14  LongExit2  $1,120.00    $162.50  $2,085.00    ($212.50)  52.63%  22.81%  $15.00  $0.00
 14  Buy  10/05/05 14:14  Long #1  $1,105.00  $0.00  1  ($555.00)  (0.95%)  $325.00  18.44%    $15.00  $0.00
   Sell  10/14/05 14:14  LongExit1  $1,094.50    ($525.00)  $1,530.00    ($1,437.50)  51.77%  (29.79%)  $15.00  $0.00
 15  Buy  12/30/05 14:14  Long #1  $1,149.00  $0.00  1  $1,382.50  2.46%  $1,487.50  96.75%    $15.00  $0.00
   Sell  01/04/06 14:14  LongExit2  $1,177.25    $1,412.50  $2,912.50    ($50.00)  95.12%  91.87%  $15.00  $0.00
 16  Buy  01/20/06 14:14  Long #1  $1,161.75  $0.00  1  $720.00  1.29%  $1,325.00  89.83%    $15.00  $0.00
   Sell  01/31/06 14:14  LongExit2  $1,176.75    $750.00  $3,632.50    ($150.00)  61.02%  50.85%  $15.00  $0.00
 17  Buy  04/11/06 14:14  Long #1  $1,180.00  $0.00  1  $1,020.00  1.78%  $1,550.00  81.05%    $15.00  $0.00
   Sell  04/24/06 14:14  LongExit2  $1,201.00    $1,050.00  $4,652.50    ($362.50)  73.86%  54.90%  $15.00  $0.00
 18  Buy  04/17/06 14:14  Long #2  $1,179.00  $0.00  1  $1,070.00  1.87%  $1,600.00  100.00%    $15.00  $0.00
   Sell  04/24/06 14:14  LongExit2  $1,201.00    $1,100.00  $5,722.50    $0.00  68.75%  68.75%  $15.00  $0.00
 19  Buy  05/12/06 14:14  Long #1  $1,180.50  $0.00  1  ($1,217.50)  (2.01%)  $362.50  16.76%    $15.00  $0.00
   Sell  05/19/06 14:14  LongExit1  $1,156.75    ($1,187.50)  $4,505.00    ($1,800.00)  28.32%  (54.91%)  $15.00  $0.00
 20  Buy  05/22/06 14:14  Long #1  $1,148.75  $0.00  1  ($92.50)  (0.11%)  $700.00  47.06%    $15.00  $0.00
   Sell  05/24/06 14:14  LongExit1  $1,147.50    ($62.50)  $4,412.50    ($787.50)  48.74%  (4.20%)  $15.00  $0.00
 21  Buy  06/12/06 14:14  Long #1  $1,122.00  $0.00  1  ($305.00)  (0.49%)  $437.50  33.98%    $15.00  $0.00
   Sell  06/14/06 14:14  LongExit1  $1,116.50    ($275.00)  $4,107.50    ($850.00)  44.66%  (21.36%)  $15.00  $0.00
 22  Buy  07/13/06 14:14  Long #1  $1,123.50  $0.00  1  ($117.50)  (0.16%)  $87.50  9.33%    $15.00  $0.00
   Sell  07/18/06 14:14  LongExit1  $1,121.75    ($87.50)  $3,990.00    ($850.00)  81.33%  (9.33%)  $15.00  $0.00
 23  Buy  11/27/06 14:14  Long #1  $1,247.75  $0.00  1  $795.00  1.32%  $1,262.50  87.83%    $15.00  $0.00
   Sell  12/01/06 14:14  LongExit2  $1,264.25    $825.00  $4,785.00    ($175.00)  69.57%  57.39%  $15.00  $0.00
 24  Buy  12/22/06 14:14  Long #1  $1,273.00  $0.00  1  $632.50  1.04%  $900.00  100.00%    $15.00  $0.00
   Sell  12/28/06 14:14  LongExit2  $1,286.25    $662.50  $5,417.50    $0.00  73.61%  73.61%  $15.00  $0.00
 25  Buy  02/12/07 14:14  Long #1  $1,290.25  $0.00  1  $757.50  1.22%  $1,337.50  100.00%    $15.00  $0.00
   Sell  02/23/07 14:14  LongExit2  $1,306.00    $787.50  $6,175.00    $0.00  58.88%  58.88%  $15.00  $0.00
 26  Buy  02/27/07 14:14  Long #1  $1,246.25  $0.00  1  ($780.00)  (1.20%)  $1,237.50  52.11%    $15.00  $0.00
   Sell  03/13/07 14:14  LongExit2  $1,231.25    ($750.00)  $5,395.00    ($1,137.50)  16.32%  (31.58%)  $15.00  $0.00
 27  Buy  03/02/07 14:14  Long #2  $1,237.50  $0.00  1  ($342.50)  (0.51%)  $1,325.00  65.43%    $15.00  $0.00
   Sell  03/13/07 14:14  LongExit2  $1,231.25    ($312.50)  $5,052.50    ($700.00)  19.14%  (15.43%)  $15.00  $0.00
 28  Buy  06/07/07 14:14  Long #1  $1,327.00  $0.00  1  $2,357.50  3.60%  $2,550.00  99.03%    $15.00  $0.00
   Sell  06/18/07 14:14  LongExit3  $1,374.75    $2,387.50  $7,410.00    ($25.00)  93.69%  92.72%  $15.00  $0.00
 29  Buy  06/26/07 14:14  Long #1  $1,322.75  $0.00  1  $870.00  1.36%  $1,575.00  88.11%    $15.00  $0.00
   Sell  06/29/07 14:14  LongExit2  $1,340.75    $900.00  $8,280.00    ($212.50)  62.24%  50.35%  $15.00  $0.00
 30  Buy  07/24/07 14:14  Long #1  $1,347.75  $0.00  1  ($2,280.00)  (3.34%)  $425.00  15.89%    $15.00  $0.00
   Sell  07/26/07 14:14  Stop Loss  $1,302.75    ($2,250.00)  $6,000.00    ($2,250.00)  0.00%  (84.11%)  $15.00  $0.00
 31  Buy  07/26/07 14:14  Long #1  $1,311.25  $0.00  1  ($880.00)  (1.30%)  $425.00  16.75%    $15.00  $0.00
   Sell  08/01/07 14:14  LongExit1  $1,294.25    ($850.00)  $5,120.00    ($2,112.50)  49.75%  (33.50%)  $15.00  $0.00
 32  Buy  07/30/07 14:14  Long #2  $1,305.50  $0.00  1  ($592.50)  (0.86%)  $687.50  27.36%    $15.00  $0.00
   Sell  08/01/07 14:14  LongExit1  $1,294.25    ($562.50)  $4,527.50    ($1,825.00)  50.25%  (22.39%)  $15.00  $0.00
 33  Buy  08/15/07 14:14  Long #1  $1,239.00  $0.00  1  $432.50  0.75%  $900.00  30.77%    $15.00  $0.00
   Sell  08/16/07 14:14  LongExit1  $1,248.25    $462.50  $4,960.00    ($2,025.00)  85.04%  15.81%  $15.00  $0.00
 34  Sell Short  08/27/07 14:14  Short #1  $1,293.25  $0.00  1  $257.50  0.44%  $1,725.00  100.00%    $15.00  $0.00
   Buy to Cover  08/29/07 14:14  ShortExit3  $1,287.50    $287.50  $5,217.50    $0.00  16.67%  16.67%  $15.00  $0.00
 35  Buy  10/19/07 14:14  Long #1  $1,317.50  $0.00  1  $1,457.50  2.26%  $2,212.50  78.67%    $15.00  $0.00
   Sell  10/30/07 14:14  LongExit2  $1,347.25    $1,487.50  $6,675.00    ($600.00)  74.22%  52.89%  $15.00  $0.00
 36  Buy  11/09/07 14:14  Long #1  $1,266.75  $0.00  1  $1,332.50  2.15%  $1,512.50  65.41%    $15.00  $0.00
   Sell  11/13/07 14:14  LongExit1  $1,294.00    $1,362.50  $8,007.50    ($800.00)  93.51%  58.92%  $15.00  $0.00
 37  Sell Short  12/11/07 14:14  Short #1  $1,288.75  $0.00  1  $1,570.00  2.48%  $1,662.50  47.50%    $15.00  $0.00
   Buy to Cover  12/17/07 14:14  ShortExit1  $1,256.75    $1,600.00  $9,577.50    ($1,837.50)  98.21%  45.71%  $15.00  $0.00
 38  Sell Short  12/27/07 14:14  Short #1  $1,290.50  $0.00  1  $1,570.00  2.48%  $2,050.00  83.25%    $15.00  $0.00
   Buy to Cover  01/02/08 14:14  Long #1  $1,258.50    $1,600.00  $11,147.50    ($412.50)  81.73%  64.97%  $15.00  $0.00
 39  Buy  01/02/08 14:14  Long #1  $1,258.50  $0.00  1  ($2,280.00)  (3.58%)  $337.50  13.04%    $15.00  $0.00
   Sell  01/07/08 14:14  Stop Loss  $1,213.50    ($2,250.00)  $8,867.50    ($2,250.00)  0.00%  (86.96%)  $15.00  $0.00
 40  Buy  01/08/08 14:14  Long #1  $1,197.25  $0.00  1  $695.00  1.21%  $987.50  62.70%    $15.00  $0.00
   Sell  01/09/08 14:14  LongExit1  $1,211.75    $725.00  $9,562.50    ($587.50)  83.33%  46.03%  $15.00  $0.00
 41  Buy  01/17/08 14:14  Long #1  $1,140.25  $0.00  1  ($3,692.50)  (6.42%)  $775.00  17.46%    $15.00  $0.00
   Sell  01/22/08 14:14  Stop Loss  $1,067.00    ($3,662.50)  $5,870.00    ($3,662.50)  0.00%  (82.54%)  $15.00  $0.00
 42  Buy  01/22/08 14:14  Long #1  $1,108.00  $0.00  1  $1,682.50  3.09%  $1,850.00  49.66%    $15.00  $0.00
   Sell  01/23/08 14:14  LongExit1  $1,142.25    $1,712.50  $7,552.50    ($1,875.00)  96.31%  45.97%  $15.00  $0.00
 43  Sell Short  02/04/08 14:14  Short #1  $1,179.50  $0.00  1  $232.50  0.45%  $3,075.00  100.00%    $15.00  $0.00
   Buy to Cover  02/25/08 14:14  ShortExit3  $1,174.25    $262.50  $7,785.00    $0.00  8.54%  8.54%  $15.00  $0.00
 44  Buy  02/29/08 14:14  Long #1  $1,136.00  $0.00  1  ($42.50)  (0.02%)  $475.00  25.00%    $15.00  $0.00
   Sell  03/05/08 14:14  LongExit1  $1,135.75    ($12.50)  $7,742.50    ($1,425.00)  74.34%  (0.66%)  $15.00  $0.00
 45  Buy  03/10/08 14:14  Long #1  $1,076.25  $0.00  1  $2,370.00  4.46%  $2,412.50  100.00%    $15.00  $0.00
   Sell  03/11/08 14:14  LongExit1  $1,124.25    $2,400.00  $10,112.50    $0.00  99.48%  99.48%  $15.00  $0.00
 46  Sell Short  04/09/08 14:14  Short #1  $1,158.50  $0.00  1  $1,207.50  2.14%  $1,412.50  75.33%    $15.00  $0.00
   Buy to Cover  04/11/08 14:14  ShortExit1  $1,133.75    $1,237.50  $11,320.00    ($462.50)  90.67%  66.00%  $15.00  $0.00
 47  Buy  06/11/08 14:14  Long #1  $1,135.00  $0.00  1  $232.50  0.46%  $837.50  75.28%    $15.00  $0.00
   Sell  06/12/08 14:14  LongExit1  $1,140.25    $262.50  $11,552.50    ($275.00)  48.31%  23.60%  $15.00  $0.00
 48  Buy  07/02/08 14:14  Long #1  $1,059.00  $0.00  1  $532.50  1.06%  $650.00  37.14%    $15.00  $0.00
   Sell  07/08/08 14:14  LongExit1  $1,070.25    $562.50  $12,085.00    ($1,100.00)  95.00%  32.14%  $15.00  $0.00
 49  Buy  07/14/08 14:14  Long #1  $1,025.00  $0.00  1  $657.50  1.34%  $875.00  38.46%    $15.00  $0.00
   Sell  07/16/08 14:14  LongExit1  $1,038.75    $687.50  $12,742.50    ($1,400.00)  91.76%  30.22%  $15.00  $0.00
 50  Sell Short  07/24/08 14:14  Short #1  $1,049.00  $0.00  1  ($2,280.00)  (4.29%)  $987.50  30.50%    $15.00  $0.00
   Buy to Cover  08/08/08 14:14  Stop Loss  $1,094.00    ($2,250.00)  $10,462.50    ($2,250.00)  0.00%  (69.50%)  $15.00  $0.00
 51  Sell Short  08/25/08 14:14  Short #1  $1,062.75  $0.00  1  $1,457.50  2.80%  $1,575.00  45.99%    $15.00  $0.00
   Buy to Cover  09/04/08 14:14  Long #1  $1,033.00    $1,487.50  $11,920.00    ($1,850.00)  97.45%  43.43%  $15.00  $0.00
 52  Buy  09/04/08 14:14  Long #1  $1,033.00  $0.00  1  $220.00  0.48%  $425.00  29.57%    $15.00  $0.00
   Sell  09/05/08 14:14  LongExit1  $1,038.00    $250.00  $12,140.00    ($1,012.50)  87.83%  17.39%  $15.00  $0.00
 53  Buy  09/15/08 14:14  Long #1  $991.75  $0.00  1  $945.00  1.97%  $1,212.50  45.12%    $15.00  $0.00
   Sell  09/16/08 14:14  LongExit1  $1,011.25    $975.00  $13,085.00    ($1,475.00)  91.16%  36.28%  $15.00  $0.00
 54  Buy  09/17/08 14:14  Long #1  $959.00  $0.00  1  $1,945.00  4.12%  $2,737.50  66.36%    $15.00  $0.00
   Sell  09/18/08 14:14  LongExit1  $998.50    $1,975.00  $15,030.00    ($1,387.50)  81.52%  47.88%  $15.00  $0.00
 55  Buy  09/29/08 14:14  Long #1  $916.75  $0.00  1  $2,157.50  4.77%  $2,700.00  100.00%    $15.00  $0.00
   Sell  09/30/08 14:14  LongExit1  $960.50    $2,187.50  $17,187.50    $0.00  81.02%  81.02%  $15.00  $0.00
 56  Buy  10/06/08 14:14  Long #1  $847.00  $0.00  1  ($2,280.00)  (5.31%)  $1,300.00  36.62%    $15.00  $0.00
   Sell  10/07/08 14:14  Stop Loss  $802.00    ($2,250.00)  $14,907.50    ($2,250.00)  0.00%  (63.38%)  $15.00  $0.00
 57  Buy  10/27/08 14:14  Long #1  $630.50  $0.00  1  $5,120.00  16.34%  $5,362.50  100.00%    $15.00  $0.00
   Sell  10/28/08 14:14  LongExit1  $733.50    $5,150.00  $20,027.50    $0.00  96.04%  96.04%  $15.00  $0.00
 58  Sell Short  11/05/08 14:14  Short #1  $751.75  $0.00  1  $5,145.00  13.77%  $5,412.50  100.00%    $15.00  $0.00
   Buy to Cover  11/12/08 14:14  ShortExit1  $648.25    $5,175.00  $25,172.50    $0.00  95.61%  95.61%  $15.00  $0.00
 59  Buy  11/20/08 14:14  Long #1  $540.50  $0.00  1  $2,482.50  9.30%  $2,837.50  89.72%    $15.00  $0.00
