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TradeStation Performance Report <body> <p>This page uses frames, but your browser doesn't support them.</p> </body> --==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: TradeStation Performance Summary
TradeStation TradeManager Performance Report Advantage Pro - Fighter, @GC, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
Display:
Column View
 
TradeStation Performance Summary Expand
 
  All Trades
 Long Trades
 Short Trades
Total Net Profit $50,375.00 $25,845.00 $24,530.00
Gross Profit $132,955.00 $66,800.00 $66,155.00
Gross Loss ($82,580.00) ($40,955.00) ($41,625.00)
Profit Factor 1.61 1.63 1.59
       
Roll Over Credit $0.00 $0.00 $0.00
Open Position P/L $0.00 $0.00 $0.00
       
Select Total Net Profit $38,890.00 $23,350.00 $15,540.00
Select Gross Profit $119,420.00 $62,255.00 $57,165.00
Select Gross Loss ($80,530.00) ($38,905.00) ($41,625.00)
Select Profit Factor 1.48 1.60 1.37
       
Adjusted Total Net Profit $34,539.52 $14,615.45 $13,363.69
Adjusted Gross Profit $122,541.16 $59,423.17 $58,804.44
Adjusted Gross Loss ($88,001.64) ($44,807.72) ($45,440.76)
Adjusted Profit Factor 1.39 1.33 1.29
       
Total Number of Trades 395 195 200
Percent Profitable 41.27% 42.05% 40.50%
Winning Trades 163 82 81
Losing Trades 232 113 119
Even Trades 0 0 0
       
Avg. Trade Net Profit $127.53 $132.54 $122.65
Avg. Winning Trade $815.67 $814.63 $816.73
Avg. Losing Trade ($355.95) ($362.43) ($349.79)
Ratio Avg. Win:Avg. Loss 2.29 2.25 2.33
Largest Winning Trade $4,925.00 $4,545.00 $4,925.00
Largest Losing Trade ($1,095.00) ($1,095.00) ($845.00)
Largest Winner as % of Gross Profit 3.70% 6.80% 7.44%
Largest Loser as % of Gross Loss 1.33% 2.67% 2.03%
       
Net Profit as % of Largest Loss 4,600.46% 2,360.27% 2,902.96%
Select Net Profit as % of Largest Loss 3,551.60% 2,132.42% 1,839.05%
Adjusted Net Profit as % of Largest Loss 3,154.29% 1,334.74% 1,581.50%
       
Max. Consecutive Winning Trades 6 5 8
Max. Consecutive Losing Trades 9 5 8
Avg. Bars in Total Trades 11.22 11.78 10.67
Avg. Bars in Winning Trades 18.17 19.29 17.04
Avg. Bars in Losing Trades 6.34 6.34 6.34
Avg. Bars in Even Trades 0.00 0.00 0.00
Max. Shares/Contracts Held 1 1 1
Total Shares/Contracts Held 395 195 200
Account Size Required $3,820.00 $4,040.00 $3,760.00
Total Slippage $7,900.00 $3,900.00 $4,000.00
Total Commission $1,975.00 $975.00 $1,000.00
       
Return on Initial Capital 50.37%
Annual Rate of Return 7.48%
Buy & Hold Return 5.70%
Return on Account 1,318.72%    
Avg. Monthly Return $607.50    
Std. Deviation of Monthly Return $1,808.63    
       
Return Retracement Ratio 10.17    
RINA Index 1,124.58    
Sharpe Ratio 0.32    
K-Ratio n/a    
       
Trading Period 5 Years, 5 Months, 11 days, 6 hours
Percent of Time in the Market 12.27%
Time in the Market 8 Months, 10 hours    
Longest Flat Period 22 days, 4 hours    
       
Max. Equity Run-up
 $53,005.00    
Date of Max. Equity Run-up 2019-06-25 01:00    
Max. Equity Run-up as % of Initial Capital 53.00%    
 
Max. Drawdown (Intra-day Peak to Valley)
Value ($4,620.00) ($4,675.00) ($4,780.00)
Date 2019-01-17 14:00    
as % of Initial Capital 4.62% 4.68% 4.78%
Net Profit as % of Drawdown 1,090.37% 552.83% 513.18%
Select Net Profit as % of Drawdown 841.77% 499.47% 325.10%
Adjusted Net Profit as % of Drawdown 747.61% 312.63% 279.58%
       
Max. Drawdown (Trade Close to Trade Close)
Value ($3,820.00) ($4,040.00) ($3,760.00)
Date 04/20/16 16:00    
as % of Initial Capital 3.82% 4.04% 3.76%
Net Profit as % of Drawdown 1,318.72% 639.73% 652.39%
Select Net Profit as % of Drawdown 1,018.06% 577.97% 413.30%
Adjusted Net Profit as % of Drawdown 904.18% 361.77% 355.42%
       
Max. Trade Drawdown ($1,070.00) ($1,070.00) ($820.00)
     
     
     
Created by TradeStation: 2020-01-05 02:03:05, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation TradeManager Performance Report Advantage Pro - Fighter, @GC, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
 TradeStation Trade Analysis Collapse
  All Trades
 Winners
 Losers
Total Number of Trades 395 163 232
Avg. Trade Net Profit $127.53 $815.67 ($355.95)
1 Std. Deviation of Avg. Trade $795.96 $828.36 $174.60
Avg. Trade + 1 Std. Deviation $923.49 $1,644.03 ($181.35)
Avg. Trade - 1 Std. Deviation ($668.43) ($12.68) ($530.55)
Coefficient of Variation 624.13% 101.56% 49.05%
Time Averages
Avg. Time in Trades 14 hours, 51 Minutes 1 day, 1 hour, 1 Minute 7 hours, 41 Minutes
Avg. Time Between Trades 4 days, 10 hours, 10 Minutes 11 days, 2 hours, 3 Minutes 8 days, 6 hours, 45 Minutes
Avg. Time Between Trade Profit Peaks 253 days, 7 hours
Outliers Total Positive Negative
Number of Outliers 5 3 2
Outlier Profit/Loss $11,485.00 $13,535.00 ($2,050.00)
 