   Sell  11/21/08 14:14  LongExit1  $590.75    $2,512.50  $27,655.00    ($325.00)  89.72%  79.45%  $15.00  $0.00
 60  Sell Short  01/07/09 14:14  Short #1  $700.00  $0.00  1  $1,807.50  5.25%  $2,212.50  89.39%    $15.00  $0.00
   Buy to Cover  01/12/09 14:14  Long #1  $663.25    $1,837.50  $29,462.50    ($262.50)  84.85%  74.24%  $15.00  $0.00
 61  Buy  01/12/09 14:14  Long #1  $663.25  $0.00  1  $7.50  0.11%  $312.50  39.06%    $15.00  $0.00
   Sell  01/13/09 14:14  LongExit1  $664.00    $37.50  $29,470.00    ($487.50)  65.63%  4.69%  $15.00  $0.00
 62  Buy  01/14/09 14:14  Long #1  $634.50  $0.00  1  $470.00  1.58%  $850.00  39.31%    $15.00  $0.00
   Sell  01/16/09 14:14  LongExit1  $644.50    $500.00  $29,940.00    ($1,312.50)  83.82%  23.12%  $15.00  $0.00
 63  Buy  01/20/09 14:14  Long #1  $599.50  $0.00  1  $1,620.00  5.50%  $1,725.00  90.79%    $15.00  $0.00
   Sell  01/21/09 14:14  LongExit1  $632.50    $1,650.00  $31,560.00    ($175.00)  96.05%  86.84%  $15.00  $0.00
 64  Sell Short  01/29/09 14:14  Short #1  $638.25  $0.00  1  ($30.00)  0.00%  $1,700.00  86.08%    $15.00  $0.00
   Buy to Cover  02/04/09 14:14  ShortExit3  $638.25    $0.00  $31,530.00    ($275.00)  13.92%  0.00%  $15.00  $0.00
 65  Buy  02/23/09 14:14  Long #1  $540.25  $0.00  1  $1,170.00  4.44%  $1,500.00  96.00%    $15.00  $0.00
   Sell  02/24/09 14:14  LongExit1  $564.25    $1,200.00  $32,700.00    ($62.50)  80.80%  76.80%  $15.00  $0.00
 66  Buy  03/02/09 14:14  Long #1  $500.00  $0.00  1  $195.00  0.90%  $962.50  55.80%    $15.00  $0.00
   Sell  03/04/09 14:14  LongExit1  $504.50    $225.00  $32,895.00    ($762.50)  57.25%  13.04%  $15.00  $0.00
 67  Sell Short  04/20/09 14:14  Short #1  $631.25  $0.00  1  ($2,280.00)  (7.13%)  $462.50  17.05%    $15.00  $0.00
   Buy to Cover  04/29/09 14:14  Stop Loss  $676.25    ($2,250.00)  $30,615.00    ($2,250.00)  0.00%  (82.95%)  $15.00  $0.00
 68  Buy  06/16/09 14:14  Long #1  $710.75  $0.00  1  ($742.50)  (2.00%)  $1,012.50  46.02%    $15.00  $0.00
   Sell  07/02/09 14:14  LongExit2  $696.50    ($712.50)  $29,872.50    ($1,187.50)  21.59%  (32.39%)  $15.00  $0.00
 69  Buy  06/17/09 14:14  Long #2  $708.00  $0.00  1  ($605.00)  (1.62%)  $1,150.00  52.27%    $15.00  $0.00
   Sell  07/02/09 14:14  LongExit2  $696.50    ($575.00)  $29,267.50    ($1,050.00)  21.59%  (26.14%)  $15.00  $0.00
 70  Buy  07/07/09 14:14  Long #1  $681.75  $0.00  1  $5,007.50  14.78%  $5,050.00  88.02%    $15.00  $0.00
   Sell  07/27/09 14:14  LongExit2  $782.50    $5,037.50  $34,275.00    ($687.50)  99.78%  87.80%  $15.00  $0.00
 71  Buy  07/09/09 14:14  Long #2  $681.50  $0.00  1  $5,020.00  14.82%  $5,062.50  91.01%    $15.00  $0.00
   Sell  07/27/09 14:14  LongExit2  $782.50    $5,050.00  $39,295.00    ($500.00)  99.78%  90.79%  $15.00  $0.00
 72  Buy  09/01/09 14:14  Long #1  $798.75  $0.00  1  $1,482.50  3.79%  $1,512.50  85.82%    $15.00  $0.00
   Sell  09/09/09 14:14  LongExit3  $829.00    $1,512.50  $40,777.50    ($250.00)  100.00%  85.82%  $15.00  $0.00
 73  Buy  09/02/09 14:14  Long #2  $797.25  $0.00  1  $1,557.50  3.98%  $1,587.50  90.71%    $15.00  $0.00
   Sell  09/09/09 14:14  LongExit3  $829.00    $1,587.50  $42,335.00    ($162.50)  100.00%  90.71%  $15.00  $0.00
 74  Buy  10/01/09 14:14  Long #1  $835.25  $0.00  1  $970.00  2.39%  $1,437.50  68.86%    $15.00  $0.00
   Sell  10/07/09 14:14  LongExit3  $855.25    $1,000.00  $43,305.00    ($650.00)  79.04%  47.90%  $15.00  $0.00
 75  Buy  10/02/09 14:14  Long #2  $828.75  $0.00  1  $1,295.00  3.20%  $1,762.50  99.30%    $15.00  $0.00
   Sell  10/07/09 14:14  LongExit3  $855.25    $1,325.00  $44,600.00    ($12.50)  75.35%  74.65%  $15.00  $0.00
 76  Buy  10/28/09 14:14  Long #1  $846.00  $0.00  1  $2,395.00  5.73%  $3,225.00  83.50%    $15.00  $0.00
   Sell  11/12/09 14:14  LongExit2  $894.50    $2,425.00  $46,995.00    ($637.50)  79.29%  62.78%  $15.00  $0.00
 77  Buy  10/30/09 14:14  Long #2  $839.50  $0.00  1  $2,720.00  6.55%  $3,550.00  91.91%    $15.00  $0.00
   Sell  11/12/09 14:14  LongExit2  $894.50    $2,750.00  $49,715.00    ($312.50)  79.29%  71.20%  $15.00  $0.00
 78  Buy  01/21/10 14:14  Long #1  $923.50  $0.00  1  ($2,280.00)  (4.87%)  $0.00  0.00%    $15.00  $0.00
   Sell  01/29/10 14:14  Stop Loss  $878.50    ($2,250.00)  $47,435.00    ($2,250.00)  0.00%  (100.00%)  $15.00  $0.00
 79  Buy  01/22/10 14:14  Long #2  $902.50  $0.00  1  ($1,480.00)  (3.21%)  $537.50  25.44%    $15.00  $0.00
   Sell  02/04/10 14:14  LongExit2  $873.50    ($1,450.00)  $45,955.00    ($1,575.00)  5.92%  (68.64%)  $15.00  $0.00
 80  Buy  02/08/10 14:14  Long #1  $867.50  $0.00  1  $1,770.00  4.15%  $2,762.50  100.00%    $15.00  $0.00
   Sell  02/23/10 14:14  LongExit3  $903.50    $1,800.00  $47,725.00    $0.00  65.16%  65.16%  $15.00  $0.00
 81  Buy  04/27/10 14:14  Long #1  $998.00  $0.00  1  ($2,280.00)  (4.51%)  $1,237.50  35.48%    $15.00  $0.00
   Sell  05/06/10 14:14  Stop Loss  $953.00    ($2,250.00)  $45,445.00    ($2,250.00)  0.00%  (64.52%)  $15.00  $0.00
 82  Buy  05/04/10 14:14  Long #2  $989.25  $0.00  1  ($2,280.00)  (4.55%)  $12.50  0.55%    $15.00  $0.00
   Sell  05/06/10 14:14  Stop Loss  $944.25    ($2,250.00)  $43,165.00    ($2,250.00)  0.00%  (99.45%)  $15.00  $0.00
 83  Buy  05/06/10 14:14  Long #1  $938.25  $0.00  1  $1,182.50  2.58%  $2,000.00  56.34%    $15.00  $0.00
   Sell  05/11/10 14:14  LongExit3  $962.50    $1,212.50  $44,347.50    ($1,550.00)  77.82%  34.15%  $15.00  $0.00
 84  Buy  05/07/10 14:14  Long #2  $923.25  $0.00  1  $1,932.50  4.25%  $2,750.00  100.00%    $15.00  $0.00
   Sell  05/11/10 14:14  LongExit3  $962.50    $1,962.50  $46,280.00    $0.00  71.36%  71.36%  $15.00  $0.00
 85  Buy  05/20/10 14:14  Long #1  $887.25  $0.00  1  $695.00  1.63%  $900.00  48.00%    $15.00  $0.00
   Sell  05/21/10 14:14  LongExit1  $901.75    $725.00  $46,975.00    ($975.00)  90.67%  38.67%  $15.00  $0.00
 86  Buy  06/24/10 14:14  Long #1  $891.75  $0.00  1  $120.00  0.34%  $425.00  50.75%    $15.00  $0.00
   Sell  06/25/10 14:14  LongExit1  $894.75    $150.00  $47,095.00    ($412.50)  67.16%  17.91%  $15.00  $0.00
 87  Buy  06/29/10 14:14  Long #1  $857.25  $0.00  1  ($630.00)  (1.40%)  $362.50  19.21%    $15.00  $0.00
   Sell  07/06/10 14:14  LongExit1  $845.25    ($600.00)  $46,465.00    ($1,525.00)  49.01%  (31.79%)  $15.00  $0.00
 88  Buy  08/11/10 14:14  Long #1  $906.00  $0.00  1  $195.00  0.50%  $662.50  41.09%    $15.00  $0.00
   Sell  08/17/10 14:14  LongExit1  $910.50    $225.00  $46,660.00    ($950.00)  72.87%  13.95%  $15.00  $0.00
 89  Buy  08/24/10 14:14  Long #1  $871.00  $0.00  1  $182.50  0.49%  $375.00  36.14%    $15.00  $0.00
   Sell  08/25/10 14:14  LongExit1  $875.25    $212.50  $46,842.50    ($662.50)  84.34%  20.48%  $15.00  $0.00
 90  Buy  11/16/10 14:14  Long #1  $1,000.75  $0.00  1  $157.50  0.37%  $1,237.50  93.40%    $15.00  $0.00
   Sell  11/23/10 14:14  LongExit2  $1,004.50    $187.50  $47,000.00    ($87.50)  20.75%  14.15%  $15.00  $0.00
 91  Buy  02/23/11 14:14  Long #1  $1,137.25  $0.00  1  $682.50  1.25%  $1,287.50  64.38%    $15.00  $0.00
   Sell  03/04/11 14:14  LongExit2  $1,151.50    $712.50  $47,682.50    ($712.50)  71.25%  35.63%  $15.00  $0.00
 92  Buy  02/24/11 14:14  Long #2  $1,134.25  $0.00  1  $832.50  1.52%  $1,437.50  92.74%    $15.00  $0.00
   Sell  03/04/11 14:14  LongExit2  $1,151.50    $862.50  $48,515.00    ($112.50)  62.90%  55.65%  $15.00  $0.00
 93  Buy  03/15/11 14:14  Long #1  $1,110.25  $0.00  1  $1,582.50  2.90%  $1,675.00  51.54%    $15.00  $0.00
   Sell  03/25/11 14:14  LongExit3  $1,142.50    $1,612.50  $50,097.50    ($1,575.00)  98.08%  49.62%  $15.00  $0.00
 94  Buy  03/16/11 14:14  Long #2  $1,090.00  $0.00  1  $2,595.00  4.82%  $2,687.50  100.00%    $15.00  $0.00
   Sell  03/25/11 14:14  LongExit3  $1,142.50    $2,625.00  $52,692.50    $0.00  97.67%  97.67%  $15.00  $0.00
 95  Buy  07/27/11 14:14  Long #1  $1,140.50  $0.00  1  ($2,280.00)  (3.95%)  $675.00  23.08%    $15.00  $0.00
   Sell  08/02/11 14:14  Stop Loss  $1,095.50    ($2,250.00)  $50,412.50    ($2,250.00)  0.00%  (76.92%)  $15.00  $0.00
 96  Buy  07/28/11 14:14  Long #2  $1,138.25  $0.00  1  ($2,280.00)  (3.95%)  $375.00  14.29%    $15.00  $0.00
   Sell  08/02/11 14:14  Stop Loss  $1,093.25    ($2,250.00)  $48,132.50    ($2,250.00)  0.00%  (85.71%)  $15.00  $0.00
 97  Buy  08/04/11 14:14  Long #1  $1,038.75  $0.00  1  ($2,280.00)  (4.33%)  $887.50  28.29%    $15.00  $0.00
   Sell  08/08/11 14:14  Stop Loss  $993.75    ($2,250.00)  $45,852.50    ($2,250.00)  0.00%  (71.71%)  $15.00  $0.00
 98  Buy  09/22/11 14:14  Long #1  $969.50  $0.00  1  $245.00  0.57%  $637.50  58.62%    $15.00  $0.00
   Sell  09/23/11 14:14  LongExit1  $975.00    $275.00  $46,097.50    ($450.00)  66.67%  25.29%  $15.00  $0.00
 99  Buy  10/03/11 14:14  Long #1  $934.25  $0.00  1  $1,345.00  2.94%  $1,612.50  62.32%    $15.00  $0.00
   Sell  10/04/11 14:14  LongExit1  $961.75    $1,375.00  $47,442.50    ($975.00)  90.82%  53.14%  $15.00  $0.00
 100  Sell Short  10/17/11 14:14  Short #1  $1,041.50  $0.00  1  ($2,280.00)  (4.32%)  $425.00  15.89%    $15.00  $0.00
   Buy to Cover  10/24/11 14:14  Stop Loss  $1,086.50    ($2,250.00)  $45,162.50    ($2,250.00)  0.00%  (84.11%)  $15.00  $0.00
 101  Sell Short  10/31/11 14:14  Short #1  $1,093.25  $0.00  1  ($67.50)  (0.07%)  $1,850.00  98.01%    $15.00  $0.00
   Buy to Cover  11/03/11 14:14  ShortExit3  $1,094.00    ($37.50)  $45,095.00    ($37.50)  0.00%  (1.99%)  $15.00  $0.00
 102  Buy  03/06/12 14:14  Long #1  $1,195.00  $0.00  1  $3,107.50  5.25%  $3,562.50  100.00%    $15.00  $0.00
   Sell  03/20/12 14:14  LongExit2  $1,257.75    $3,137.50  $48,202.50    $0.00  88.07%  88.07%  $15.00  $0.00
 103  Buy  04/09/12 14:14  Long #1  $1,233.50  $0.00  1  ($667.50)  (1.03%)  $675.00  37.24%    $15.00  $0.00
   Sell  04/23/12 14:14  LongExit2  $1,220.75    ($637.50)  $47,535.00    ($1,137.50)  27.59%  (35.17%)  $15.00  $0.00
 104  Buy  04/10/12 14:14  Long #2  $1,216.00  $0.00  1  $207.50  0.39%  $1,550.00  89.21%    $15.00  $0.00
   Sell  04/23/12 14:14  LongExit2  $1,220.75    $237.50  $47,742.50    ($187.50)  24.46%  13.67%  $15.00  $0.00
 105  Buy  05/04/12 14:14  Long #1  $1,222.00  $0.00  1  ($2,280.00)  (3.68%)  $325.00  12.62%    $15.00  $0.00
   Sell  05/17/12 14:14  Stop Loss  $1,177.00    ($2,250.00)  $45,462.50    ($2,250.00)  0.00%  (87.38%)  $15.00  $0.00
 106  Buy  05/08/12 14:14  Long #2  $1,217.25  $0.00  1  ($2,280.00)  (3.70%)  $212.50  8.63%    $15.00  $0.00
   Sell  05/17/12 14:14  Stop Loss  $1,172.25    ($2,250.00)  $43,182.50    ($2,250.00)  0.00%  (91.37%)  $15.00  $0.00
 107  Buy  06/01/12 14:14  Long #1  $1,133.50  $0.00  1  $1,757.50  3.15%  $2,712.50  84.44%    $15.00  $0.00
   Sell  06/08/12 14:14  LongExit3  $1,169.25    $1,787.50  $44,940.00    ($500.00)  71.21%  55.64%  $15.00  $0.00
 108  Buy  07/24/12 14:14  Long #1  $1,194.50  $0.00  1  $2,507.50  4.25%  $2,887.50  94.29%    $15.00  $0.00
   Sell  07/30/12 14:14  LongExit2  $1,245.25    $2,537.50  $47,447.50    ($175.00)  88.57%  82.86%  $15.00  $0.00
 109  Buy  08/23/12 14:14  Long #1  $1,264.75  $0.00  1  $1,320.00  2.13%  $1,925.00  87.50%    $15.00  $0.00
   Sell  09/10/12 14:14  LongExit2  $1,291.75    $1,350.00  $48,767.50    ($275.00)  73.86%  61.36%  $15.00  $0.00
 110  Buy  08/30/12 14:14  Long #2  $1,261.50  $0.00  1  $1,482.50  2.40%  $2,087.50  94.89%    $15.00  $0.00
   Sell  09/10/12 14:14  LongExit2  $1,291.75    $1,512.50  $50,250.00    ($112.50)  73.86%  68.75%  $15.00  $0.00
 111  Buy  09/26/12 14:14  Long #1  $1,299.25  $0.00  1  $1,107.50  1.75%  $1,925.00  100.00%    $15.00  $0.00
   Sell  10/08/12 14:14  LongExit2  $1,322.00    $1,137.50  $51,357.50    $0.00  59.09%  59.09%  $15.00  $0.00
 112  Buy  10/23/12 14:14  Long #1  $1,279.25  $0.00  1  ($117.50)  (0.14%)  $1,162.50  69.92%    $15.00  $0.00
   Sell  11/02/12 14:14  LongExit2  $1,277.50    ($87.50)  $51,240.00    ($500.00)  24.81%  (5.26%)  $15.00  $0.00
 113  Buy  10/24/12 14:14  Long #2  $1,276.75  $0.00  1  $7.50  0.06%  $1,287.50  77.44%    $15.00  $0.00
   Sell  11/02/12 14:14  LongExit2  $1,277.50    $37.50  $51,247.50    ($375.00)  24.81%  2.26%  $15.00  $0.00
 114  Buy  12/28/12 14:14  Long #1  $1,265.50  $0.00  1  $5,370.00  8.53%  $5,587.50  100.00%    $15.00  $0.00
   Sell  01/25/13 14:14  LongExit2  $1,373.50    $5,400.00  $56,617.50    $0.00  96.64%  96.64%  $15.00  $0.00
 115  Buy  05/31/13 14:14  Long #1  $1,512.25  $0.00  1  $620.00  0.86%  $950.00  36.54%    $15.00  $0.00
   Sell  06/10/13 14:14  LongExit2  $1,525.25    $650.00  $57,237.50    ($1,650.00)  88.46%  25.00%  $15.00  $0.00
 116  Buy  06/05/13 14:14  Long #2  $1,491.75  $0.00  1  $1,645.00  2.25%  $1,975.00  75.96%    $15.00  $0.00
   Sell  06/10/13 14:14  LongExit2  $1,525.25    $1,675.00  $58,882.50    ($625.00)  88.46%  64.42%  $15.00  $0.00
 117  Buy  06/20/13 14:14  Long #1  $1,472.75  $0.00  1  $4,332.50  5.92%  $4,775.00  75.64%    $15.00  $0.00
   Sell  07/16/13 14:14  LongExit2  $1,560.00    $4,362.50  $63,215.00    ($1,537.50)  93.47%  69.11%  $15.00  $0.00
 118  Buy  06/24/13 14:14  Long #2  $1,455.25  $0.00  1  $5,207.50  7.20%  $5,650.00  100.00%    $15.00  $0.00
   Sell  07/16/13 14:14  LongExit2  $1,560.00    $5,237.50  $68,422.50    $0.00  92.70%  92.70%  $15.00  $0.00
 119  Buy  08/15/13 14:14  Long #1  $1,545.25  $0.00  1  ($167.50)  (0.18%)  $550.00  34.92%    $15.00  $0.00
   Sell  08/26/13 14:14  LongExit2  $1,542.50    ($137.50)  $68,255.00    ($1,025.00)  56.35%  (8.73%)  $15.00  $0.00
 120  Buy  08/16/13 14:14  Long #2  $1,540.25  $0.00  1  $82.50  0.15%  $800.00  50.79%    $15.00  $0.00
   Sell  08/26/13 14:14  LongExit2  $1,542.50    $112.50  $68,337.50    ($775.00)  56.35%  7.14%  $15.00  $0.00
 121  Buy  10/08/13 14:14  Long #1  $1,546.00  $0.00  1  $2,307.50  3.02%  $2,787.50  83.83%    $15.00  $0.00
   Sell  10/15/13 14:14  LongExit3  $1,592.75    $2,337.50  $70,645.00    ($537.50)  86.47%  70.30%  $15.00  $0.00
 122  Buy  10/09/13 14:14  Long #2  $1,543.75  $0.00  1  $2,420.00  3.17%  $2,900.00  100.00%    $15.00  $0.00
   Sell  10/15/13 14:14  LongExit3  $1,592.75    $2,450.00  $73,065.00    $0.00  84.48%  84.48%  $15.00  $0.00
 123  Buy  12/05/13 14:14  Long #1  $1,679.00  $0.00  1  $907.50  1.12%  $1,387.50  100.00%    $15.00  $0.00
   Sell  12/10/13 14:14  LongExit2  $1,697.75    $937.50  $73,972.50    $0.00  67.57%  67.57%  $15.00  $0.00
 124  Buy  12/12/13 14:14  Long #1  $1,670.25  $0.00  1  $3,270.00  3.95%  $3,562.50  89.91%    $15.00  $0.00
   Sell  12/30/13 14:14  LongExit2  $1,736.25    $3,300.00  $77,242.50    ($400.00)  93.38%  83.28%  $15.00  $0.00
 125  Buy  12/13/13 14:14  Long #2  $1,669.50  $0.00  1  $3,307.50  4.00%  $3,600.00  90.85%    $15.00  $0.00
   Sell  12/30/13 14:14  LongExit2  $1,736.25    $3,337.50  $80,550.00    ($362.50)  93.38%  84.23%  $15.00  $0.00
 126  Buy  01/24/14 14:14  Long #1  $1,684.50  $0.00  1  ($2,280.00)  (2.67%)  $537.50  19.28%    $15.00  $0.00
   Sell  02/03/14 14:14  Stop Loss  $1,639.50    ($2,250.00)  $78,270.00    ($2,250.00)  0.00%  (80.72%)  $15.00  $0.00
 127  Buy  01/27/14 14:14  Long #2  $1,676.75  $0.00  1  $2,870.00  3.46%  $3,237.50  59.95%    $15.00  $0.00
   Sell  02/18/14 14:14  LongExit3  $1,734.75    $2,900.00  $81,140.00    ($2,162.50)  93.75%  53.70%  $15.00  $0.00
 128  Buy  02/03/14 14:14  Long #1  $1,635.25  $0.00  1  $4,945.00  6.08%  $5,312.50  98.38%    $15.00  $0.00
   Sell  02/18/14 14:14  LongExit3  $1,734.75    $4,975.00  $86,085.00    ($87.50)  93.75%  92.13%  $15.00  $0.00
 129  Buy  03/13/14 14:14  Long #1  $1,749.00  $0.00  1  $607.50  0.73%  $1,337.50  75.89%    $15.00  $0.00
   Sell  03/19/14 14:14  LongExit2  $1,761.75    $637.50  $86,692.50    ($425.00)  60.28%  36.17%  $15.00  $0.00
 130  Buy  03/14/14 14:14  Long #2  $1,741.00  $0.00  1  $1,007.50  1.19%  $1,737.50  100.00%    $15.00  $0.00
   Sell  03/19/14 14:14  LongExit2  $1,761.75    $1,037.50  $87,700.00    $0.00  59.71%  59.71%  $15.00  $0.00
 131  Buy  04/07/14 14:14  Long #1  $1,746.50  $0.00  1  $1,032.50  1.22%  $2,037.50  56.99%    $15.00  $0.00
   Sell  04/25/14 14:14  LongExit2  $1,767.75    $1,062.50  $88,732.50    ($1,537.50)  72.73%  29.72%  $15.00  $0.00
 132  Buy  04/10/14 14:14  Long #2  $1,736.00  $0.00  1  $1,557.50  1.83%  $2,562.50  71.68%    $15.00  $0.00
   Sell  04/25/14 14:14  LongExit2  $1,767.75    $1,587.50  $90,290.00    ($1,012.50)  72.73%  44.41%  $15.00  $0.00
 133  Buy  07/31/14 14:14  Long #1  $1,842.50  $0.00  1  $3,482.50  3.81%  $3,800.00  73.79%    $15.00  $0.00
   Sell  08/27/14 14:14  LongExit2  $1,912.75    $3,512.50  $93,772.50    ($1,350.00)  94.42%  68.20%  $15.00  $0.00
 134  Buy  08/01/14 14:14  Long #2  $1,835.00  $0.00  1  $3,857.50  4.24%  $4,175.00  81.07%    $15.00  $0.00
   Sell  08/27/14 14:14  LongExit2  $1,912.75    $3,887.50  $97,630.00    ($975.00)  94.42%  75.49%  $15.00  $0.00
 135  Buy  10/10/14 14:14  Long #1  $1,822.00  $0.00  1  ($1,217.50)  (1.30%)  $387.50  18.90%    $15.00  $0.00
   Sell  10/14/14 14:14  LongExit1  $1,798.25    ($1,187.50)  $96,412.50    ($1,662.50)  23.17%  (57.93%)  $15.00  $0.00
 136  Buy  10/15/14 14:14  Long #1  $1,771.75  $0.00  1  $82.50  0.13%  $1,087.50  46.28%    $15.00  $0.00
   Sell  10/16/14 14:14  LongExit1  $1,774.00    $112.50  $96,495.00    ($1,262.50)  58.51%  4.79%  $15.00  $0.00
 137  Buy  12/10/14 14:14  Long #1  $1,950.25  $0.00  1  ($2,280.00)  (2.31%)  $1,500.00  40.00%    $15.00  $0.00
   Sell  12/15/14 14:14  Stop Loss  $1,905.25    ($2,250.00)  $94,215.00    ($2,250.00)  0.00%  (60.00%)  $15.00  $0.00
 138  Buy  12/12/14 14:14  Long #2  $1,923.00  $0.00  1  $3,520.00  3.69%  $3,550.00  70.82%    $15.00  $0.00
   Sell  12/19/14 14:14  LongExit3  $1,994.00    $3,550.00  $97,735.00    ($1,462.50)  100.00%  70.82%  $15.00  $0.00
 139  Buy  12/16/14 14:14  Long #1  $1,894.25  $0.00  1  $4,957.50  5.27%  $4,987.50  100.00%    $15.00  $0.00
   Sell  12/19/14 14:14  LongExit3  $1,994.00    $4,987.50  $102,692.50    $0.00  100.00%  100.00%  $15.00  $0.00
 140  Buy  01/06/15 14:14  Long #1  $1,926.00  $0.00  1  $2,745.00  2.88%  $3,287.50  100.00%    $15.00  $0.00
   Sell  01/09/15 14:14  LongExit3  $1,981.50    $2,775.00  $105,437.50    $0.00  84.41%  84.41%  $15.00  $0.00
 141  Buy  01/15/15 14:14  Long #1  $1,921.50  $0.00  1  $2,757.50  2.90%  $3,425.00  87.82%    $15.00  $0.00
   Sell  01/23/15 14:14  LongExit3  $1,977.25    $2,787.50  $108,195.00    ($475.00)  83.65%  71.47%  $15.00  $0.00
 142  Buy  03/06/15 14:14  Long #1  $2,001.75  $0.00  1  ($505.00)  (0.47%)  $2,175.00  57.05%    $15.00  $0.00
   Sell  03/25/15 14:14  LongExit2  $1,992.25    ($475.00)  $107,690.00    ($1,637.50)  30.49%  (12.46%)  $15.00  $0.00
 143  Buy  03/10/15 14:14  Long #2  $1,973.00  $0.00  1  $932.50  0.98%  $3,612.50  94.75%    $15.00  $0.00
   Sell  03/25/15 14:14  LongExit2  $1,992.25    $962.50  $108,622.50    ($200.00)  30.49%  25.25%  $15.00  $0.00
 144  Buy  06/29/15 14:14  Long #1  $1,996.75  $0.00  1  $2,882.50  2.92%  $3,775.00  82.74%    $15.00  $0.00
   Sell  07/21/15 14:14  LongExit3  $2,055.00    $2,912.50  $111,505.00    ($787.50)  81.10%  63.84%  $15.00  $0.00
 145  Buy  07/08/15 14:14  Long #2  $1,987.00  $0.00  1  $3,370.00  3.42%  $4,262.50  98.27%    $15.00  $0.00
   Sell  07/21/15 14:14  LongExit3  $2,055.00    $3,400.00  $114,875.00    ($75.00)  80.12%  78.39%  $15.00  $0.00
 146  Buy  07/27/15 14:14  Long #1  $2,010.25  $0.00  1  $1,332.50  1.36%  $2,212.50  94.15%    $15.00  $0.00
   Sell  08/03/15 14:14  LongExit2  $2,037.50    $1,362.50  $116,207.50    ($137.50)  63.83%  57.98%  $15.00  $0.00
 147  Buy  08/20/15 14:14  Long #1  $1,973.00  $0.00  1  ($2,280.00)  (2.28%)  $0.00  0.00%    $15.00  $0.00
   Sell  08/21/15 14:14  Stop Loss  $1,928.00    ($2,250.00)  $113,927.50    ($2,250.00)  0.00%  (100.00%)  $15.00  $0.00
 148  Sell Short  09/22/15 14:14  Short #1  $1,888.00  $0.00  1  $732.50  0.81%  $1,775.00  85.54%    $15.00  $0.00
   Buy to Cover  09/24/15 14:14  ShortExit1  $1,872.75    $762.50  $114,660.00    ($300.00)  51.20%  36.75%  $15.00  $0.00
 149  Buy  09/28/15 14:14  Long #1  $1,829.50  $0.00  1  $1,470.00  1.64%  $1,812.50  73.98%    $15.00  $0.00
   Sell  09/30/15 14:14  LongExit1  $1,859.50    $1,500.00  $116,130.00    ($637.50)  87.24%  61.22%  $15.00  $0.00
 150  Buy  11/12/15 14:14  Long #1  $1,996.00  $0.00  1  $2,020.00  2.05%  $2,687.50  67.19%    $15.00  $0.00
   Sell  11/30/15 14:14  LongExit2  $2,037.00    $2,050.00  $118,150.00    ($1,312.50)  84.06%  51.25%  $15.00  $0.00
 151  Buy  12/11/15 14:14  Long #1  $1,965.50  $0.00  1  $395.00  0.43%  $662.50  40.77%    $15.00  $0.00