Run-up/Drawdown   Run-up Drawdown
Max. Value $6,500.00 ($1,070.00)
Max. Value Date 2016-11-14 2016-11-06
Avg. Value $704.10 ($268.58)
1 Std. Deviation $841.78 $176.00
Avg. + 1 Std. Deviation $1,545.88 ($92.58)
Avg. - 1 Std. Deviation ($137.67) ($444.58)
Coefficient of Variation 119.55% 65.53%
 
Efficiency Analysis Total
 Entry
 Exit
Avg. Efficiency -16.91% 57.22% 25.87%
1 Std. Deviation 58.81% 31.58% 30.31%
Avg. + 1 Std. Deviation 41.90% 88.80% 56.17%
Avg. - 1 Std. Deviation -75.73% 25.64% -4.44%
Coefficient of Variation 347.76% 55.19% 117.17%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $4,925.00 ($1,095.00)
Largest Profit/Loss as % of Gross 3.70% 1.33%
Largest Consec. Profit/Loss $7,845.00 ($2,795.00)
Largest Consec. Profit/Loss as % of Gross 5.90% 3.38%

Winning Series

Number of Series

Avg. Gain per Series

Avg. Loss Next Trade

1 58 $879.83 ($364.48)
2 28 $840.00 ($303.57)
3 10 $893.00 ($349.00)
4 2 $541.25 ($365.00)
5 1 $317.00 ($305.00)
6 1 $363.33 ($325.00)

Losing Series

Number of Series

Avg. Loss per Series

Avg. Gain Next Trade

1 47 ($352.23) $877.83
2 21 ($343.10) $1,033.57
3 15 ($351.22) $783.00
4 4 ($478.75) $897.50
5 9 ($378.78) $1,070.56
6 1 ($315.00) $565.00
7 2 ($325.71) $1,515.00
8 1 ($286.25) $45.00
9 1 ($262.78) $215.00