   Sell  12/14/15 14:14  LongExit1  $1,974.00    $425.00  $118,545.00    ($962.50)  85.38%  26.15%  $15.00  $0.00
 152  Buy  01/07/16 14:14  Long #1  $1,898.00  $0.00  1  ($542.50)  (0.54%)  $912.50  30.04%    $15.00  $0.00
   Sell  01/12/16 14:14  LongExit1  $1,887.75    ($512.50)  $118,002.50    ($2,125.00)  53.09%  (16.87%)  $15.00  $0.00
 153  Sell Short  02/02/16 14:14  Short #1  $1,860.50  $0.00  1  $2,182.50  2.38%  $3,787.50  75.75%    $15.00  $0.00
   Buy to Cover  02/08/16 14:14  Long #1  $1,816.25    $2,212.50  $120,185.00    ($1,212.50)  68.50%  44.25%  $15.00  $0.00
 154  Buy  02/08/16 14:14  Long #1  $1,816.25  $0.00  1  ($217.50)  (0.21%)  $525.00  27.63%    $15.00  $0.00
   Sell  02/09/16 14:14  LongExit1  $1,812.50    ($187.50)  $119,967.50    ($1,375.00)  62.50%  (9.87%)  $15.00  $0.00
 155  Buy  04/29/16 14:14  Long #1  $2,030.75  $0.00  1  ($17.50)  0.01%  $1,062.50  46.20%    $15.00  $0.00
   Sell  05/11/16 14:14  LongExit2  $2,031.00    $12.50  $119,950.00    ($1,237.50)  54.35%  0.54%  $15.00  $0.00
 156  Buy  05/03/16 14:14  Long #2  $2,029.50  $0.00  1  $45.00  0.07%  $1,125.00  48.91%    $15.00  $0.00
   Sell  05/11/16 14:14  LongExit2  $2,031.00    $75.00  $119,995.00    ($1,175.00)  54.35%  3.26%  $15.00  $0.00
 157  Buy  06/13/16 14:14  Long #1  $2,052.00  $0.00  1  ($2,280.00)  (2.19%)  $1,775.00  44.10%    $15.00  $0.00
   Sell  06/24/16 14:14  Stop Loss  $2,007.00    ($2,250.00)  $117,715.00    ($2,250.00)  0.00%  (55.90%)  $15.00  $0.00
 158  Buy  06/14/16 14:14  Long #2  $2,048.00  $0.00  1  ($2,280.00)  (2.20%)  $1,975.00  46.75%    $15.00  $0.00
   Sell  06/24/16 14:14  Stop Loss  $2,003.00    ($2,250.00)  $115,435.00    ($2,250.00)  0.00%  (53.25%)  $15.00  $0.00
 159  Buy  08/26/16 14:14  Long #1  $2,149.25  $0.00  1  $532.50  0.52%  $937.50  58.59%    $15.00  $0.00
   Sell  09/08/16 14:14  LongExit2  $2,160.50    $562.50  $115,967.50    ($662.50)  76.56%  35.16%  $15.00  $0.00
 160  Buy  09/01/16 14:14  Long #2  $2,148.75  $0.00  1  $557.50  0.55%  $962.50  100.00%    $15.00  $0.00
   Sell  09/08/16 14:14  LongExit2  $2,160.50    $587.50  $116,525.00    $0.00  61.04%  61.04%  $15.00  $0.00
 161  Buy  09/09/16 14:14  Long #1  $2,104.50  $0.00  1  $1,132.50  1.10%  $2,800.00  89.96%    $15.00  $0.00
   Sell  09/26/16 14:14  LongExit2  $2,127.75    $1,162.50  $117,657.50    ($312.50)  47.39%  37.35%  $15.00  $0.00
 162  Buy  09/14/16 14:14  Long #2  $2,102.75  $0.00  1  $1,220.00  1.19%  $2,887.50  99.14%    $15.00  $0.00
   Sell  09/26/16 14:14  LongExit2  $2,127.75    $1,250.00  $118,877.50    ($25.00)  43.78%  42.92%  $15.00  $0.00
 163  Buy  10/31/16 14:14  Long #1  $2,111.25  $0.00  1  $2,957.50  2.83%  $3,200.00  58.99%    $15.00  $0.00
   Sell  11/18/16 14:14  LongExit3  $2,171.00    $2,987.50  $121,835.00    ($2,225.00)  96.08%  55.07%  $15.00  $0.00
 164  Buy  11/01/16 14:14  Long #2  $2,093.75  $0.00  1  $3,832.50  3.69%  $4,075.00  75.12%    $15.00  $0.00
   Sell  11/18/16 14:14  LongExit3  $2,171.00    $3,862.50  $125,667.50    ($1,350.00)  96.08%  71.20%  $15.00  $0.00
 165  Buy  12/30/16 14:14  Long #1  $2,228.00  $0.00  1  $1,420.00  1.30%  $2,100.00  100.00%    $15.00  $0.00
   Sell  01/12/17 14:14  LongExit2  $2,257.00    $1,450.00  $127,087.50    $0.00  69.05%  69.05%  $15.00  $0.00
 166  Buy  03/22/17 14:14  Long #1  $2,338.00  $0.00  1  $820.00  0.73%  $1,237.50  50.77%    $15.00  $0.00
   Sell  03/31/17 14:14  LongExit2  $2,355.00    $850.00  $127,907.50    ($1,200.00)  84.10%  34.87%  $15.00  $0.00
 167  Buy  03/23/17 14:14  Long #2  $2,336.25  $0.00  1  $907.50  0.80%  $1,325.00  54.36%    $15.00  $0.00
   Sell  03/31/17 14:14  LongExit2  $2,355.00    $937.50  $128,815.00    ($1,112.50)  84.10%  38.46%  $15.00  $0.00
 168  Buy  04/12/17 14:14  Long #1  $2,338.00  $0.00  1  $2,070.00  1.80%  $2,637.50  74.56%    $15.00  $0.00
   Sell  05/03/17 14:14  LongExit2  $2,380.00    $2,100.00  $130,885.00    ($900.00)  84.81%  59.36%  $15.00  $0.00
 169  Buy  04/13/17 14:14  Long #2  $2,322.25  $0.00  1  $2,857.50  2.49%  $3,425.00  100.00%    $15.00  $0.00
   Sell  05/03/17 14:14  LongExit2  $2,380.00    $2,887.50  $133,742.50    $0.00  84.31%  84.31%  $15.00  $0.00
 170  Buy  05/17/17 14:14  Long #1  $2,353.75  $0.00  1  $2,620.00  2.25%  $3,000.00  90.57%    $15.00  $0.00
   Sell  05/30/17 14:14  LongExit2  $2,406.75    $2,650.00  $136,362.50    ($312.50)  89.43%  80.00%  $15.00  $0.00
 171  Buy  08/10/17 14:14  Long #1  $2,435.50  $0.00  1  $195.00  0.18%  $1,837.50  63.09%    $15.00  $0.00
   Sell  08/23/17 14:14  LongExit2  $2,440.00    $225.00  $136,557.50    ($1,075.00)  44.64%  7.73%  $15.00  $0.00
 172  Buy  08/17/17 14:14  Long #2  $2,427.75  $0.00  1  $582.50  0.50%  $1,225.00  64.05%    $15.00  $0.00
   Sell  08/23/17 14:14  LongExit2  $2,440.00    $612.50  $137,140.00    ($687.50)  67.97%  32.03%  $15.00  $0.00
 173  Buy  11/15/17 14:14  Long #1  $2,564.50  $0.00  1  $3,032.50  2.39%  $3,125.00  100.00%    $15.00  $0.00
   Sell  11/28/17 14:14  LongExit2  $2,625.75    $3,062.50  $140,172.50    $0.00  98.00%  98.00%  $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 2:14:00 PM - 12/1/2017 2:14:00 PM
TradeStation Periodical Returns: Annual 
 
Mark-To-Market Period Analysis:

Period

Net Profit % Gain Profit Factor # Trades % Profitable

Last 12 month

$14,505.00 6.43% n/a 9 100.00%
1/1/2017 $14,520.00 6.43% 100.00 9 100.00%
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 $14,520.00 6.43% 100.00 9 100.00%
1/1/2016 - 1/1/2017 $21,627.50 9.90% 5.05 22 77.27%
1/1/2015 - 1/1/2017 $37,480.00 18.49% 5.61 34 79.41%
1/1/2014 - 1/1/2017 $59,622.50 33.02% 5.29 48 79.17%
1/1/2013 - 1/1/2017 $87,102.50 56.90% 7.19 60 81.67%
1/1/2012 - 1/1/2017 $95,077.50 65.53% 5.90 72 79.17%
1/1/2011 - 1/1/2017 $93,172.50 63.38% 4.26 83 75.90%
1/1/2010 - 1/1/2017 $90,457.50 60.42% 3.41 96 73.96%
1/1/2009 - 1/1/2017 $112,517.50 88.14% 3.73 114 74.56%
1/1/2008 - 1/1/2017 $129,847.50 117.70% 3.51 136 75.00%
1/1/2007 - 1/1/2017 $134,755.00 127.83% 3.38 149 73.83%
1/1/2006 - 1/1/2017 $138,657.50 136.59% 3.37 159 72.96%
1/1/2005 - 1/1/2017 $141,187.50 142.64% 3.37 170 71.76%
1/1/2004 - 1/1/2017 $140,172.50 140.17% 3.31 173 71.10%
1/1/2003 - 1/1/2017 $140,172.50 140.17% 3.31 173 71.10%
1/1/2002 - 1/1/2017 $140,172.50 140.17% 3.31 173 71.10%
1/1/2001 - 1/1/2017 $140,172.50 140.17% 3.31 173 71.10%
1/1/2000 - 1/1/2017 $140,172.50 140.17% 3.31 173 71.10%
1/1/1999 - 1/1/2017 $140,172.50 140.17% 3.31 173 71.10%
1/1/1998 - 1/1/2017 $140,172.50 140.17% 3.31 173 71.10%
1/1/1997 - 1/1/2017 $140,172.50 140.17% 3.31 173 71.10%

Created by TradeStation: 12/1/2017 12:50:01 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 2:14:00 PM - 12/1/2017 2:14:00 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 ($70.83) (0.05%) 57.69%
September $2,589.29 1.64% 94.44%
October $885.50 0.57% 50.00%
November $2,761.00 1.90% 92.86%
December $2,333.44 1.44% 71.43%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

11/1/2017 $3,032.50 1.28% 100.00 1 100.00%
8/1/2017 $777.50 0.33% 100.00 2 100.00%
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

11/1/2017 - Today $3,032.50 1.28% 100.00 1 100.00%
10/1/2017 - 11/1/2017 $3,032.50 1.28% 100.00 1 100.00%
9/1/2017 - 11/1/2017 $3,032.50 1.28% 100.00 1 100.00%
8/1/2017 - 11/1/2017 $3,810.00 1.61% 100.00 3 100.00%
7/1/2017 - 11/1/2017 $3,810.00 1.61% 100.00 3 100.00%
6/1/2017 - 11/1/2017 $3,810.00 1.61% 100.00 3 100.00%
5/1/2017 - 11/1/2017 $6,775.00 2.90% 100.00 6 100.00%
4/1/2017 - 11/1/2017 $11,357.50 4.96% 100.00 6 100.00%
3/1/2017 - 11/1/2017 $13,085.00 5.76% 100.00 8 100.00%
2/1/2017 - 11/1/2017 $13,085.00 5.76% 100.00 8 100.00%
1/1/2017 - 11/1/2017 $14,520.00 6.43% 100.00 9 100.00%
12/1/2016 - 11/1/2017 $14,505.00 6.43% 100.00 9 100.00%
11/1/2016 - 11/1/2017 $21,310.00 9.74% 100.00 11 100.00%
10/1/2016 - 11/1/2017 $21,295.00 9.73% 100.00 11 100.00%
9/1/2016 - 11/1/2017 $24,665.00 11.45% 100.00 15 100.00%
8/1/2016 - 11/1/2017 $24,737.50 11.48% 100.00 15 100.00%
7/1/2016 - 11/1/2017 $24,737.50 11.48% 100.00 15 100.00%
6/1/2016 - 11/1/2017 $20,177.50 9.17% 5.42 17 88.24%
5/1/2016 - 11/1/2017 $20,220.00 9.19% 5.43 19 84.21%
4/1/2016 - 11/1/2017 $20,205.00 9.19% 5.41 19 84.21%
3/1/2016 - 11/1/2017 $20,205.00 9.19% 5.41 19 84.21%
2/1/2016 - 11/1/2017 $22,170.00 10.17% 5.62 21 80.95%
1/1/2016 - 11/1/2017 $21,627.50 9.90% 5.05 22 77.27%
12/1/2015 - 11/1/2017 $22,022.50 10.10% 5.13 23 78.26%
11/1/2015 - 11/1/2017 $24,042.50 11.12% 5.50 24 79.17%
10/1/2015 - 11/1/2017 $24,042.50 11.12% 5.50 24 79.17%
9/1/2015 - 11/1/2017 $26,245.00 12.27% 5.92 26 80.77%
8/1/2015 - 11/1/2017 $23,537.50 10.87% 3.93 28 75.00%
7/1/2015 - 11/1/2017 $31,365.00 15.02% 5.12 30 80.00%
6/1/2015 - 11/1/2017 $31,550.00 15.12% 5.14 30 80.00%
5/1/2015 - 11/1/2017 $31,550.00 15.12% 5.14 30 80.00%
4/1/2015 - 11/1/2017 $31,550.00 15.12% 5.14 30 80.00%
3/1/2015 - 11/1/2017 $31,977.50 15.36% 4.94 32 78.13%
2/1/2015 - 11/1/2017 $31,977.50 15.36% 4.94 32 78.13%
1/1/2015 - 11/1/2017 $37,480.00 18.49% 5.61 34 79.41%
12/1/2014 - 11/1/2017 $43,677.50 22.23% 5.20 37 78.38%
11/1/2014 - 11/1/2017 $43,677.50 22.23% 5.20 37 78.38%
10/1/2014 - 11/1/2017 $42,542.50 21.53% 4.66 39 76.92%
9/1/2014 - 11/1/2017 $42,542.50 21.53% 4.66 39 76.92%
8/1/2014 - 11/1/2017 $49,897.50 26.22% 5.29 41 78.05%
7/1/2014 - 11/1/2017 $49,882.50 26.21% 5.29 41 78.05%
6/1/2014 - 11/1/2017 $49,882.50 26.21% 5.29 41 78.05%
5/1/2014 - 11/1/2017 $49,882.50 26.21% 5.29 41 78.05%
4/1/2014 - 11/1/2017 $52,472.50 27.96% 5.52 43 79.07%
3/1/2014 - 11/1/2017 $54,087.50 29.07% 5.65 45 80.00%
2/1/2014 - 11/1/2017 $59,640.00 33.04% 5.35 48 79.17%
1/1/2014 - 11/1/2017 $59,622.50 33.02% 5.29 48 79.17%
12/1/2013 - 11/1/2017 $67,107.50 38.78% 5.83 51 80.39%
11/1/2013 - 11/1/2017 $67,107.50 38.78% 5.83 51 80.39%
10/1/2013 - 11/1/2017 $71,835.00 42.67% 6.17 53 81.13%
9/1/2013 - 11/1/2017 $71,835.00 42.67% 6.17 53 81.13%
8/1/2013 - 11/1/2017 $71,750.00 42.60% 6.10 55 80.00%
7/1/2013 - 11/1/2017 $78,945.00 48.96% 6.61 57 80.70%
6/1/2013 - 11/1/2017 $83,570.00 53.36% 6.94 59 81.36%
5/1/2013 - 11/1/2017 $83,555.00 53.35% 6.94 59 81.36%
4/1/2013 - 11/1/2017 $83,555.00 53.35% 6.94 59 81.36%
3/1/2013 - 11/1/2017 $83,555.00 53.35% 6.94 59 81.36%
2/1/2013 - 11/1/2017 $83,555.00 53.35% 6.94 59 81.36%
1/1/2013 - 11/1/2017 $87,102.50 56.90% 7.19 60 81.67%
12/1/2012 - 11/1/2017 $88,925.00 58.79% 7.32 60 81.67%
11/1/2012 - 11/1/2017 $89,195.00 59.08% 7.34 62 82.26%
10/1/2012 - 11/1/2017 $89,562.50 59.47% 7.31 63 80.95%
9/1/2012 - 11/1/2017 $91,992.50 62.08% 7.49 65 81.54%
8/1/2012 - 11/1/2017 $92,725.00 62.89% 7.54 65 81.54%
7/1/2012 - 11/1/2017 $95,232.50 65.70% 7.71 66 81.82%
6/1/2012 - 11/1/2017 $96,990.00 67.74% 7.84 67 82.09%
5/1/2012 - 11/1/2017 $92,430.00 62.56% 5.93 69 79.71%
4/1/2012 - 11/1/2017 $91,970.00 62.06% 5.74 71 78.87%
3/1/2012 - 11/1/2017 $95,077.50 65.53% 5.90 72 79.17%
2/1/2012 - 11/1/2017 $95,077.50 65.53% 5.90 72 79.17%
1/1/2012 - 11/1/2017 $95,077.50 65.53% 5.90 72 79.17%
12/1/2011 - 11/1/2017 $95,077.50 65.53% 5.90 72 79.17%
11/1/2011 - 11/1/2017 $95,025.00 65.47% 5.88 73 78.08%
10/1/2011 - 11/1/2017 $94,075.00 64.39% 5.32 75 77.33%
9/1/2011 - 11/1/2017 $94,320.00 64.67% 5.33 76 77.63%
8/1/2011 - 11/1/2017 $88,272.50 58.11% 4.17 79 74.68%
7/1/2011 - 11/1/2017 $87,480.00 57.29% 4.06 79 74.68%
6/1/2011 - 11/1/2017 $87,480.00 57.29% 4.06 79 74.68%
5/1/2011 - 11/1/2017 $87,480.00 57.29% 4.06 79 74.68%
4/1/2011 - 11/1/2017 $87,480.00 57.29% 4.06 79 74.68%
3/1/2011 - 11/1/2017 $91,052.50 61.06% 4.12 83 73.49%
2/1/2011 - 11/1/2017 $93,172.50 63.38% 4.26 83 75.90%
1/1/2011 - 11/1/2017 $93,172.50 63.38% 4.26 83 75.90%
12/1/2010 - 11/1/2017 $93,172.50 63.38% 4.26 83 75.90%
11/1/2010 - 11/1/2017 $93,330.00 63.56% 4.26 84 76.19%
10/1/2010 - 11/1/2017 $93,330.00 63.56% 4.26 84 76.19%
9/1/2010 - 11/1/2017 $93,330.00 63.56% 4.26 84 76.19%
8/1/2010 - 11/1/2017 $93,707.50 63.98% 4.28 86 76.74%
7/1/2010 - 11/1/2017 $93,680.00 63.95% 4.27 87 75.86%
6/1/2010 - 11/1/2017 $93,197.50 63.41% 4.19 88 76.14%
5/1/2010 - 11/1/2017 $92,287.50 62.40% 3.72 93 75.27%
4/1/2010 - 11/1/2017 $92,447.50 62.58% 3.74 93 75.27%
3/1/2010 - 11/1/2017 $92,447.50 62.58% 3.74 93 75.27%
2/1/2010 - 11/1/2017 $93,877.50 64.17% 3.75 95 74.74%
1/1/2010 - 11/1/2017 $90,457.50 60.42% 3.41 96 73.96%
12/1/2009 - 11/1/2017 $90,457.50 60.42% 3.41 96 73.96%
11/1/2009 - 11/1/2017 $95,927.50 66.50% 3.55 98 74.49%
10/1/2009 - 11/1/2017 $97,837.50 68.74% 3.61 100 75.00%
9/1/2009 - 11/1/2017 $100,877.50 72.42% 3.69 102 75.49%
8/1/2009 - 11/1/2017 $100,877.50 72.42% 3.69 102 75.49%
7/1/2009 - 11/1/2017 $108,625.00 82.57% 3.73 106 74.53%
6/1/2009 - 11/1/2017 $109,557.50 83.88% 3.82 106 74.53%
5/1/2009 - 11/1/2017 $109,557.50 83.88% 3.82 106 74.53%
4/1/2009 - 11/1/2017 $107,277.50 80.72% 3.61 107 73.83%
3/1/2009 - 11/1/2017 $107,472.50 80.99% 3.61 108 74.07%
2/1/2009 - 11/1/2017 $107,765.00 81.39% 3.56 110 73.64%
1/1/2009 - 11/1/2017 $112,517.50 88.14% 3.73 114 74.56%
12/1/2008 - 11/1/2017 $112,517.50 88.14% 3.73 114 74.56%
11/1/2008 - 11/1/2017 $120,145.00 100.10% 3.92 116 75.00%
10/1/2008 - 11/1/2017 $122,985.00 104.95% 3.83 118 74.58%
9/1/2008 - 11/1/2017 $130,575.00 119.14% 4.00 123 75.61%
8/1/2008 - 11/1/2017 $128,120.00 114.34% 3.84 124 75.00%
7/1/2008 - 11/1/2017 $128,620.00 115.30% 3.81 126 75.40%
6/1/2008 - 11/1/2017 $128,852.50 115.75% 3.82 127 75.59%
5/1/2008 - 11/1/2017 $128,852.50 115.75% 3.82 127 75.59%
4/1/2008 - 11/1/2017 $130,060.00 118.12% 3.84 128 75.78%
3/1/2008 - 11/1/2017 $132,402.50 122.86% 3.89 130 75.38%
2/1/2008 - 11/1/2017 $132,620.00 123.31% 3.90 131 75.57%
1/1/2008 - 11/1/2017 $129,847.50 117.70% 3.51 136 75.00%
12/1/2007 - 11/1/2017 $132,165.00 122.37% 3.55 137 75.18%
11/1/2007 - 11/1/2017 $133,497.50 125.14% 3.58 138 75.36%
10/1/2007 - 11/1/2017 $134,955.00 128.26% 3.61 139 75.54%
9/1/2007 - 11/1/2017 $134,955.00 128.26% 3.61 139 75.54%
8/1/2007 - 11/1/2017 $136,515.00 131.70% 3.64 143 76.22%
7/1/2007 - 11/1/2017 $131,892.50 121.81% 3.37 144 74.31%
6/1/2007 - 11/1/2017 $135,120.00 128.62% 3.43 146 74.66%
5/1/2007 - 11/1/2017 $135,120.00 128.62% 3.43 146 74.66%
4/1/2007 - 11/1/2017 $135,120.00 128.62% 3.43 146 74.66%
3/1/2007 - 11/1/2017 $133,275.00 124.68% 3.32 148 73.65%
2/1/2007 - 11/1/2017 $134,755.00 127.83% 3.38 149 73.83%
1/1/2007 - 11/1/2017 $134,755.00 127.83% 3.38 149 73.83%
12/1/2006 - 11/1/2017 $135,235.00 128.87% 3.38 151 73.51%
11/1/2006 - 11/1/2017 $136,182.50 130.96% 3.40 151 74.17%
10/1/2006 - 11/1/2017 $136,182.50 130.96% 3.40 151 74.17%
9/1/2006 - 11/1/2017 $136,182.50 130.96% 3.40 151 74.17%
8/1/2006 - 11/1/2017 $136,182.50 130.96% 3.40 151 74.17%
7/1/2006 - 11/1/2017 $136,065.00 130.70% 3.40 152 73.68%
6/1/2006 - 11/1/2017 $135,760.00 130.02% 3.38 153 73.20%
5/1/2006 - 11/1/2017 $134,450.00 127.17% 3.30 155 72.26%
4/1/2006 - 11/1/2017 $136,540.00 131.75% 3.34 157 72.61%
3/1/2006 - 11/1/2017 $136,540.00 131.75% 3.34 157 72.61%
2/1/2006 - 11/1/2017 $136,540.00 131.75% 3.34 157 72.61%
1/1/2006 - 11/1/2017 $138,657.50 136.59% 3.37 159 72.96%
12/1/2005 - 11/1/2017 $138,642.50 136.55% 3.37 159 72.96%
11/1/2005 - 11/1/2017 $138,642.50 136.55% 3.37 159 72.96%
10/1/2005 - 11/1/2017 $138,087.50 135.27% 3.34 160 72.50%
9/1/2005 - 11/1/2017 $138,087.50 135.27% 3.34 160 72.50%
8/1/2005 - 11/1/2017 $138,127.50 135.36% 3.34 162 72.22%
7/1/2005 - 11/1/2017 $138,127.50 135.36% 3.34 162 72.22%
6/1/2005 - 11/1/2017 $138,085.00 135.26% 3.34 163 71.78%
5/1/2005 - 11/1/2017 $138,085.00 135.26% 3.34 163 71.78%
4/1/2005 - 11/1/2017 $138,680.00 136.64% 3.35 164 71.95%
3/1/2005 - 11/1/2017 $138,870.00 137.08% 3.35 166 72.29%
2/1/2005 - 11/1/2017 $140,837.50 141.78% 3.38 168 72.62%
1/1/2005 - 11/1/2017 $141,187.50 142.64% 3.37 170 71.76%
12/1/2004 - 11/1/2017 $141,187.50 142.64% 3.37 170 71.76%
11/1/2004 - 11/1/2017 $141,187.50 142.64% 3.37 170 71.76%
10/1/2004 - 11/1/2017 $141,395.00 143.14% 3.38 171 71.93%
9/1/2004 - 11/1/2017 $140,642.50 141.31% 3.33 172 71.51%
8/1/2004 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
7/1/2004 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
6/1/2004 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
5/1/2004 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
4/1/2004 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
3/1/2004 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
2/1/2004 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
1/1/2004 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
12/1/2003 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
11/1/2003 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
10/1/2003 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
9/1/2003 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
8/1/2003 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
7/1/2003 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
6/1/2003 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
5/1/2003 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
4/1/2003 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
3/1/2003 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
2/1/2003 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
1/1/2003 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
12/1/2002 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
11/1/2002 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
10/1/2002 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
9/1/2002 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
8/1/2002 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
7/1/2002 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
6/1/2002 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
5/1/2002 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
4/1/2002 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
3/1/2002 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
2/1/2002 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
1/1/2002 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
12/1/2001 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
11/1/2001 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
10/1/2001 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
9/1/2001 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
8/1/2001 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
7/1/2001 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
6/1/2001 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
5/1/2001 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
4/1/2001 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
3/1/2001 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
2/1/2001 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
1/1/2001 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
12/1/2000 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
11/1/2000 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
10/1/2000 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
9/1/2000 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
8/1/2000 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
7/1/2000 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
6/1/2000 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
5/1/2000 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
4/1/2000 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
3/1/2000 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
2/1/2000 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
1/1/2000 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
12/1/1999 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
11/1/1999 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
10/1/1999 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
9/1/1999 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
8/1/1999 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
7/1/1999 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
6/1/1999 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
5/1/1999 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
4/1/1999 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
3/1/1999 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
2/1/1999 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
1/1/1999 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
12/1/1998 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
11/1/1998 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
10/1/1998 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
9/1/1998 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
8/1/1998 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
7/1/1998 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