Created by TradeStation: 2020-01-05 02:03:05, 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  2014-01-17 02:00  Buy  $1,355.2  $0.00  1  ($295.00)  -0.20%  $40.00  12.90%    $2.50  $10.00
   Sell  2014-01-17 03:00  Stop Loss  $1,352.5    ($270.00)  ($295.00)    ($270.00)  0.00%  -87.10%  $2.50  $10.00
 2  Sell Short  2014-01-28 04:00  Sell  $1,367.9  $0.00  1  ($455.00)  -0.31%  $410.00  48.81%    $2.50  $10.00
   Buy to Cover  2014-01-28 09:00  Stop Loss  $1,372.2    ($430.00)  ($750.00)    ($430.00)  0.00%  -51.19%  $2.50  $10.00
 3  Sell Short  2014-01-31 12:00  Sell  $1,355.6  $0.00  1  ($245.00)  -0.16%  $550.00  61.11%    $2.50  $10.00
   Buy to Cover  2014-02-03 07:00  Exit Short  $1,357.8    ($220.00)  ($995.00)    ($350.00)  14.44%  -24.44%  $2.50  $10.00
 4  Buy  2014-02-05 05:00  Buy  $1,367.7  $0.00  1  $905.00  0.68%  $1,840.00  94.85%    $2.50  $10.00
   Sell  2014-02-05 10:00  $ Trailing Stop  $1,377.0    $930.00  ($90.00)    ($100.00)  53.09%  47.94%  $2.50  $10.00
 5  Buy  2014-02-12 03:00  Buy  $1,398.9  $0.00  1  $95.00  0.09%  $540.00  71.05%    $2.50  $10.00
   Sell  2014-02-12 10:00  $ Trailing Stop  $1,400.1    $120.00  $5.00    ($220.00)  44.74%  15.79%  $2.50  $10.00
 6  Buy  2014-02-13 07:00  Buy  $1,404.1  $0.00  1  $2,245.00  1.62%  $2,900.00  92.36%    $2.50  $10.00
   Sell  2014-02-14 11:00  $ Trailing Stop  $1,426.8    $2,270.00  $2,250.00    ($240.00)  79.94%  72.29%  $2.50  $10.00
 7  Sell Short  2014-02-19 16:00  Sell  $1,426.9  $0.00  1  ($25.00)  0.00%  $820.00  75.23%    $2.50  $10.00
   Buy to Cover  2014-02-20 10:00  Exit Short  $1,426.9    $0.00  $2,225.00    ($270.00)  24.77%  0.00%  $2.50  $10.00
 8  Buy  2014-02-24 02:00  Buy  $1,437.8  $0.00  1  $365.00  0.27%  $1,090.00  87.20%    $2.50  $10.00
   Sell  2014-02-24 10:00  $ Trailing Stop  $1,441.7    $390.00  $2,590.00    ($160.00)  44.00%  31.20%  $2.50  $10.00
 9  Sell Short  2014-02-28 11:00  Sell  $1,438.8  $0.00  1  ($545.00)  -0.36%  $790.00  60.31%    $2.50  $10.00
   Buy to Cover  2014-03-02 19:00  Exit Short  $1,444.0    ($520.00)  $2,045.00    ($520.00)  0.00%  -39.69%  $2.50  $10.00
 10  Sell Short  2014-03-06 03:00  Sell  $1,447.4  $0.00  1  ($205.00)  -0.12%  $450.00  64.29%    $2.50  $10.00
   Buy to Cover  2014-03-06 10:00  Exit Short  $1,449.2    ($180.00)  $1,840.00    ($250.00)  10.00%  -25.71%  $2.50  $10.00
 11  Buy  2014-03-11 15:00  Buy  $1,459.7  $0.00  1  $1,935.00  1.34%  $2,760.00  91.69%    $2.50  $10.00
   Sell  2014-03-13 09:00  Exit Long  $1,479.3    $1,960.00  $3,775.00    ($250.00)  73.42%  65.12%  $2.50  $10.00
 12  Buy  2014-03-13 14:00  Buy  $1,484.7  $0.00  1  ($335.00)  -0.21%  $390.00  44.32%    $2.50  $10.00
   Sell  2014-03-14 03:00  Exit Long  $1,481.6    ($310.00)  $3,440.00    ($490.00)  20.45%  -35.23%  $2.50  $10.00
 13  Sell Short  2014-03-31 04:00  Sell  $1,403.9  $0.00  1  ($395.00)  -0.26%  $60.00  13.95%    $2.50  $10.00
   Buy to Cover  2014-03-31 06:00  Stop Loss  $1,407.6    ($370.00)  $3,045.00    ($370.00)  0.00%  -86.05%  $2.50  $10.00
 14  Sell Short  2014-03-31 10:00  Sell  $1,403.7  $0.00  1  $615.00  0.46%  $1,470.00  81.22%    $2.50  $10.00
   Buy to Cover  2014-03-31 23:00  $ Trailing Stop  $1,397.3    $640.00  $3,660.00    ($340.00)  54.14%  35.36%  $2.50  $10.00
 15  Buy  2014-04-04 05:00  Buy  $1,400.9  $0.00  1  $265.00  0.21%  $610.00  98.39%    $2.50  $10.00
   Sell  2014-04-04 09:00  $ Trailing Stop  $1,403.8    $290.00  $3,925.00    ($10.00)  48.39%  46.77%  $2.50  $10.00
 16  Buy  2014-04-11 08:00  Buy  $1,434.6  $0.00  1  ($525.00)  -0.35%  $120.00  19.35%    $2.50  $10.00
   Sell  2014-04-11 09:00  Stop Loss  $1,429.6    ($500.00)  $3,400.00    ($500.00)  0.00%  -80.65%  $2.50  $10.00
 17  Sell Short  2014-04-17 04:00  Sell  $1,408.8  $0.00  1  ($345.00)  -0.23%  $50.00  13.51%    $2.50  $10.00
   Buy to Cover  2014-04-17 04:00  Stop Loss  $1,412.0    ($320.00)  $3,055.00    ($320.00)  0.00%  -86.49%  $2.50  $10.00