6/1/1998 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
5/1/1998 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
4/1/1998 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
3/1/1998 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
2/1/1998 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
1/1/1998 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
12/1/1997 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
11/1/1997 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
10/1/1997 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%
9/1/1997 - 11/1/2017 $140,172.50 140.17% 3.31 173 71.10%

Created by TradeStation: 12/1/2017 12:50:01 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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ATGNuObieNnudkCkUFmg0j7mZx3ZFWpI0y4d8/euspcGAWpIWJM3Y5/8P5/n/ovSADkpWFE4RfWjEVyMCAuQzghuydUxOHd+O4mLedb6WiyT5zDMvPM99O1EsiAoy2YxfXT6LQaMtB3w/h6FAxCrINjPcfw9VjpsoLnkkiennidJrHBZUWHnAv10KBiFWQbGe4/h6zxitoFDmwiZvhPhNY4LKiw84F+uhQMQqyDYz3H8PSanCx4RzyhIH9TKaxwWVFh5wL9dCgYhVkGxnuP4epwtbXNOVTEnqP0mscFlRYecC/XQoGIVZBsZ7j+HqcLW1zTlUxJ6j9JrHBZUWHnAv10KBiFWQbGe4/h6GjrhYHClmErica6TWOCyosPOBfroUDEKsg2M9x/D08m8jAFty8SPseOOk1jgsqLDzgX66FAxCrINjPcfw9PDwbouGzIjy4nSaxwWVFh5wL9dYzDYDksUoyj4seklatuQU6kb4nSaxwWVFh5wL9dXBLAVE+KcwD5NydJK1bcgp1I3xOk1jgsqLDzgX66ZBIJLShvGTnPCexJWrbkFOpG+J0mscFlRYecC/XWe0MtnLnBjTP10krVtyCnUjfE6TWOCyosPOBfrqtZGg5Fy54ZjGnnSStW3IKdSN8TpNY4LKiw84F+uq1kaDkXLnhmMaedJK1bcgp1I3xOk1jgsqLDzgX66xgEBRGC5zUyx41esBt3Ok8WU9mOlEuQCY3HnAuNHWtIXKKhTKVxeKLjgqoeaVWrjukrVtyCnUjfE6TGHFlUh5wL9f6BQ31JgRgHOwiXHnpwkE2AwJRJhqeuqInDu/PcTMnO9dLRYJ85guXni+uong+CkYZh9vdg66d0QvthN2b7v0k+ZWJ6Vnq67qFnWdKV8pjOr77qEvecKx8LnO567qEvecKx8LnO567v0k+ZGJ6Rnu77tPfTuql9NJqTXdJcL16Yat+d9kFyvXpliT513YOundEL7YTdm+79JPmVielZ6uu6hZ1nSlfKYzq++6hL3nCsfC5zueu6hL3nCsfC5zueugwuoQByr1+pnn/23E5uOesNZgZhhOQmHCFzMztgntgpahiuInABHWTgQOvtVrAqAP6D/AMP5/n/s/n+fdgVaEjbLl1z9b7oEIopNFrX1MXnuoohFcYSY5ub40+r2EwQAmMbcc3E8bPc7CYIATGNuObieNnudkCkUFmg0j7mZx3ZFWpI0y4d8/eu6MIBZX0Yp+HsjCBSV9Cofl7sCrQkbZcuufrfdAhFFJota+pi891FEIrjCTHNzfGn1ewmCAExjbjm4njZ7nYTBACYxtxzcTxs9zFY9ycpzr+d9K5LKU5I8byWaa7f+H+f5/wCzIchOG8qOH1H30SZcgF8wH/XYsUKZpi52avx747hxgODVI8Zxmef2dksMFpyXEzfnWziZ7BY4JDkObm/GtPNx2CxwSHIc3N+NaebjsDWC4EQhznOb4/b2JVCuYYuNup8+uO4IAQqAu4Vn5ewYIRqgOqUv5O5YoUzTFzs1fj3x3DjAcGqR4zjM8/s7JYYLTkuJm/OtnEz2CxwSHIc3N+NaebjtiILVJmmcjHBT3cKSGE6j5nlV3zLj/i/n+f8As/n+fdg66d0QvthN2b7v0k+ZWJ6Vnq67qFnWdKV8pjOr77qEvecKx8LnO567qEvecKx8LnO567v0k+ZGJ6Rnu77tPfTuql9NJqTXdJcL16Yat+d9kFyvXpliT513YOundEL7YTdm+79JPmVielZ6uu6hZ1nSlfKYzq++6hL3nCsfC5zueu/rGNoz2Jl2ch/xv5/n/og5yVCcbylZd6mOlN3fWgHEmcyep0NlkcXjkstvuTW+gOecyRQxIHFueb1phPAAXkOJZvg6YTtF3zyxGjheT3BMEAJjG3HNxPGz3EQ0g3MlKDjOXj3jpAhFFJota+pi89CYIATGNuObieNnuSB9Et4scxmEzpZmIEIopNFrX1MXnoTBACYxtxzcTxs9xBI6Dg5xgf8AYf8Ac6QIRRSaLWvqYvPQmCAExjbjm4njZ7mQzlRd6Q9oOZw9xAhFFJota+pi89CYIATGNuObieNnuZDOVF3pD2g5nD3ECEUUmi1r6mLz0JggBMY245uJ42e4hBqCtxw8GdVPc6QIRRSaLWvqYvPQmCAExjbjm4njZ7jkZgVgWTMzqpzmdIEIopNFrX1MXnoTBACYxtxzcTxs9xhD1px6pyfO9dIEIopNFrX1MXnrEMHVlzhXnBzDJnmORmBWBZMzOqnOZ0gQiik0WtfUxeemAAOBhrHl1y+uK46cjMCsCyZmdVOczpAhFFJota+pi89IAopgw593RrT3HIzArAsmZnVTnM6QIRRSaLWvqYvPX5E3Jfa3fE99ORmBWBZMzOqnOZ0gQiik0WtfUxeehMEAJjG3HNxPGz3HIzArAsmZnVTnM6VUKEwATWTlhDNT/jcjMCsCyZmdVOczpABBqTYrX1MXn/Rb8FkCgARuEjjx0xJtMC3IVodjbvr/AO1VlJcpZiyzHTDCcUQGgrQOQJNdbpSFVVKq5VdvcsUKZpi52avx747hxgODVI8Zxmef2dksMFpyXEzfnWziZ7BY4JDkObm/GtPNx2CxwSHIc3N+NaebjsDWC4EQhznOb4/b2JVCuYYuNup8+uO4IAQqAu4Vn5ewYIRqgOqUv5O5YoUzTFzs1fj3x3DjAcGqR4zjM8/s7JYYLTkuJm/OtnEz2CxwSHIc3N+NaebgZR8mRpB52Ko+w9CTZEzkAfYHL9U/5P5/n/s/n+fdg66d0QvthN2b7v0k+ZWJ6Vnq67qFnWdKV8pjOr77qEvecKx8LnO567qEvecKx8LnO567v0k+ZGJ6Rnu77tPfTuql9NJqTXdJcL16Yat+d9kFyvXpliT513YOundEL7YTdm+79JPmVielZ6uu6hZ1nSlfKYzq++6hL3nCsfC5zueupXooU4w+B/y/z/P/AGcLoOYOJeH31xoSQN4DswKtCRtly65+t90CEUUmi1r6mLz3UUQiuMJMc3N8afV7CYIATGNuObieNnudhMEAJjG3HNxPGz3OyBSKCzQaR9zM47sirUkaZcO+fvXdGEAsr6MU/D2RhApK+hUPy92BVoSNsuXXP1vugQiik0WtfUxee6iiEVxhJjm5vjT6vQYXUIA5V6OnE/tcgeMUVN4kr/y/z/P/AGfz/PuWKFM0xc7NX498dw4wHBqkeM4zPP7OyWGC05LiZvzrZxM9gscEhyHNzfjWnm47BY4JDkObm/GtPNx2BrBcCIQ5znN8ft7EqhXMMXG3U+fXHcEAIVAXcKz8vYMEI1QHVKX8ncsUKZpi52avx747hxgODVI8Zxmef2dksMFpyXEzfnWziZ61QvKyYfh//r/n/n+f+UbF0c5FbKyHG+HF6hlDDR8cImxnTOzJQB4tGTvyMU2c9SsCt0pHTlgqRi89EnRz+e718uv0cP8A92XLM56LlJrQzhCT05JMdFEetOBmQqa28PnAWOCQ5Dm5vxrTzcEE53weFALmEppudBxgODVI8Zxmef2BY4JDkObm/GtPNwYXNmRMgdDJLmXGg4wHBqkeM4zPP7AscEhyHNzfjWnm4GQSkzhTLqYL7xLOg4wHBqkeM4zPP7AscEhyHNzfjWnm4DwCTKNq/cKTDUADjAcGqR4zjM8/sCxwSHIc3N+NaebgPAJMo2r9wpMNQAOMBwapHjOMzz+wLHBIchzc341p5uAgqdcphDwciCXnF6DjAcGqR4zjM8/sCxwSHIc3N+NaebgIlfMsrCZMcJTiE4A4wHBqkeM4zPP7AscEhyHNzfjWnm4KC7vsbPLCVuecXoOMBwapHjOMzz+yROdFXzrPGJ4kW+EhKeVjnIuZi5L66DjAcGqR4zjM8/sgbVnJerlmsTeTNnSQlPKxzkXMxcl9dBxgODVI8Zxmef2QIIsuqNb0zJiL4iQlPKxzkXMxcl9dBxgODVI8Zxmef2M5krMi5Klj9MZz0pHzijm2fg5y8SzqWBu+lwxwEwSH/MkJTysc5FzMXJfXQcIEzVNGcZnn9n+QFMszU1s+pmznjrJVqYBw7+Rd4Of/AC/n+fdgVaEjbLl1z9b7oEIopNFrX1MXnuoohFcYSY5ub40+r2EwQAmMbcc3E8bPc7CYIATGNuObieNnudkCkUFmg0j7mZx3ZFWpI0y4d8/eu6MIBZX0Yp+HsjCBSV9Cofl7sCrQkbZcuufrfdAhFFJota+pi891FEIrjCTHNzfGn1fr+T+SP2ieX+D+f5/+QER8+HnLyt9q04qpU5GP5f8AhWrVlqMIK7Z7KyWH4VQHg8P/AD4ieLQTThgF4fh6UHmMQTgoO5Gpn/ygdScQr5gw9uOiDHAfYgCdixQpmmLnZq/HvjuHGA4NUjxnGZ5/Z2SwwWnJcTN+dbOJnsFjgkOQ5ub8a083HYLHBIchzc341p5uOwNYLgRCHOc5vj9vYlUK5hi426nz647ggBCoC7hWfl7BghGqA6pS/k7lihTNMXOzV+PfHcOMBwapHjOMzz+zteciBlp5GDKnMzrKYXUKp5V/wfz/AD/4BZr+sGlCIFqZ6KYwwRXioOT71emUBIssMgjE4pOOlhJyKCHE4HKcX30RTfhUI+bPn/hfZulZOTVE+afPVLENw7gMnP5P/L+f592Drp3RC+2E3Zvu/ST5lYnpWerruoWdZ0pXymM6vvuoS95wrHwuc7nruoS95wrHwuc7nru/ST5kYnpGe7vu099O6qX00mpNd0lwvXphq3532QXK9emWJPnXdg66d0QvthN2b7v0k+ZWJ6Vnq67IhEjAx5I4wp0uqaWtnIcHL+f8P8/z/wDLCjeFivL8nX9T++lgu0MD4p89HAdoMXzHoCAAgBgP+N8ufm3KqcOmD+OrJKySlo1d+nLjtcFUh0MAqH5eh+kSuwMxMnC24vXiXSPvFvKye71grBgUuLLb5k3OsDXjIARmOTXdgVaEjbLl1z9b7oEIopNFrX1MXnuoohFcYSY5ub40+r2EwQAmMbcc3E8bPc7CYIATGNuObieNnudkCkUFmg0j7mZx3ZFWpI0y4d8/eu6MIBZX0Yp+HsjCBSV9Cofl7sCrQkbZcuufrfdAhFFJota+pi89o4EqsgyP2n1/i/n+f/CKVvHQKUAlaYoXXVVdnRQ4/pCzqFiBDAhSY3IvucdOF6BzBS4Nae+jw5hEF2GH5P8Azijn1wxNE4WutaHFhC8Dpz2mKzKJHZBwj4fh6SQ0erI8cpOIW66Dm4tVmcaSbt9TfUDgfwORhi4IWe+jBxtSmIpOSyw+un0Wgwbahrl/L0CAiFGULC+q/l6CFdzgLbMc1+2t6TWOiWolPGFPvoEBEKMoWF9V/L02BWqg1fWVrbc+b0msdEtRKeMKffQICIUZQsL6r+XpVYrbyqvrNrGb+U1jolqJTxhT76BARCjKFhfVfy9VSQbuVWtNvjzzcJrHRLUSnjCn30CAiFGULC+q/l6qkg3cqtabfHnm4TWOiWolPGFPvoEBEKMoWF9V/L1SKMECfQaqfn7U1jolqJTxhT76BARCjKFhfVfy9WoqWAStM23PlrvpNY6JaiU8YU++gQEQoyhYX1X8vVo2XEP8jlVzed9JrHRLUSnjCn31xONU8WXhQVxdvSytW3IaN2t83pNY6JaiU8YU++swYRbUNmvMeFueOllatuQ0btb5vSax0S1Ep4wp99OAUQSwWF1Fu9+b1yXrwLWbcZX7vQwkNUE5aBOZ9P8ACsrVtyGjdrfN6TGPEtQp4wp9/wDl4hPRcq0fB2rPb8li1A0HjsGbHIOEn1z0bFdCNWgYo7esvaIUp0Jhdwz0HI/lST6mJeosCDn/AJr+f592Drp3RC+2E3Zvu/ST5lYnpWerruoWdZ0pXymM6vvuoS95wrHwuc7nruoS95wrHwuc7nru/ST5kYnpGe7vu099O6qX00mpNd0lwvXphq3532QXK9emWJPnXYoqXa/vHTB107ohfbCbs33fpJ8ysT0rPV10iuCw0RX8JkevP+P+f5/+XMgpBrKnX9T+uv6n9df1P66/qf11/U/rr+p/XX9T+utbbhYuLPl/5gsYpfVaESPvPx0QNhFvgVn57MCrQkbZcuufrfdAhFFJota+pi891FEIrjCTHNzfGn1ewmCAExjbjm4njZ7nYTBACYxtxzcTxs9zsgUigs0GkfczOO7Iq1JGmXDvn712UavudOHIcperNdIwgFlfRin4eyMIFJX0Kh+XrCXBikqSMozM2OOvv+z+Cv2AeXTAq0JG2XLrn631+Iucks5lxe0zXA6OIRJX3wayPW9tys3Mvwf4/wCf5/7P5/n3LFCmaYudmr8e+O4cYDg1SPGcZnn9nZLDBaclxM351s4mewWOCQ5Dm5vxrTzcdgscEhyHNzfjWnm47A1guBEIc5zm+P29iVQrmGLjbqfPrjqc482U0Tfw5U46WCGEXNEH0lo6/PXIQLgQxDGTHycq9Nl3fisA9bv2Wc/OF++00BcjH0zTw+np7AXGCTAvLBt5DWOiRlJ4OA4LAC+umewCSkrPeTO3kOkwuoVTyr/k/n+f+gO1DAOU4A9rjphEjERyMmW85446HmYsVm86yak93XUDgfwOBlmYaS+umFErIACwsMtWHnoxEaBol5EvByzXk6CwUBWpm74eONY8nR/FFoSAAy1IBtMjkQpThE6XM445fjfQWCgK1M3fDxxrHk6PwwQFCg5YiCNlNPQhSnCJ0uZxxy/G+gsFAVqZu+HjjWPJ0OAnTAgRzyCMeceQhSnCJ0uZxxy/G+gsFAVqZu+HjjWPJ0GBOPoAgTnlIQ4YsOhClOETpczjjl+N9BYKArUzd8PHGseToMCcfQBAnPKQhwxYdCFKcInS5nHHL8b6CwUBWpm74eONY8nWWY8CAGDlwCAZtLaiFKcInS5nHHL8b6CwUBWpm74eONY8nWQjMosGrocT4DGRoqXa/vH+1CPkjQthK8YnOrehAlHInZmcccvxv/QvcGpB+HpBI25EqY4YZI4568S7R9Yt4Sz1eslYMCl0YafNu71ka8ZQisxy67sCrQkbZcuufrfdAhFFJota+pi891FEIrjCTHNzfGn1ewmCAExjbjm4njZ7nYTBACYxtxzcTxs9zsgUigs0GkfczOO7jgJJGyrYpyv/AMQb/v8A5/n/ALP5/n3LFCmaYudmr8e+O4cYDg1SPGcZnn9nZLDBaclxM351s4mewWOCQ5Dm5vxrTzcdgscEhyHNzfjWnm47A1guBEIc5zm+P2wizxQhuhvqU98VwNXyONjisROMzobAYcBWs/P+/wDn+f8AsocScwj5iU9OOmDXA/YlK9mDrp3RC+2E3Zvu/ST5lYnpWerruoWdZ0pXymM6vvuoS95wrHwuc7nruoS95wrHwuc7nrsUVLpf3jrxsJYNjlJycLWdgBqkhGkeTGNnrx/6D+f5/wCz+f592BVoSNsuXXP1vugQiik0WtfUxee6iiEVxhJjm5vjT6vYTBACYxtxzcTxs9zsJggBMY245uJ42e51HAlVkGR+0+v/AEf8/wA/9G04VbI4JnPGM+OiMYqqwwpwHhUzuXoUvC5XiNLc3n3OhmW/auaXkYhJMTrAG0exFsVHGeZl6aq9YcDMjF1o5fGRkcEjyXNxPje3iZTQIWEUDispT0xfDKNYLkxCPGM5nj9IyOCR5Lm4nxvbxMvEpcqQZ0csnDMmeekawXJiEeMZzPH6RkcEjyXNxPje3iZW1EJSyvgxjnDz6yjWC5MQjxjOZ4/SMjgkeS5uJ8b28TNzCxyCossbPDGeekawXJiEeMZzPH6RkcEjyXNxPje3iZuYWOQVFljZ4Yzz0jWC5MQjxjOZ4/Tise4OU53/ADv/ANEtJDytc5MxcXDPfSNINzENGM5nj9P+fO7rKL8PQZjD5eQJh99fg8ePi8zpMFKQBPMb++jWDjgF8Hdg66d0QvthN2b7v0k+ZWJ6Vnq67qFnWdKV8pjOr77qEvecKx8LnO567qEvecKx8LnO566SEZecXJ60GP2Oo8lJYVg/BD6/9H/P8/8AZwug4o4F5fXXGhJE1hOzAq0JG2XLrn633QIRRSaLWvqYvPdRRCK4wkxzc3xp9XpogdYq1gHyodSMiuEW8R+HxklzAwuoQByr191EPkv4EX7OgXHicy8wasmMFXxOmipdr+8f+k/n+f8As/n+fcsUKZpi52avx747mcBZJlKII4T5cJ8BhdQgDlXoUKwrnRduJ5pOTp9EXfYMH1FdvCEdVUPNYBVx1KU3Pz+z/wCceV9lrUJ4/wDwUM+uiV1UKoGgq/GQOPr/ANP/AD/P/WZcaiAeV6dYOuiXw92wYy9jJi2YzrTz0IEoBGz5Uh8vRMAXEqtByHnzxxyZCFJKjlTONON89Zc3QALOQYsZ8fLQ1hgMijHzkH67SC9FoQgzizfLXz/6r+f5/wCsSgVEIVhviz10CAgmKVAFBt0510AKnkXg2t3omOejA6iFsitYKxMqeOlqTU5MC+FP1vtW+9frB9ng1OjpCCeVKfAN89q13T2Nk25YX3ehuCXOhYfIdNH31W0n/gjMtS9LMAudWw+Aabfraf8AgjFlS9qyzALnVsPgGm36m7exsGnLKe52rHQEEcqV+Qa46+9frJ9nk1e1Zak0ODQvlD9669pe8wYcJMvrtWX0BMxyGW/fXpL3mHLhJh99L6AmY4HDfvtW9Je8w5cJMPvpak1OTAvhT9b7VvvX6wfZ4NTo6QgnlSnwDfPatd09jZNuWF93obglzoWHyHTR99VtJ/4IzLUvSzALnVsPgGm362n/AIIxZUvasswC51bD4Bpt+pu3sbBpyynudqx0BBHKlfkGuOvvX6yfZ5NXtWWpNDg0L5Q/euvaXvMGHCTL67Vl9ATMchlv30xJtFCmjwmEmct10PAUysmGB/D/ALP5/n3LFCmaYudmr8e+O4cYDg1SPGcZnn9nZLDBaclxM351s4mewWOCQ5Dm5vxrTzcdgscEhyHNzfjWnm47A1guBEIc5zm+P29iVQrmGLjbqfPrjuCAEKgLuFZ+XsGCEaoDqlL+TuWKFM0xc7NX498dw4wHBqkeM4zPP7OyWGC05LiZvzrZxM9gscEhyHNzfjWnm47BY4JDkObm/GtPNx2BrBcCIQ5znN8ft7EqhXMMXG3U+fXHcEAIVAXcKz8vb+f5/wCzIcheG8qmD1X10yZcoh80n/fZg66d0QvthN2b7v0k+ZWJ6Vnq67qFnWdKV8pjOr77qEvecKx8LnO567qEvecKx8LnO567v0k+ZGJ6Rnu77tPfTuql9NJqTXdJcL16Yat+d9kFyvXpliT513YOundEL7YTdm+79JPmVielZ6uu6hZ1nSlfKYzq++6hL3nCsfC5zueu6hL3nCsfC5zueu79JPmRiekZ7u+7T307qpfTSak13SXC9emGrfnfb+f5/wCz+f592BVoSNsuXXP1vugQiik0WtfUxee6iiEVxhJjm5vjT6vYTBACYxtxzcTxs9zsJggBMY245uJ42e52QKRQWaDSPuZnHdkVakjTLh3z967owgFlfRin4eyMIFJX0Kh+XuwKtCRtly65+t90CEUUmi1r6mLz3UUQiuMJMc3N8afV7CYIATGNuObieNnudhMEAJjG3HNxPGz3OyBSKCzQaR9zM47sirUkaZcO+fvXdGEAsr6MU/D2/n+f+hYagBil+UD5UOgLc2CDNZSFOFW4vXiXSPvFvKye71grBgUuLLb5k3OsDXjIARmOTXcsUKZpi52avx747hxgODVI8Zxmef2dksMFpyXEzfnWziZ7BY4JDkObm/GtPNx2CxwSHIc3N+NaebjsDWC4EQhznOb4/b2JVCuYYuNup8+uO4IAQqAu4Vn5ewYIRqgOqUv5O5YoUzTFzs1fj3x3DjAcGqR4zjM8/s7JYYLTkuJm/OtnEz2CxwSHIc3N+NaebjsFjgkOQ5ub8a083HYGsFwIhDnOc3x+3sSqFcwx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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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ca2qigmNx3g13qifBvXia4jIsNmfjJn3o6pwAPZnOkwLRgB3etGLkKBTsHbrOdApCrA+9W1RYDG8OfCSkVVyhuh+TW+dgSfPONbDP9flONVsDOCZSfNxNNgkUgbsN2dZ/wBSUX5NIYKgCRvXiaKGUBond0gWLLjw+dtOLGAaqWPWE/8AhipBVWPxoickpJsJ6FmdQiA5w/1V70RVrPoYuyG6AYoBoDsMjFYExWPHGkWxyFxsLmdTHrVywCZiyjIxs/POqXneIze2OKyflrCbJSr3dZuUPXGgcnMay3kymUfk1YwSPIDcTjJm2mAJGU5fo0qHRIaCC5lr6au2pDSV4IihSGTMvN0RotKPFhFKGYG+iKiJmKzkUFl71PlcHZCkpyyc6NEOBiAEIvPNdpqYWw2MqAibFuJ71dCtk9hjO8/96YaEIGGA+zBNPLEyqZ6Sb3rOpULpIgJ6Sp61XvsCS1XYlcze40cBQWIZCHKVNy6aMJwMrbuNk7hpWdu44oyI5BnGt7zhEthMwgw9zQPul3EMIb5zOw1H9kEvIChsW4m2dMN/VqmNg3BY8DpQ8yOwIMBtd8uMTTAEjKcv0aSoAvYMBwcs5roFKYLmNUCpdtqagNQFvK5KZxtNV/8AomG3X3Q8zU33glR3fJdHBnBTXJ2qt0HVXQGzkXh9zfOibRFMcuGBqYdY1nZs3IE3LC4xveNVSG7lD2Q4n+v/AJCPZUUZ2rz4DBWwU/F0FMNiA/B/4W246Jakp9v+I6sawipK94P/APCahNgOwYh+9/o1+jh/72XLM307oxpYAgQ6dpx/5AYMGDBgwYMGDB9715+WKT61gbIF6gRnO/z/AMAYMAYXEIDsj/4YMGDBgwYMHwPPPIlnx/4gwYMHz9PNSXZdmnxFe6QZkdn/ACBgwYMHhKAgjgc5fnk13H7/AHWPztz/AOAGDBgwYMHjKPY9FtrrX8qrGE04H3ngWX4/5/8AP7+EoHypBBfw0/ST3lYnpWerxqWJTTKLMD066+PGWzcOnShL5zhWPS5zzPXj4feMiWfDSS4Xx6Yat+efDB46eaIX2wnNnPlQs8Z0pXtMZ4vvyBavVUwTdDEYd3m+EFyvj0yxJ88eX6Se8rE9Kz1ePKhL5zhWPS5zzPWgsDCIVrPy8NPnp5qpfTScSceEFyvj0yxJ88a9xPRdiQenSVx8HAPd/wCnnQqx/DVlwNoZzOlzorXgsIqcp1qyK+QUxEqYAw7vPlJcL49MNW/PPhg8dPNEL7YTmznyoS+c4Vj0uc8z15LS6m0UORuFE424118eclm69uv5/f8Az0M4hfFakGvrHzpochEvhQv1qmh5mq1caIEIopOC1r6mLvo7f0tCAcD3r3E9M3LQ7NCYIATGNuN7idcnuaCwMIhWs/LSMIBZX0Yp9PhgVaEjlly8b/jnyoohFcYSY3ub1w+r4fyklVS4KezM2+L18eMtm4dOlp1hEHDNTp3pIPtDB6oe9ZXJUDNkdIEIopOC1r6mLv5EwQAmMbcb3E65Pc8IgqCHIDYD339ba9n/AC4Bl/OkYQKSvoVD7fB2/BYNBOR70+BAXhwGAc1w7cc64lPkYrbHelYIwIZXIBZwz15RhALK+jFPp8MCrQkcsuXjf8c+RMEAJjG3G9xOuT3PDIq1JHDLh53/ADx4/n9/8/8An9/IcYDg1SO2cZnf7PAWOCQ3Dm5vxxw73HgEAIVAXmFZ9vgsUKZpi55OL8e9vKWGC03LiZvzxybTPjKxgAAyKWtbsY+M+4npm5aHZr+Zcdk0jcIoIwGOd/AcYDg1SO2cZnf7PAWOCQ3Dm5vxxw73HgoFcjABDCLsFzlrjbX6blfhFh60M+KQUTkKdvJ+mhlVLnGzwdzaZVB0k4HvY/709v4ChBOV70DWC4EQhvnOb1+3R2/oKkU4TrXuJ6LuWr0eCxQpmmLnk4vx728hY4JDcObm/HHDvca9xPTNiRO3T2/gKEE5Xvx/P7/5oMIAWvGsOSzjCQkwSGBlO+GE8ABeQ2lnOxphO0Xe/LEcGy7nuCYIATGNuN7idcnuAZh5i7nCjVB9Ypqrba+rmy2XHLk9uhMEAJjG3G9xOuT3CxWbCgaBgYMcXnbCBCKKTgta+pi76EwQAmMbcb3E65Pc2wyoIbIoYiK85mdIEIopOC1r6mLvqvAVmEmGDdwxswZyacjMCsCyZmeKm+ZpAhFFJwWtfUxd9OOhTwinJmckxEcullNgJOQLlLKaPiLBMIIU7frQXHmbfACknOxnu6cjMCsCyZmeKm+ZrLUiBtiqoTbcyX8gmCAExjbje4nXJ7jkZgVgWTMzxU3zNHWZCN6mSmwcZ7mKCYIATGNuN7idcnuORmBWBZMzPFTfM0ngIC9Yk4qJQr8GBMEAJjG3G9xOuT3HIzArAsmZnipvmaOEMBm1tV4SQ22gGGw4LImCbW4343M7zbMbJMgx4NGk5nCBCKKTgta+pi76EwQAmMbcb3E65Pc2W1qSGaayQu1Nq6e2YGOd2zdODd+XQ0wCrhSKKpsZtknOqipwqAQNlFBTkxXSBCKKTgta+pi76tiolhyOG4O8ZPwMZGGHqhUZGmTcs0Fg4RCsL+Wq8BWYSYYN3DGzBnJpyMwKwLJmZ4qb5mkCEUUnBa19TF30s+FXeRY3Y2cwuMsw5GYFYFkzM8VN8zSSQAI3BSlsDZ3+XXwKS5m3fbTkZgVgWTMzxU3zNIAINScitfUxd/8ANQREo8aN7iyYDQS0DkkmuaUhVVSquVXl8uFgBSTBSOgwc/LqKh7rAIGfAmCAExjbje4nXJ7gWDhEKwv5eEYQCyvoxT6fDAq0JHLLl43/ABz5UUQiuMJMb3N64fV18XXkalHmNXvK1hLuT0N9ZHFUGLCGkJCmZQeUjxmaGhHmxRJfrWdzYLBOKutIEIopOC1r6mLv5EwQAmMbcb3E65Pc8MirUkcMuHnf88eEYQKSvoVD7fKiiEVxhJje5vXD6vhApFBZwGkfczNtYODM0QJjwRhALK+jFPp18PvGQZfhpgVaEjlly8b/AI58iYIATGNuN7idcnua20JInOR0weVrwvfBg/Vz4/n9/wDPgdScQr3gw9uNEGNg/IgCaK19LGocJ1q+HWUQBM42HnnvGiteCwipynWp5i44oDUU4J/+4+H3jIMvw8AgBCoC8wrPt8FihTNMXPJxfj3t5SwwWm5cTN+eOTaZ0tgcNwJGfem8c0wDS4zuvHHWdBghGqA8Upfs1VQ90okTGuiWdaMK43du9AwCQbZCuMt557ukt9gxdyD61lclRMWV0FjgkNw5ub8ccO9x4JVCuYYuOXifPrbwOvKxlE3HsOfrT2/IINAeF70VrwWEVOU60qFmjxYf9n+tPzWZQkQVWqnh4imDYYZluXg59XUiFlrhMijlNC1WgoIJF25t1kcVQZsi+CxQpmmLnk4vx728hY4JDcObm/HHDvcBxeCAKAXVFBwAwUzF60SqFcwxccvE+fW3j+f3/wA/+f38SxKdgqzCduhmr5GVEmXso3a8eOJT5GK2x3o2b9WYXHNm6XmeseElwvj0w1b8869n/JgWX8a2g08SZDYtQJc2Z28YODM0QJjRQs8Z0pXtMZ4vvy/ST3kYnpGe7z4QXK+PTLEnzx42kFIOci6s137gGqAMvWzxdDQDzYKFn34UJfOcKx6XOeZ68tPnp5qpfTScSceBgFIUZVaSac63wdAkr1prFkhVoRjvrQpZooSijhR9d6ycGZgBXHhvoHhUZO+wMDm83TWvgY1TkOtJhdQlO6s0WnjW0MBuWqZzq2JXsFC5Ds0weOnmiF9sJzZz5UJfOcKx6XOeZ61xKfIxW2O9f7bKVO1e9NPnp5qpfTScSceP5/f/ADUVgqfRo5OSvMhhrOcPO+naiWRAUZbMYvrT6LQaMtB52fp0KBiFWQbGe4/TrPIgG4KS8JHp/MTWOCyosO8C/jQoGIVZBsZ7j9Os4AFSGKC3GGb/APcx5Fk5QTITZNFLSWzzJuWP06eCJXsGxRTCI54dEumBKOBEbOhXTabkIQZFfw7uNJK4ttwU8SN6mtwQ4iM4xvhcda2DIxkwsKW5zMTLSSuLbcFPEjeppNY4LKiw7wL+NbSZMUqO0DZRMzK0kri23BTxI3qaoHdBIICxULB+tCgYhVkGxnuP06x9xsiVLhFDetZsxFk6IBxO7vaunlAmQ7Ptyz6dJK4ttwU8SN6mkDhBhHlRm0K22/MFAxCrINjPcfp0kri23BTxI3qaMDK3Sou0c0F7m8zoUDEKsg2M9x+nWTgzMBAZ0IPAo7JvKF+NFduM6UT/AES+nSawB7xoi35+Ks0mscFlRYd4F/Gs6grDAXb3U+NLIxAEiV2YHSaxwWVFh3gX8aFAxCrINjPcfp0jBEQSChUEod8mlZUk5BhQ4T+NYODM0QJjRJXFtuCniRvU0mscFlRYd4F/GsHBmaIExokri23BTxI3qaipulZA4o70swBWNqQWWM/96SVxbbgp4kb1NJjDiyqQ7wL+P83eHS+HQ84o6EoOwzJzJqJ4PgpGGYfl8hxgODVI7Zxmd/s0lg4RKMZ+GnroqKouDyIfe9wOtUNQTdF5NLQnzYoBn1oEAIVAXmFZ9usbmwWAMxdaZmLkpARtvGP+uPKWGC03LiZvzxybTPgGsFwIhDfOc3r9ugwQjVAeKUv2eQ4wHBqkds4zO/2eG1DQZ1FzG2OCR3uOdb5OA2w78EqhXMMXHLxPn1trjW+DotsetJxIJKkVRRhd26a18DGqch14SwwWm5cTN+eOTaZ1kqEgaI0vHWv9l1qjeu/IIAQqAvMKz7dZHFUGLCGnMd2yAa2Tdnhznby0QmxNSo/gm0TfOKqboWAuYutf6LrQG8daaaluoCGK8Tnx/P7/AOf/AD+/l+knvKxPSs9XjXs/5MCy/jXYHk448XrShL5zhWPS5zzPXgrXgsIqcp1oYkoFczk1u290HF4IAKrNMHjp5ohfbCc2c+VCzxnSle0xni+/L9JPeRiekZ7vPhBcr49MsSfPHl+knvKxPSs9XjzuO095rVD2yGZzCABPBcsXMG2ntTazY2fDrbNrZYB39ifI6O34LBoJyPenSXz4hyATdz5ULPGdKV7TGeL78YODM0UjnR+knvIxPSM93nykuF8emGrfnnwp+I76+QxhjnNxrE4MCYIxV68COu4CAZPnOLN8Y/2XWqN678NPnp5qpfTScSceP5/f/P2XQcwcS7PvW2hJA5wHhAhFFJwWtfUxd9LYHDcCRn3qqm4VkJmDvQmCAExjbje4nXJ7muJT5GK2x3pUVCqCKQgpizC7aO34BFqLynWhhL5SV+A/7a/0XWido68KKIRXGEmN7m9cPq4HFUGbAOk4vBVIqukCkUFnAaR9zM28IwgUlfQqH26W12LSbFPjXtTazZy/BpAhFFJwWtfUxd/N3AMyQkxnGLjnFzrG5sVkjFHfhkVakjhlw87/AJ48IwgUlfQqH2+VFEIrjCTG9zeuH1fBpPkJHoWy0zyOttCSJxhPCMIBZX0Yp9PgirAwK9AxV7+dtFnvC1VUa3dfAmCAExjbje4nXJ7nhkVakjhlw87/AJ48fz+/+cHNsAFU7EN1xgzk1zSkCIiERyI8OpYlOwVLgenWZIsgsUcOdx0HGA4NUjtnGZ3+zwFjgkNw5ub8ccO9x4BACFQF5hWfbrjW+TgklO9XgrQJLuq2m3XvbVVNwrITMHfgLfYMHYoe9ZXJUDNkfANYLgRCG+c5vX7dBghGqA8Upfs8hxgODVI7Zxmd/s8BY4JDcObm/HHDvceCVQrmGLjl4nz628BghGqA8Upfs8pYYLTcuJm/PHJtM+BNIqYJVG5b243nGuJ4oZWMmNk8AgBCoC8wrPt8FihTNMXPJxfj3trBwZmikc+EniS3M1HJ09c8e1NrNnL8HglUK5hi45eJ8+tvH8/v/mhUKMwpZolQ81nyCy53hejSgmdJkIGo43Ml70Z2+VWm6K/J0N0ETtsgz5M/6Nd1pkESDbsoOJSQgpWnSI4TM332fnjQSigCVMXjY335x0aFA3HoUJm5MJNobIKVp0iOEzN99n540EooAlTF42N9+cdGm7hOwOaXecN+NCladIjhMzffZ+eNLRKtYpg3mVnvA3bSle5PItjab4m3EmhStOkRwmZvvs/PGrPnaOUpcuTM5C6wpSrJhWCTmTbEmhStOkRwmZvvs/PGr2FKIQEMpgjgLR0pXuTyLY2m+JtxJoaQoXBEVROF+N9w0EooAlTF42N9+cdGlK9yeRbG03xNuJNP0k95WJ6Vnq8aZ37wQWYf/cOjQQ8ALGs42nyawgHIxhTAVj/r0Rt5hWO4a236u12NKV7k8i2NpvibcSaPAso3cgc5ipHBNiECUUASpi8bG+/OOjRzJppDVcqSvOOJNCladIjhMzffZ+eNBKKAJUxeNjffnHRpMFOiQpRm4Uj2hLoUrTpEcJmb77PzxoFLkVjEYUDnO+3WiEqFJd+4TscEnGhStOkRwmZvvs/PGglFAEqYvGxvvzjo03cJ2BzS7zhvxoEWJAWZ3TflEdtF3TJkUJCBlj3gbpSvcnkWxtN8TbiTQZw1mrjOY77PM5mkovRhsNgxOLt61zlgNCwq9M44mNJxeCAiiXVZCqmyJQyoRU/AcAKV7k8i2NpvibcSaFC08iODM332fnj/AD/5/fygQiik4LWvqYu/kTBACYxtxvcTrk9zwjCAWV9GKfT4YFWhI5ZcvG/458ca3wdFtj1pKxWwRGYLDOLtlMX/AGXWqN678IFIoLOA0j7mZt4RhApK+hUPt8oEIopOC1r6mLvpOLwQFRGeB040pYEQH/2PcWhPmxQDPrwyKtSRwy4ed/zx4RhApK+hUPt8qKIRXGEmN7m9cPq641vk4JJTvSFQoijaWkXpmbeUYQCyvoxT6dQUHSDBHFHrVCk64CK7G0u+1wvjieKCxnLjYddyHY5k5trr/wBOjLK+XLqHJHcKTC9OmWHND4AHfLfnY1/pspEbw61/P7/5+Q5CcN5UcPqPvRJluAXzAf68KOEtvMAMAymX/wDTwFjgkNw5ub8ccO9x4BACFQF5hWfb4LFCmaYueTi/HvbxnYsSIIDeM+vnXP8AFOUjA3dPINYLgRCG+c5vX7dBghGqA8Upfs8hxgODVI7Zxmd/s8BY4JDcObm/HHDvcaTC6BKNxLolUK5hi45eJ8+tvAYIRqgPFKX7PKWGC03LiZvzxybTPhOLwQFRGeaP8qF8gLZR71toSROMJogzGh5SZZBzx72118eMtm4dPgLHBIbhzc3444d7jwLHOsyCYRzmLc9GqKDpDkrmB3r+f3/z3ENz/t+SCFgiiADIYZh+tdr/AIZAsnvwQOBCFlg2M7R+nyQQOBxDA7I+BBwCpQ8rA+Sh4I5/iiys5c7roqQ9F3CXsfZ5II3M9LBcMMxH86xOTBYIxV1ocDoGA3V8iCF1DgnUWHLAv48kEDgQhZYNjO0fp8Efs+zeVbTfTwCLS8jE+CJ4IHA6BgN1dGuMBsZYVuLozEaitpnHFxpNAEjLQlZ0p9nkghdQ4D1Bjwwj+fJBF+TwhFyNNuGNf/pcCcG020ew9ShpuuVRofQZvLLb19eCBwIQssGxnaP0+SCHgEWl5GJ8ETx/P7/5SKO8mblAVPxpFOVBZ2gIe54SckVWQ+dKICVqBiHFHnMt3gXKTWhnCEnpySY0UR604GZCpxy7PeJHBRYbqzjPDH5xMRZ0CGaKKWEM5NtzKCsURkMBMz8XugWOCQ3Dm5vxxw73FeAlX51hMmEu1uJsBxgODVI7Zxmd/sCxwSG4c3N+OOHe4IDBVGRAo2UGOc7aNENYN24UAy9vjkagXgKBuVVkiM3w70NJCU7rG+RczFyX1oYguGSQz9d4J8MLKZgA4aMIYAxXZohHBEHQFZM5L6uA4wHBqkds4zO/2VjFCxCq9GzINHcTQoO1wKlGnfOS+uFBbiJhjgVAbMuP+wLHBIbhzc3444d7hISndY3yLmYuS+tMEKpxsK9kzO/jkewHNioV/LHGM78N1Jk7hDkcGc9uNtRIcBOALI884H5AscEhuHNzfjjh3uEhKd1jfIuZi5L60NQQMDUFCRxcPOMQdgscEhuHNzfjjh3uG7KEd3eIi8G5fXAcYDg1SO2cZnf7AscEhuHNzfjjh3uFsMJ9uwTJw8bx2oaDjAcGqR2zjM7/AGBY4JDcObm/HHDvcLEAhc3KhTLHJUdhNBxgODVI7Zxmd/sCxwSG4c3N+OOHe4blgKK57CGUwMcxk0HGA4NUjtnGZ3+xqBeAoG5VWSIzfDvQ0kJTusb5FzMXJfWg4wHBqkds4zO/2KkYspu1ub8cHy8JCU7rG+RczFyX1oOMBwapHbOMzv8AYgDjU3C5opEiG5z0JCU7rG+RczFyX1oOECZqnBnGZ3+z/JvwVqILDnkklytAzqtAUM2K17B26Ln/AIfz+/kOMBwapHbOMzv9ngLHBIbhzc3444d7jwMHVGAvUssedLaYVFtIm2N+9FihTNMXPJxfj3t5C1GOdYhwm7/rX8y47b4A1guBEIb5zm9ft/mXHTdC4kUFAi/lt638hxgODVI7Zxmd/sWwOG4EjPvWRAUZsBwO3+tYODM0QJjyrRJCEJCluB73z601r4SNA5XvQYIRqgPFKX7PKWGC03LiZvzxybTPgGsFwIhDfOc3r9vgEAIVAXmFZ9vgsUKZpi55OL8e9vIWOCQ3Dm5vxxw73HglUK5hi45eJ8+tvH8/v/lASUCESqUOe/ZsxrM5gixG6LBuhxLx5QziF8VqQa+sfOmhyES+FC/Xh+knvKxPSs9XjyoS+c4Vj0uc8z15SXC+PTDVvzz4YPHTzRC+2E5s51/sutQ7V3r2f8uAZfzpQs8Z0pXtMZ4vvy/ST3kYnpGe7zr0A5Fwto9Gi60AlQFiTBvx5fpJ7ysT0rPV48d/HjLLsnRqeHebktFLkOSbevI3VZpyWlGkG1xJ61bEr2CjMr0aQXK+PTLEnzx5f2OEBucBHJv8zd8v0k95GJ6Rnu8+Ulwvj0w1b88+GDx080QvthObOfKhL5zhWPS5zzPXk2o7BA8jTK/g28fz+/8Ay5H3ngGX5/8AlBgwYMGDBgwYMGDyuaHuFEej9/8ANQKZWmHsU9OFyav7iVkJs/8AYqiM38/z+/lAhFFJwWtfUxd/ImCAExjbje4nXJ7nhGEAsr6MU+nwwKtCRyy5eN/xzqKm4FgBirrS2Jw3IEL9aUUQiuMJMb3N64fV8JQPlSCC/h4RhApK+hUPt8oEIopOC1r6mLv5EwQAmMbcb3E65Pc8MirUkcMuHnf88eEYQKSvoVD7dbSCkHORdBhcQoHZHRE5XBGge2eKYc7XwgUigs4DSPuZm2vv4smG49uockYYUmA7dIwgFlfRin0+GBVoSOWXLxv+OfAWDhEKwv5aEwQAmMbcb3E65Pc8PeQzD5A5Z/vbjx/P7/8AL+f1/wCCRmAMLs51jXib93Ia5uxhJrZKMhJKikdFN26AqB5DUyUiZagvDo3uJZzvGsrmzjf/AMj6qiEEc4VDam7fUaqT2xAVkYAgceSQOe1CBUN5bNMKJWQAFhYZasO9KYy9UClUQ/JoNnOYikgK7hxqnvPGj5Jrti+tFgJ7+DuRz3dL9WQJSwEvyb6cmHrMUtOGEx3vMH1hGvIAH1Id3jxXExt6pBYip