 18  Sell Short  2014-04-21 08:00  Sell  $1,397.7  $0.00  1  ($485.00)  -0.33%  $340.00  42.50%    $2.50  $10.00
   Buy to Cover  2014-04-21 10:00  Stop Loss  $1,402.3    ($460.00)  $2,570.00    ($460.00)  0.00%  -57.50%  $2.50  $10.00
 19  Sell Short  2014-04-24 05:00  Sell  $1,395.7  $0.00  1  $955.00  0.70%  $1,490.00  96.13%    $2.50  $10.00
   Buy to Cover  2014-04-24 09:00  $ Trailing Stop  $1,385.9    $980.00  $3,525.00    ($60.00)  67.10%  63.23%  $2.50  $10.00
 20  Sell Short  2014-04-30 01:00  Sell  $1,405.4  $0.00  1  $455.00  0.34%  $480.00  80.00%    $2.50  $10.00
   Buy to Cover  2014-04-30 09:00  $ Trailing Stop  $1,400.6    $480.00  $3,980.00    ($120.00)  100.00%  80.00%  $2.50  $10.00
 21  Buy  2014-05-07 05:00  Buy  $1,424.1  $0.00  1  ($365.00)  -0.24%  $250.00  42.37%    $2.50  $10.00
   Sell  2014-05-07 08:00  Stop Loss  $1,420.7    ($340.00)  $3,615.00    ($340.00)  0.00%  -57.63%  $2.50  $10.00
 22  Buy  2014-05-12 22:00  Buy  $1,408.8  $0.00  1  ($275.00)  -0.18%  $30.00  10.71%    $2.50  $10.00
   Sell  2014-05-12 22:00  Stop Loss  $1,406.3    ($250.00)  $3,340.00    ($250.00)  0.00%  -89.29%  $2.50  $10.00
 23  Buy  2014-05-13 10:00  Buy  $1,408.7  $0.00  1  $505.00  0.38%  $1,210.00  68.75%    $2.50  $10.00
   Sell  2014-05-15 05:00  Exit Long  $1,414.0    $530.00  $3,845.00    ($550.00)  61.36%  30.11%  $2.50  $10.00
 24  Sell Short  2014-05-16 10:00  Sell  $1,402.8  $0.00  1  ($495.00)  -0.34%  $170.00  26.56%    $2.50  $10.00
   Buy to Cover  2014-05-19 00:00  Exit Short  $1,407.5    ($470.00)  $3,350.00    ($470.00)  0.00%  -73.44%  $2.50  $10.00
 25  Sell Short  2014-05-20 09:00  Sell  $1,402.3  $0.00  1  ($465.00)  -0.31%  $470.00  51.65%    $2.50  $10.00
   Buy to Cover  2014-05-20 10:00  Stop Loss  $1,406.7    ($440.00)  $2,885.00    ($440.00)  0.00%  -48.35%  $2.50  $10.00
 26  Sell Short  2014-05-21 08:00  Sell  $1,402.3  $0.00  1  ($35.00)  -0.01%  $780.00  73.58%    $2.50  $10.00
   Buy to Cover  2014-05-21 16:00  $ Trailing Stop  $1,402.4    ($10.00)  $2,850.00    ($280.00)  25.47%  -0.94%  $2.50  $10.00
 27  Sell Short  2014-06-02 10:00  Sell  $1,357.0  $0.00  1  ($395.00)  -0.27%  $70.00  15.91%    $2.50  $10.00
   Buy to Cover  2014-06-02 11:00  Stop Loss  $1,360.7    ($370.00)  $2,455.00    ($370.00)  0.00%  -84.09%  $2.50  $10.00
 28  Sell Short  2014-06-02 23:00  Sell  $1,355.1  $0.00  1  ($295.00)  -0.20%  $130.00  32.50%    $2.50  $10.00
   Buy to Cover  2014-06-03 03:00  Stop Loss  $1,357.8    ($270.00)  $2,160.00    ($270.00)  0.00%  -67.50%  $2.50  $10.00
 29  Sell Short  2014-06-04 22:00  Sell  $1,355.2  $0.00  1  ($205.00)  -0.13%  $210.00  53.85%    $2.50  $10.00
   Buy to Cover  2014-06-05 07:00  Stop Loss  $1,357.0    ($180.00)  $1,955.00    ($180.00)  0.00%  -46.15%  $2.50  $10.00
 30  Buy  2014-06-10 09:00  Buy  $1,366.5  $0.00  1  $565.00  0.43%  $1,040.00  97.20%    $2.50  $10.00
   Sell  2014-06-11 14:00  Exit Long  $1,372.4    $590.00  $2,520.00    ($30.00)  57.94%  55.14%  $2.50  $10.00
 31  Buy  2014-06-23 22:00  Buy  $1,427.9  $0.00  1  $455.00  0.34%  $1,010.00  84.87%    $2.50  $10.00
   Sell  2014-06-24 09:00  $ Trailing Stop  $1,432.7    $480.00  $2,975.00    ($180.00)  55.46%  40.34%  $2.50  $10.00
 32  Buy  2014-06-30 12:00  Buy  $1,430.4  $0.00  1  $785.00  0.57%  $1,140.00  85.07%    $2.50  $10.00
   Sell  2014-06-30 22:00  $ Trailing Stop  $1,438.5    $810.00  $3,760.00    ($200.00)  75.37%  60.45%  $2.50  $10.00
 33  Buy  2014-07-02 09:00  Buy  $1,440.9  $0.00  1  ($305.00)  -0.19%  $50.00  15.15%    $2.50  $10.00
   Sell  2014-07-02 09:00  Stop Loss  $1,438.1    ($280.00)  $3,455.00    ($280.00)  0.00%  -84.85%  $2.50  $10.00
 34  Sell Short  2014-07-06 20:00  Sell  $1,430.4  $0.00  1  $125.00  0.10%  $590.00  84.29%    $2.50  $10.00
   Buy to Cover  2014-07-07 09:00  $ Trailing Stop  $1,428.9    $150.00  $3,580.00    ($110.00)  37.14%  21.43%  $2.50  $10.00
 35  Buy  2014-07-09 22:00  Buy  $1,441.2  $0.00  1  $1,155.00  0.82%  $1,700.00  90.91%    $2.50  $10.00