+XUbwXQtCbp7c16dVbTZiKcMxZ7m+2u2XY+Tbd342/OnOSSlwNwTfb/AO9GTL1mCSHDK462uV+pIFhYqT5dvFc5zPCLJ2mR1ifOg2c5iKSAruHGlMZeqBSqIfk8V36QBTkAh6kerzq7y5pnzBod4vyarr9WQJSwEvyb6cmHrMUtOGEx3vMLVGPYCq8bZztz4riGffSLJAcv2P41W8NwJQm6+3EOzSmMvVApVEPya2vpQsJwl3HWEKxO9xPw4240ZMvWYJIcMrjra5X6kgWFipPl28V5vLumfEGr1ifKd7Yqd5Ic9hD540kX2hC9w9dCY29UgsRU/LqN4LoWhN09ua9OqtpsxFOGYs9zfbTbdpowGvGu+iIbi1sEyPnTkw9ZilpwwmO95haox7AVXjbOdufFeLaLcQTlmBfd221W8NwJQm6+3EOzQUCIRMrdYPl/5fz+v/KmqIrocVKGdv8AzPowAtxwGKDWw2cLoMiAZQirBM0ybB5XVaB4g0T4Q1ka8ZQisxu8aqoe6USJjWfIsnKI4WbLpZQyOYgwybCf/Wudb4OgSV60GFwCANgNdNxPF42x6O9JrHRLUSnWFPz4W1AOCTEecc6BARCjKFhfVft0NMFTBiH/AEGOdtegHIuFtHo09vyWLUDgOtLcgTut2OcmXGO9BhdAoHcTwx4UieVkc4/B3zrPkWTlEcLNl0toAcFma8Y58JrHQJUCveAPxp6VZqNpjvLD88eAwuAQBsBobkCd0uxxly5z1ooFEgXI0fwg+FNRiHjHbCfOlUMSIyDKX3D6NLaAHBZmvGOdBQPlQIGflpoFVgTK1fyq6W5Andbsc5MuMd6DC6BQO4nh6UZitpnrDD886TWOiWolOsKfnwtqAcEmI8450CAiFGULC+q/boaYKmDEP+gxztrbQkic5HSRfKWJ1Q9aG5AndLscZcuc9aKBRIFyNH8IPgaaauTNP+xxxtpVDEiMgyl9w+jX8/v/AMv5/Xx7iembEidunt/AUIJyvf8AwO0sbmjawbOdZVSxSsVYXcxjczvLQqmwAWFGndtXGxrLvKzNYw07du4abI0GRcgFd+wvGkbHzS0mUmY/WZSk8G4RTE/nf/nxDtMtkhXLMFBaHxcTKgZYJmhSwPn/AIToJx8kZ7pfxprXwkaByvfiuaEqY82j6x31dBb5Bg7kX34pijZqMSiib8bm/EOSMMKTAdvhGEAsr6MU+nwwKtCRyy5eN/xz5UUQiuMJMb3N64fV8IFIoLOA0j7mZt4RhApK+hUPt8oEIopOC1r6mLv5EwQAmMbcb3E65Pc8MirUkcMuHnf88eEYQKSvoVD7dQ0PcxGjnROLwRQojrI4qgzZF8oFIoLOA0j7mZt5RhALK+jFPp8MCrQkcsuXjf8AHOitfSxqHCdaxODAmCMVetCYIATGNuN7idcnueGRVqSOGXDzv+ePH8/v/wAv5/Xx38eMsuydGrYldMoFyvR/wQGgOwqWjy7Osmyrk6BtthqzRHAIVCymVmHO+ssPQYZAOKZWyYc3TV5WF3Fdn+tMuW/AuAF+t8rJonACA4P+cuGggLCKEE5bZeZoxGtrHBmf92f+EywMsyIfsNWxK9gozK9HgOMBwapHbOMzv9ngcjeBJc5e/TjngGJzqhXBCw1VTdCwFzF1oEAIVAXmFZ9vgsUKZpi55OL8e9vKWGC03LiZvzxybTPgGsFwIhDfOc3r9ugwQjVAeKUv2eQ4wHBqkds4zO/2eAscEhuHNzfjjh3uPBKoVzDFxy8T59beAwQjVAeKUv2eUsMFpuXEzfnjk2mfANYLgRCG+c5vX7fGUvHJrJvh+XxcMFbAZrJMXPG+dtYIW+QFYHsXWZIshlVcud10FjgkNw5ub8ccO9x4JVCuYYuOXifPrbx/P7/8v/2vaWY3v/Ftv639q36f78UXRlNcsMGbujTwHWpmu/4I6cKWUhknDdmcJdH0IGwMbfHHWUyaYWMyobmVY3fYnvfQ80BgolzD+8/+B8pBGzgbYbibaR+mtkLkhkefCotgXBdXYHIoIkUbCMlzNYGvGQAjMbnHl+knvKxPSs9XjycmAAE5MnG+8zjo1sXFUkAd73X+y61RvXeklwvj0w1b88+GDx080QvthObOfKhZ4zpSvaYzxffl+knvIxPSM93nwguV8emWJPnjy/ST3lYnpWerx5UJfOcKx6XOeZ68tPnp5qpfTScSceEFyvj0yxJ88eVCzxnSle0xni+/L9JPeRiekZ7vPlJcL49MNW/PPiVsOt1wLTdBObOdc/xTlIwN3TwoS+c4Vj0uc8z15afPTzVS+mk4k48fz+//ACDi8EoFEuv6n96/qf3r+p/ev6n96/qf3r+p/elEJVRlds59aEMBasyHeZxdcPzch6W5/Ohx0CwA3Cvel8KRiAfYFxjJ1mc1kL3B0NruGB2afP8A4oI7tL/ZSfhNVJpiRUInkCXe5apg42pTEUm5ZYfjT6LQYNtQ43ft0CAiFGULC+q/bo+W4DkFB3rvvV+XSax0S1Ep1hT86BARCjKFhfVft068UUmKinN0h2CjGdo/lKd6BARCjKFhfVft0dzULBFCLcre1d9fZucStecufbplmBAovKzBV+5nSyuLbcNHNre7pNY6JaiU6wp+dYBsYhsOFzyTjfa5WVxbbho5tb3dJrHRLUSnWFPzpnBdwpMmTMFb835VlcW24aObW93SvZW1elEUZxvrE2TQd5M8mVPnSyuLbcNHNre7pjNCyDKuX5MZ+F0CAiFGULC+q/bpZXFtuGjm1vd0hFsDBBaM5Gf6+WgQEQoyhYX1X7dLK4ttw0c2t7ujBRLMUcwllF9xzyaBARCjKFhfVft0ciS3AqkYZV37zpNY6JaiU6wp+dAgIhRlCwvqv26bqgZya5E5yXbu+01jolqJTrCn50CAiFGULC+q/bpYpBOQKe1bd2/KmsdEtRKdYU/OgQEQoyhYX1X7dPBurDsEKNVu9zpNY6JaiU6wp+dMswIFF5WYKv3M6WVxbbho5tb3dJrHRLUSnWFPzqBQiZMKztjLnHDnSyuLbcNHNre7pNY6JaiU6wp+dITRmoUCzJxlT54bpZXFtuGjm1vd0mMeJahTrCn5/wA/+f38hxgODVI7Zxmd/sipulZA4o70NgMNwJS/egscEhuHNzfjjh3uPAIAQqAvMKz7fBYoUzTFzycX497eUsMFpuXEzfnjk2mfANYLgRCG+c5vX7dcfxTsJwt3HWVgzWIBMeA4wHBqkds4zO/2eAscEhuHNzfjjh3uPBKoVzDFxy8T59beAwQjVAeKUv2eUsMFpuXEzfnjk2mfANYLgRCG+c5vX7fAIAQqAvMKz7fBYoUzTFzycX497eQscEhuHNzfjjh3uPBKoVzDFxy8T59beP5/f/PocScwj3iU9ONZMpw5axcvDvrr48ZbNw6dP0k95WJ6Vnq8a/0XWgN4616P+TAFn40oS+c4Vj0uc8z1obXYtBuQ+de1NrFnL8mgMEpjKhW0/lz4YPHTzRC+2E5s58qFnjOlK9pjPF9+X6Se8jE9Iz3efEPy9jNDADhciTy/ST3lYnpWerx4Di8EAUAulCXznCselznmevO5VZuJgpZFk4241bErplBmQ7NILlfHpliT548qFnjOlK9pjPF9+X6Se8jE9Iz3efKS4Xx6Yat+efDB46eaIX2wnNnPlQl85wrHpc55nry0+enmql9NJxJx4/n9/wDOBAmgE9vWnWDrol7Ojt/S0IBwPevcT0zctDs0gQiik4LWvqYu/kTBACYxtxvcTrk9zwCs+nERjP8Ao/nwwKtCRyy5eN/xz5UUQiuMJMb3N64fV8IFIoLOA0j7mZt43A7W6MkWR/J5QIRRScFrX1MXfyJggBMY243uJ1ye54fEyAYtQEh3y/Jp7fwtSIch1pGECkr6FQ+3yoohFcYSY3ub1w+r4QKRQWcBpH3MzbyjCAWV9GKfT4YFWhI5ZcvG/wCOfImCAExjbje4nXJ7nhkVakjhlw87/njx/P7/AOadpjIo+AV+zVwhcAwYEWBsXYM6BAQTFKgCg28OeNMJ2o734YDk2DY90RRCAYwlztc3vg919YWmEDZ0IpKODNt0iQiqE4JGnu4m2hFEIBjCXO1ze+D3c4gGAurzswQKcZt0iQiqE4JGnu4m2hFEIBjCXO1ze+D3TpBjSEXoaY4t2Ld1EhFUJwSNPdxNtXI7GQAczZqM3hDG9cDMCMiyYmOKO2bpEhFUJwSNPdxNtbTnlWxuEfujeJM1wMwIyLJiY4o7ZukSEVQnBI093E20bB0HADfO6r+IGN1cDMCMiyYmOKO2brZW1LQxCm8qOEcb6EUQgGMJc7XN74PdcDMCMiyYmOKO2bpyyzmTRPWUb6nOhFEIBjCXO1ze+D3XAzAjIsmJjijtm6WGEjvFzavGRxGm6M0IohAMYS52ub3we64GYEZFkxMcUds3Q1Z1XEDMG3amSVODGhFEIBjCXO1ze+D3XimjKtmMDKfWe9IkIqhOCRp7uJtoRRCAYwlztc3vg91dAAbSy7HbBTI3F5qJCKoTgkae7ibaEUQgGMJc7XN74PdrIXGAX/TGzG0tyqJCKoTgkae7ibaEUQgGMJc7XN74PdOkGNIRehpji3Yt3USEVQnBI093E21cjsZABzNmozeEMb1wMwIyLJiY4o7ZukSEVQnBI093E20JdsuQFrebTHHy04GYEZFkxMcUds3SJCKoTgkae7ibaFkLAIBWe7EHMxgNOBmBGRZMTHFHbN0iAi0JwI093E2/z/5/fy/ST3lYnpWerx5UJfOcKx6XOeZ68pLhfHphq3558MHjp5ohfbCc2c+VCzxnSle0xni+/L9JPeRiekZ7vPhBcr49MsSfPHl+knvKxPSs9XjyoS+c4Vj0uc8z15afPTzVS+mk4k48ILlfHpliT548qFnjOlK9pjPF9+X6Se8jE9Iz3efKS4Xx6Yat+efDB46eaIX2wnNnPlQl85wrHpc55nry0+enmql9NJxJx4/n9/8APCxil9VoRI+8/GiByEW+BWffhAhFFJwWtfUxd/ImCAExjbje4nXJ7nhGEAsr6MU+nwwKtCRyy5eN/wAc+VFEIrjCTG9zeuH1fCBSKCzgNI+5mbeEYQKSvoVD7fKBCKKTgta+pi7+RMEAJjG3G9xOuT3PDIq1JHDLh53/ADx4RhApK+hUPt8qKIRXGEmN7m9cPq+ECkUFnAaR9zM28owgFlfRin0+GBVoSOWXLxv+OfHoByZhbU7NYQFaKyoRdqfflkVakjhlw87/AJ48fz+/+f8Az+/kOMBwapHbOMzv9mhtdi0G5D517U2sWcvyeQQAhUBeYVn2+CxQpmmLnk4vx728pYYLTcuJm/PHJtM+AawXAiEN85zev26DBCNUB4pS/Z5DjAcGqR2zjM7/AGeAscEhuHNzfjjh3uPBKoVzDFxy8T59beAwQjVAeKUv2eUsMFpuXEzfnjk2mfANYLgRCG+c5vX7YqbpWQOKO9DYDDcCUv3oEAIVAXmFZ9vgsUKZpi55OL8e9vHA2aGSy3c96TkMJkYUtbscHP48EqhXMMXHLxPn1t4/n9/80iMtztOQIfl0UfFjiEWpm2RTrbWANo9iLYqNs7zLpqr1hwMyMXjg3esjI4JHcubifHPLtMkXmZJkCzPJIzfMukawXJiEdsZzOv0jI4JHcubifHPLtMlCgxthauN2ahxMw0jWC5MQjtjOZ1+kZHBI7lzcT455dplnYnReTK5IrnfndRrBcmIR2xnM6/SiyhzSdo45jfNSdrSQ7rW+TMXFwz3pGsFyYhHbGczr9KkgNJq5HpxyzuMc7pnjyspGLjhl553wWJ7AC3MON/wsRIE3FEp8FY3qzlWkh3Wt8mYuLhnvSDEJusNqJ+OSb3GhkcEjuXNxPjnl2mVpId1rfJmLi4Z70wJBUAqugP8AR+eNDI4JHcubifHPLtMrSQ7rW+TMXFwz3pTCBoXSTZlpxZuwaGRwSO5c3E+OeXaZWkh3Wt8mYuLhnvTMgQZO5s3swmJ+JoZHBI7lzcT455dpkmAc9EZikuEVNvcukawXJiEdsZzOv0jI4JHcubifHPLtM5B7JA0y4/JjlC3KNYLkxCO2M5nX6RkcEjuXNxPjnl2maCC7ZDCFm6iBi3O6FEFomEwtzmcH/wBqxraYCQcGMaZ2J0XkyuSK5353UawXJiEdsZzOv0osoc0naOOY3zUna0kO61vkzFxcM96HIfJoDHDdg4x8TQIi5tVB1GMJvJw0tJDutb5MxcXDPekawXJiEdsZzOv0oU0bLPaM7RxvjJCaWkh3Wt8mYuLhnvSNINzEODGczr9P+bcXSQCukz+dGsHHAL2PKBCKKTgta+pi7+RMEAJjG3G9xOuT3PCMIBZX0Yp9PhgVaEjlly8b/jnyoohFcYSY3ub1w+rxPFBYzlxsOockdwpML06QKRQWcBpH3MzbwjCBSV9Cofb59qbWLGz5dDa5FoNivz4EwQAmMbcb3E65Pc8MirUkcMuHnf8APHhGECkr6FQ+3yoohFcYSY3ub1w+r4QKRQWcBpH3MzbyjCAWV9GKfT4YFWhI5ZcvG/458iYIATGNuN7idcnueGRVqSOGXDzv+ePH8/v/AJ+Q5C8N5VMHqvrTJluiHzSf78BxgODVI7Zxmd/s8BY4JDcObm/HHDvceAQAhUBeYVn2+CxQpmmLnk4vx728hxeCAKAXyDWC4EQhvnOb1+3QYIRqgPFKX7PIcXggAqs8hY4JDcObm/HHDvcDYjDcgVn1qqm6FgLmLrRKoVzDFxy8T59beAwQjVAeKUv2eUsMFpuXEzfnjk2mfANYLgRCG+c5vX7fAIAQqAvMKz7fBYoUzTFzycX497eQscEhuHNzfjjh3uPBKoVzDFxy8T59beP5/f8Az/5/fy/ST3lYnpWerx5UJfOcKx6XOeZ68pLhfHphq3558MHjp5ohfbCc2c+VCzxnSle0xni+/L9JPeRiekZ7vPhBcr49MsSfPHl+knvKxPSs9XjyoS+c4Vj0uc8z1qWvg4oGsHzi62lKq2l3aZvHGmnz081UvppOJOPCC5Xx6ZYk+ePKhZ4zpSvaYzxffl+knvIxPSM93nykuF8emGrfnnwweOnmiF9sJzZz5UJfOcKx6XOeZ68tPnp5qpfTScSceP5/f/NVHou+rnUWIUtlxb4B40wolZAAWFhlqw71P3nYTnCsm3O+OzQWCgK1M3nZ224x2aKAVEO5K8nJCDaTGdCFKcInhczbbd+OdBYKArUzednbbjHZqKRJcuxRDc26zSXQhSnCJ4XM223fjnQWCgK1M3nZ224x2aJCQKqmbkLduLeLTQhSnCJ4XM223fjnUIiiDMdkBgKg2G2S1XhOFLwZbGd8XQhSnCJ4XM223fjnXESWnDMC8u+1kzKVCPcjgWwldsTfi3QhSnCJ4XM223fjnV4RODA8j9k3xtEVCPcjgWwldsTfi3WWELDVQWXY23ULM50FgoCtTN52dtuMdmkI9yOBbCV2xN+Ldd6DCmZvQxPlNBYKArUzednbbjHZpCPcjgWwldsTfi3TIoREqcsxtJuwyArjSu8OOtMIh+79mm63Sq5sCC/gzxcaOaVAl2uVKAhc9hvjQWCgK1M3nZ224x2aIMgrd5gGWzHeNCFKcInhczbbd+OdBYKArUzednbbjHZpArSYPFSclzINnsoMJYDS1mUGfL8c65lPkYhJHegUKxl2d0MuaGMzFEUQpThE8LmbbbvxzoLBQFambzs7bcY7NEhIFVTNyFu3FvFpoQpThE8Lmbbbvxzq4RZAQiy1gyKg2cZKhHuRwLYSu2JvxboQpThE8LmbbbvxzqsRnJlVIPZu+TvSEe5HAthK7Ym/FuhClOETwuZttu/HOqzwQYSoImGyy0EoXSEe5HAthK7Ym/FuhAlHInkzNtt345/zSyLB34Hc1XdCdChMBchvbM6yNeMoRWY3eNZODMwArjwDjAcGqR2zjM7/AGeAscEhuHNzfjjh3uNU5IwwpMj0a+viy5bB0eBNrWGAbDl219/Fky2Xs8JYYLTcuJm/PHJtM+AawXAiEN85zev25XJUTNgNReaW2DeX4vHkOMBwapHbOMzv9ngLHBIbhzc3444d7g7fgEWovKda+vu7OCpsO+ockdwhcB26TC6BKNxLoMEI1QHilL9nlLDBablxM3545NpmCg6QYI4o9aa15DCKPAdaBrBcCIQ3znN6/b4BACFQF5hWfb4LFCmaYueTi/HvbyFjgkNw5ub8ccO9x4JVCuYYuOXifPrbx/P7/wCfsug4o4F3fWttCSJxhPD9JPeVielZ6vHlQl85wrHpc55nrwMF2Bge4/OmSNxmAYX5N27+KNh/OhcqY9+VCzxnSle0xni+/L9JPeRiekZ7vPhBcr49MsSfPHl+knvKxPSs9XjyoS+c4Vj0uc8z1rjW+TgklO9YkBVBk5Fbv/rTSEoNfY9JJxJxroa8OFOPjTa+tbAUW4YjnHlQs8Z0pXtMZ4vvy/ST3kYnpGe7z5SXC+PTDVvzz4YPHTzRC+2E5s58qEvnOFY9LnPM9eWnz081UvppOJOPH8/v/n/z+/lAhFFJwWtfUxd/ImCAExjbje4nXJ7nhGEAsr6MU+nwwKtCRyy5eN/xz5UUQiuMJMb3N64fV8IFIoLOA0j7mZt4RhApK+hUPt8oEIopOC1r6mLv5EwQAmMbcb3E65Pc8MirUkcMuHnf88aK19BGicD3opAWi5IAx3zPKiiEVxhJje5vXD6vhApFBZwGkfczNvKMIBZX0Yp9PhgVaEjlly8b/jnyJggBMY243uJ1ye54ZFWpI4ZcPO/548fz+/8AmpgqsIYCYXvBnXyXBWDApcWXL3JzNYGvGQAjMbnHkOMBwapHbOMzv9ngLHBIbhzc3444d7jwCAEKgLzCs+3wWKFM0xc8nF+Pe3lLDBablxM3545NpnwDWC4EQhvnOb1+3QYIRqgPFKX7PEFBwByQxU706HEyBNiKNTMcXX+i60TtHXgLHBIbhzc3444d7jwSqFcwxccvE+fW3gMEI1QHilL9nlLDBablxM3545NpnwDWC4EQhvnOb1+3wCAEKgLzCs+3XoByZhbU7NUQLTrIuB6YN34fIWOCQ3Dm5vxxw73HglUK5hi45eJ8+tvH8/v/AJmeyWSf9E/1pO2q3CzwTlqBsP4HIwxcELPenBRiOLtTgZYa/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/WorL2UI4k3k3502E1EpszKxJjHOrozct4TJ8rr+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wv6n9a/qf1r+p/Wsocc98libR+9Pf4bwQN16v51/U/rX9T+tf1P61/U/rX9T+tf1P61/U/rX9T+v/glzVPiCJY3TKHUvOmg3CUSpQdrvK6ohtTCocsJfinzoYjN4vAi4y3rtyOhB2AmskMqRVitRDObdutFRsJCYLLY3LsT34O1CjtsT4uL3etOGTFQEJhWbpvxpLSQSqDBNKkjKQLKxtvTf1pCgFBoPJq9QAUIFZJXbb28aU2taLOMsYS5HrG/hmlIYc+FVnHfWpMODEyMqtTGcW7GlR6Lvq51FiFLZcW+AeNNBuEolSg7XeV09c2CpLGCYPk+dUc14Jz2x2VnvQg7ATR6c73NTno/nRK7b8svcuJ9vWmfuxueQX3oxqol4pV3ccDL1wsDMwFpGVxJdm7Y0etRkNhN1zjj/pAkKII05ph4nJmupMODEyMqtTGcW7GjkEW8kcOD7eu1M8EBMnC0GGIO2NNBuEolSg7XeV1JSJXIQHimMY+d9MIkYiORky3fO22n4YFMl7eD+jpI2FyKYRCbuV40MCk8BtbyyXEnu8aXWc5kxAP9l/3xWLRH5YzvtCT3pwyYqAhMKzdN+NSgzdbUUCY4F/8AoAQuIUFVbVBn360z92NzyC+9ViHJADBRcNvbIaCAAUtGMhhJebt7/wDgW8xFCkA4ejm6BZuplDVZjd40LhgrkQ4YRHkmdIdAm0VcBMGwPvQAAEDbQiqAMMbS0U/CXVYNlDIsYuU5X1PCnNiNG5oW+9AeWFKQDYDYNjVKjJWD2OqtYJxlBNjBFNudHGhKNYaO4ZcYu5gmfZppgoETqC7q4luceKyVqOwVP+2kVepBnYIGCu9fegcKETs1XdCdChMBchvbM6BZuplDVZjd40zBlEYAnzT8Imo2AICL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