   Sell  2014-07-10 09:00  $ Trailing Stop  $1,453.0    $1,180.00  $4,735.00    ($170.00)  72.19%  63.10%  $2.50  $10.00
 36  Buy  2014-07-21 04:00  Buy  $1,425.7  $0.00  1  ($5.00)  0.01%  $470.00  78.33%    $2.50  $10.00
   Sell  2014-07-21 10:00  $ Trailing Stop  $1,425.9    $20.00  $4,730.00    ($130.00)  25.00%  3.33%  $2.50  $10.00
 37  Sell Short  2014-07-23 14:00  Sell  $1,415.9  $0.00  1  $975.00  0.71%  $1,700.00  89.01%    $2.50  $10.00
   Buy to Cover  2014-07-24 19:00  $ Trailing Stop  $1,405.9    $1,000.00  $5,705.00    ($210.00)  63.35%  52.36%  $2.50  $10.00
 38  Buy  2014-08-06 00:00  Buy  $1,400.4  $0.00  1  ($205.00)  -0.13%  $180.00  50.00%    $2.50  $10.00
   Sell  2014-08-06 06:00  Stop Loss  $1,398.6    ($180.00)  $5,500.00    ($180.00)  0.00%  -50.00%  $2.50  $10.00
 39  Buy  2014-08-14 01:00  Buy  $1,423.8  $0.00  1  $115.00  0.10%  $490.00  70.00%    $2.50  $10.00
   Sell  2014-08-14 05:00  $ Trailing Stop  $1,425.2    $140.00  $5,615.00    ($210.00)  50.00%  20.00%  $2.50  $10.00
 40  Buy  2014-08-14 10:00  Buy  $1,424.9  $0.00  1  ($485.00)  -0.32%  $50.00  9.26%    $2.50  $10.00
   Sell  2014-08-15 09:00  Exit Long  $1,420.3    ($460.00)  $5,130.00    ($490.00)  5.56%  -85.19%  $2.50  $10.00
 41  Sell Short  2014-08-18 09:00  Sell  $1,409.4  $0.00  1  $1,815.00  1.31%  $1,840.00  85.19%    $2.50  $10.00
   Buy to Cover  2014-08-21 03:00  $ Trailing Stop  $1,391.0    $1,840.00  $6,945.00    ($320.00)  100.00%  85.19%  $2.50  $10.00
 42  Sell Short  2014-08-25 11:00  Sell  $1,386.2  $0.00  1  ($355.00)  -0.24%  $230.00  40.35%    $2.50  $10.00
   Buy to Cover  2014-08-26 00:00  Exit Short  $1,389.5    ($330.00)  $6,590.00    ($340.00)  1.75%  -57.89%  $2.50  $10.00
 43  Buy  2014-08-27 04:00  Buy  $1,394.8  $0.00  1  ($245.00)  -0.16%  $230.00  51.11%    $2.50  $10.00
   Sell  2014-08-27 10:00  Stop Loss  $1,392.6    ($220.00)  $6,345.00    ($220.00)  0.00%  -48.89%  $2.50  $10.00
 44  Buy  2014-08-27 23:00  Buy  $1,395.8  $0.00  1  $415.00  0.32%  $440.00  88.00%    $2.50  $10.00
   Sell  2014-08-28 05:00  $ Trailing Stop  $1,400.2    $440.00  $6,760.00    ($60.00)  100.00%  88.00%  $2.50  $10.00
 45  Sell Short  2014-09-19 02:00  Sell  $1,330.8  $0.00  1  $205.00  0.17%  $1,310.00  70.05%    $2.50  $10.00
   Buy to Cover  2014-09-22 13:00  Exit Short  $1,328.5    $230.00  $6,965.00    ($560.00)  42.25%  12.30%  $2.50  $10.00
 46  Buy  2014-10-07 22:00  Buy  $1,320.8  $0.00  1  $385.00  0.31%  $930.00  92.08%    $2.50  $10.00
   Sell  2014-10-08 09:00  $ Trailing Stop  $1,324.9    $410.00  $7,350.00    ($80.00)  48.51%  40.59%  $2.50  $10.00
 47  Buy  2014-10-14 09:00  Buy  $1,344.8  $0.00  1  ($335.00)  -0.23%  $270.00  46.55%    $2.50  $10.00
   Sell  2014-10-14 09:00  Stop Loss  $1,341.7    ($310.00)  $7,015.00    ($310.00)  0.00%  -53.45%  $2.50  $10.00
 48  Buy  2014-10-20 04:00  Buy  $1,349.3  $0.00  1  $315.00  0.25%  $890.00  100.00%    $2.50  $10.00
   Sell  2014-10-20 11:00  $ Trailing Stop  $1,352.7    $340.00  $7,330.00    $0.00  38.20%  38.20%  $2.50  $10.00
 49  Sell Short  2014-10-23 01:00  Sell  $1,351.1  $0.00  1  ($275.00)  -0.19%  $40.00  13.79%    $2.50  $10.00
   Buy to Cover  2014-10-23 02:00  Stop Loss  $1,353.6    ($250.00)  $7,055.00    ($250.00)  0.00%  -86.21%  $2.50  $10.00
 50  Sell Short  2014-10-23 04:00  Sell  $1,351.3  $0.00  1  $1,085.00  0.82%  $1,610.00  92.00%    $2.50  $10.00
   Buy to Cover  2014-10-23 16:00  $ Trailing Stop  $1,340.2    $1,110.00  $8,140.00    ($140.00)  71.43%  63.43%  $2.50  $10.00
 51  Sell Short  2014-10-27 17:00  Sell  $1,336.9  $0.00  1  $195.00  0.16%  $580.00  98.31%    $2.50  $10.00
   Buy to Cover  2014-10-27 22:00  $ Trailing Stop  $1,334.7    $220.00  $8,335.00    ($10.00)  38.98%  37.29%  $2.50  $10.00
 52  Sell Short  2014-10-28 09:00  Sell  $1,335.3  $0.00  1  ($345.00)  -0.24%  $20.00  5.88%    $2.50  $10.00
   Buy to Cover  2014-10-28 09:00  Stop Loss  $1,338.5    ($320.00)  $7,990.00    ($320.00)  0.00%  -94.12%  $2.50  $10.00
 53  Sell Short  2014-10-30 23:00  Sell  $1,307.9  $0.00  1  $2,045.00  1.58%  $2,070.00  99.04%    $2.50  $10.00
   Buy to Cover  2014-10-31 04:00  $ Trailing Stop  $1,287.2    $2,070.00  $10,035.00    ($20.00)  100.00%  99.04%  $2.50  $10.00
 54  Sell Short  2014-11-03 05:00  Sell  $1,276.9  $0.00  1  ($345.00)  -0.25%  $0.00  0.00%    $2.50  $10.00
   Buy to Cover  2014-11-03 06:00  Stop Loss  $1,280.1    ($320.00)  $9,690.00    ($320.00)  0.00%  -100.00%  $2.50  $10.00
 55  Sell Short  2014-11-05 00:00  Sell  $1,272.1  $0.00  1  $1,995.00  1.59%  $2,610.00  95.26%    $2.50  $10.00
   Buy to Cover  2014-11-05 08:00  $ Trailing Stop  $1,251.9    $2,020.00  $11,685.00    ($130.00)  78.47%  73.72%  $2.50  $10.00
 56  Buy  2014-11-13 10:00  Buy  $1,272.8  $0.00  1  ($535.00)  -0.40%  $340.00  38.64%    $2.50  $10.00
   Sell  2014-11-13 15:00  Exit Long  $1,267.7    ($510.00)  $11,150.00    ($540.00)  3.41%  -57.95%  $2.50  $10.00
 57  Buy  2014-11-19 05:00  Buy  $1,307.2  $0.00  1  ($465.00)  -0.34%  $340.00  43.59%    $2.50  $10.00
   Sell  2014-11-19 08:00  Stop Loss  $1,302.8    ($440.00)  $10,685.00    ($440.00)  0.00%  -56.41%  $2.50  $10.00
 58  Buy  2014-11-26 08:00  Buy  $1,306.8  $0.00  1  ($435.00)  -0.31%  $110.00  21.15%    $2.50  $10.00
   Sell  2014-11-26 23:00  Stop Loss  $1,302.7    ($410.00)  $10,250.00    ($410.00)  0.00%  -78.85%  $2.50  $10.00
 59  Sell Short  2014-11-27 12:00  Sell  $1,299.1  $0.00  1  $445.00  0.36%  $1,270.00  81.41%    $2.50  $10.00
   Buy to Cover  2014-11-28 09:00  $ Trailing Stop  $1,294.4    $470.00  $10,695.00    ($290.00)  48.72%  30.13%  $2.50  $10.00
 60  Buy  2014-12-04 10:00  Buy  $1,318.6  $0.00  1  ($605.00)  -0.44%  $190.00  24.68%    $2.50  $10.00
   Sell  2014-12-04 10:00  Stop Loss  $1,312.8    ($580.00)  $10,090.00    ($580.00)  0.00%  -75.32%  $2.50  $10.00
 61  Sell Short  2014-12-22 05:00  Sell  $1,305.8  $0.00  1  $2,035.00  1.58%  $2,690.00  97.46%    $2.50  $10.00
   Buy to Cover  2014-12-22 17:00  $ Trailing Stop  $1,285.2    $2,060.00  $12,125.00    ($70.00)  77.17%  74.64%  $2.50  $10.00
 62  Sell Short  2014-12-24 10:00  Sell  $1,283.4  $0.00  1  ($435.00)  -0.32%  $250.00  37.88%    $2.50  $10.00
   Buy to Cover  2014-12-25 21:00  Stop Loss  $1,287.5    ($410.00)  $11,690.00    ($410.00)  0.00%  -62.12%  $2.50  $10.00
 63  Sell Short  2015-01-02 07:00  Sell  $1,290.7  $0.00  1  $795.00  0.64%  $950.00  88.79%    $2.50  $10.00
   Buy to Cover  2015-01-02 09:00  $ Trailing Stop  $1,282.5    $820.00  $12,485.00    ($120.00)  87.85%  76.64%  $2.50  $10.00
 64  Buy  2015-01-05 10:00  Buy  $1,302.4  $0.00  1  $1,775.00  1.38%  $2,910.00  96.68%    $2.50  $10.00
   Sell  2015-01-07 13:00  Exit Long  $1,320.4    $1,800.00  $14,260.00    ($100.00)  63.12%  59.80%  $2.50  $10.00
 65  Buy  2015-01-09 07:00  Buy  $1,320.2  $0.00  1  ($315.00)  -0.22%  $210.00  42.00%    $2.50  $10.00
   Sell  2015-01-09 09:00  Stop Loss  $1,317.3    ($290.00)  $13,945.00    ($290.00)  0.00%  -58.00%  $2.50  $10.00
 66  Buy  2015-01-09 10:00  Buy  $1,322.4  $0.00  1  $595.00  0.47%  $1,710.00  88.60%    $2.50  $10.00
   Sell  2015-01-12 04:00  $ Trailing Stop  $1,328.6    $620.00  $14,540.00    ($220.00)  43.52%  32.12%  $2.50  $10.00
 67  Buy  2015-01-16 10:00  Buy  $1,373.9  $0.00  1  $2,025.00  1.49%  $2,860.00  98.96%    $2.50  $10.00
   Sell  2015-01-20 08:00  Exit Long  $1,394.4    $2,050.00  $16,565.00    ($30.00)  71.97%  70.93%  $2.50  $10.00
 68  Buy  2015-01-28 02:00  Buy  $1,399.3  $0.00  1  ($375.00)  -0.25%  $70.00  16.67%    $2.50  $10.00
   Sell  2015-01-28 03:00  Stop Loss  $1,395.8    ($350.00)  $16,190.00    ($350.00)  0.00%  -83.33%  $2.50  $10.00
 69  Buy  2015-02-02 14:00  Buy  $1,385.3  $0.00  1  ($835.00)  -0.58%  $820.00  50.31%    $2.50  $10.00
   Sell  2015-02-03 08:00  Stop Loss  $1,377.2    ($810.00)  $15,355.00    ($810.00)  0.00%  -49.69%  $2.50  $10.00
 70  Buy  2015-02-16 21:00  Buy  $1,340.8  $0.00  1  ($415.00)  -0.29%  $0.00  0.00%    $2.50  $10.00
   Sell  2015-02-16 22:00  Stop Loss  $1,336.9    ($390.00)  $14,940.00    ($390.00)  0.00%  -100.00%  $2.50  $10.00
 71  Buy  2015-02-25 23:00  Buy  $1,316.2  $0.00  1  $525.00  0.42%  $1,070.00  90.68%    $2.50  $10.00
   Sell  2015-02-26 09:00  $ Trailing Stop  $1,321.7    $550.00  $15,465.00    ($110.00)  55.93%  46.61%  $2.50  $10.00
 72  Sell Short  2015-03-03 12:00  Sell  $1,310.0  $0.00  1  ($65.00)  -0.03%  $530.00  49.53%    $2.50  $10.00
   Buy to Cover  2015-03-04 22:00  Exit Short  $1,310.4    ($40.00)  $15,400.00    ($540.00)  46.73%  -3.74%  $2.50  $10.00
 73  Sell Short  2015-03-05 04:00  Sell  $1,307.1  $0.00  1  ($365.00)  -0.26%  $300.00  46.87%    $2.50  $10.00
   Buy to Cover  2015-03-05 09:00  Stop Loss  $1,310.5    ($340.00)  $15,035.00    ($340.00)  0.00%  -53.13%  $2.50  $10.00
 74  Sell Short  2015-03-05 14:00  Sell  $1,305.5  $0.00  1  $2,705.00  2.09%  $3,560.00  95.19%    $2.50  $10.00
   Buy to Cover  2015-03-09 03:00  Exit Short  $1,278.2    $2,730.00  $17,740.00    ($180.00)  77.81%  72.99%  $2.50  $10.00
 75  Sell Short  2015-03-11 02:00  Sell  $1,267.7  $0.00  1  ($295.00)  -0.21%  $10.00  3.57%    $2.50  $10.00
   Buy to Cover  2015-03-11 03:00  Stop Loss  $1,270.4    ($270.00)  $17,445.00    ($270.00)  0.00%  -96.43%  $2.50  $10.00
 76  Sell Short  2015-03-11 06:00  Sell  $1,267.5  $0.00  1  $725.00  0.59%  $1,140.00  87.02%    $2.50  $10.00
   Buy to Cover  2015-03-11 12:00  $ Trailing Stop  $1,260.0    $750.00  $18,170.00    ($170.00)  70.23%  57.25%  $2.50  $10.00
 77  Buy  2015-03-15 23:00  Buy  $1,265.6  $0.00  1  ($165.00)  -0.11%  $470.00  67.14%    $2.50  $10.00
   Sell  2015-03-16 07:00  Exit Long  $1,264.2    ($140.00)  $18,005.00    ($230.00)  12.86%  -20.00%  $2.50  $10.00
 78  Sell Short  2015-03-17 03:00  Sell  $1,259.6  $0.00  1  ($295.00)  -0.21%  $50.00  15.62%    $2.50  $10.00
   Buy to Cover  2015-03-17 03:00  Stop Loss  $1,262.3    ($270.00)  $17,710.00    ($270.00)  0.00%  -84.38%  $2.50  $10.00
 79  Buy  2015-03-20 04:00  Buy  $1,277.7  $0.00  1  $1,145.00  0.92%  $1,670.00  87.89%    $2.50  $10.00
   Sell  2015-03-20 15:00  $ Trailing Stop  $1,289.4    $1,170.00  $18,855.00    ($230.00)  73.68%  61.58%  $2.50  $10.00
 80  Buy  2015-03-23 09:00  Buy  $1,291.1  $0.00  1  $95.00  0.09%  $690.00  70.41%    $2.50  $10.00
   Sell  2015-03-24 01:00  Exit Long  $1,292.3    $120.00  $18,950.00    ($290.00)  41.84%  12.24%  $2.50  $10.00
 81  Buy  2015-03-24 06:00  Buy  $1,297.3  $0.00  1  ($395.00)  -0.29%  $420.00  53.16%    $2.50  $10.00
   Sell  2015-03-24 10:00  Stop Loss  $1,293.6    ($370.00)  $18,555.00    ($370.00)  0.00%  -46.84%  $2.50  $10.00
 82  Buy  2015-03-25 05:00  Buy  $1,300.3  $0.00  1  $1,925.00  1.50%  $1,950.00  86.28%    $2.50  $10.00
   Sell  2015-03-26 05:00  $ Trailing Stop  $1,319.8    $1,950.00  $20,480.00    ($310.00)  100.00%  86.28%  $2.50  $10.00
 83  Sell Short  2015-03-27 17:00  Sell  $1,304.9  $0.00  1  $1,125.00  0.88%  $1,630.00  95.32%    $2.50  $10.00
   Buy to Cover  2015-03-30 10:00  $ Trailing Stop  $1,293.4    $1,150.00  $21,605.00    ($80.00)  71.93%  67.25%  $2.50  $10.00
 84  Sell Short  2015-03-30 23:00  Sell  $1,291.1  $0.00  1  $55.00  0.06%  $570.00  87.69%    $2.50  $10.00
   Buy to Cover  2015-03-31 02:00  $ Trailing Stop  $1,290.3    $80.00  $21,660.00    ($80.00)  24.62%  12.31%  $2.50  $10.00
 85  Sell Short  2015-04-01 06:00  Sell  $1,288.4  $0.00  1  ($385.00)  -0.28%  $180.00  33.33%    $2.50  $10.00
   Buy to Cover  2015-04-01 09:00  Stop Loss  $1,292.0    ($360.00)  $21,275.00    ($360.00)  0.00%  -66.67%  $2.50  $10.00
 86  Sell Short  2015-04-09 11:00  Sell  $1,301.2  $0.00  1  ($625.00)  -0.46%  $240.00  28.57%    $2.50  $10.00
   Buy to Cover  2015-04-10 05:00  Stop Loss  $1,307.2    ($600.00)  $20,650.00    ($600.00)  0.00%  -71.43%  $2.50  $10.00
 87  Sell Short  2015-04-15 05:00  Sell  $1,297.5  $0.00  1  ($395.00)  -0.29%  $310.00  45.59%    $2.50  $10.00
   Buy to Cover  2015-04-15 10:00  Stop Loss  $1,301.2    ($370.00)  $20,255.00    ($370.00)  0.00%  -54.41%  $2.50  $10.00
 88  Sell Short  2015-04-21 11:00  Sell  $1,301.3  $0.00  1  ($545.00)  -0.40%  $50.00  8.77%    $2.50  $10.00
   Buy to Cover  2015-04-21 13:00  Stop Loss  $1,306.5    ($520.00)  $19,710.00    ($520.00)  0.00%  -91.23%  $2.50  $10.00
 89  Sell Short  2015-04-22 11:00  Sell  $1,302.4  $0.00  1  $565.00  0.45%  $1,270.00  99.22%    $2.50  $10.00
   Buy to Cover  2015-04-23 09:00  Exit Short  $1,296.5    $590.00  $20,275.00    ($10.00)  46.88%  46.09%  $2.50  $10.00
 90  Buy  2015-05-05 09:00  Buy  $1,296.3  $0.00  1  $235.00  0.20%  $910.00  88.35%    $2.50  $10.00
   Sell  2015-05-05 15:00  Exit Long  $1,298.9    $260.00  $20,510.00    ($120.00)  36.89%  25.24%  $2.50  $10.00
 91  Buy  2015-05-06 10:00  Buy  $1,300.7  $0.00  1  ($635.00)  -0.47%  $200.00  24.69%    $2.50  $10.00
   Sell  2015-05-06 11:00  Stop Loss  $1,294.6    ($610.00)  $19,875.00    ($610.00)  0.00%  -75.31%  $2.50  $10.00
 92  Sell Short  2015-05-11 05:00  Sell  $1,289.9  $0.00  1  ($275.00)  -0.19%  $50.00  16.67%    $2.50  $10.00
   Buy to Cover  2015-05-11 07:00  Stop Loss  $1,292.4    ($250.00)  $19,600.00    ($250.00)  0.00%  -83.33%  $2.50  $10.00
 93  Buy  2015-05-13 09:00  Buy  $1,302.2  $0.00  1  $2,155.00  1.67%  $3,160.00  94.33%    $2.50  $10.00
   Sell  2015-05-15 03:00  Exit Long  $1,324.0    $2,180.00  $21,755.00    ($190.00)  70.75%  65.07%  $2.50  $10.00
 94  Buy  2015-05-15 11:00  Buy  $1,325.3  $0.00  1  $415.00  0.33%  $1,280.00  97.71%    $2.50  $10.00
   Sell  2015-05-18 11:00  Exit Long  $1,329.7    $440.00  $22,170.00    ($30.00)  35.88%  33.59%  $2.50  $10.00
 95  Sell Short  2015-05-22 10:00  Sell  $1,311.6  $0.00  1  ($245.00)  -0.17%  $450.00  60.81%    $2.50  $10.00
   Buy to Cover  2015-05-25 13:00  Exit Short  $1,313.8    ($220.00)  $21,925.00    ($290.00)  9.46%  -29.73%  $2.50  $10.00
 96  Sell Short  2015-05-28 07:00  Sell  $1,293.2  $0.00  1  $95.00  0.09%  $780.00  83.87%    $2.50  $10.00
   Buy to Cover  2015-05-28 11:00  $ Trailing Stop  $1,292.0    $120.00  $22,020.00    ($150.00)  29.03%  12.90%  $2.50  $10.00
 97  Sell Short  2015-06-03 06:00  Sell  $1,294.2  $0.00  1  ($325.00)  -0.23%  $230.00  43.40%    $2.50  $10.00
   Buy to Cover  2015-06-03 08:00  Stop Loss  $1,297.2    ($300.00)  $21,695.00    ($300.00)  0.00%  -56.60%  $2.50  $10.00
 98  Sell Short  2015-06-04 04:00  Sell  $1,286.8  $0.00  1  $1,045.00  0.83%  $1,070.00  72.79%    $2.50  $10.00
   Buy to Cover  2015-06-05 09:00  $ Trailing Stop  $1,276.1    $1,070.00  $22,740.00    ($400.00)  100.00%  72.79%  $2.50  $10.00
 99  Buy  2015-06-10 02:00  Buy  $1,284.8  $0.00  1  $625.00  0.51%  $1,220.00  96.06%    $2.50  $10.00
   Sell  2015-06-10 13:00  $ Trailing Stop  $1,291.3    $650.00  $23,365.00    ($50.00)  55.12%  51.18%  $2.50  $10.00
 100  Sell Short  2015-06-12 06:00  Sell  $1,283.9  $0.00  1  ($355.00)  -0.26%  $310.00  48.44%    $2.50  $10.00
   Buy to Cover  2015-06-12 10:00  Stop Loss  $1,287.2    ($330.00)  $23,010.00    ($330.00)  0.00%  -51.56%  $2.50  $10.00
 101  Sell Short  2015-06-15 05:00  Sell  $1,283.1  $0.00  1  ($275.00)  -0.19%  $600.00  61.86%    $2.50  $10.00
   Buy to Cover  2015-06-15 09:00  Exit Short  $1,285.6    ($250.00)  $22,735.00    ($370.00)  12.37%  -25.77%  $2.50  $10.00
 102  Buy  2015-06-16 04:00  Buy  $1,291.5  $0.00  1  ($295.00)  -0.21%  $110.00  28.95%    $2.50  $10.00
   Sell  2015-06-16 04:00  Stop Loss  $1,288.8    ($270.00)  $22,440.00    ($270.00)  0.00%  -71.05%  $2.50  $10.00
 103  Buy  2015-06-19 09:00  Buy  $1,307.6  $0.00  1  ($325.00)  -0.23%  $160.00  34.78%    $2.50  $10.00
   Sell  2015-06-19 12:00  Stop Loss  $1,304.6    ($300.00)  $22,115.00    ($300.00)  0.00%  -65.22%  $2.50  $10.00
 104  Buy  2015-06-29 10:00  Buy  $1,287.1  $0.00  1  ($535.00)  -0.40%  $80.00  13.56%    $2.50  $10.00
   Sell  2015-06-29 10:00  Stop Loss  $1,282.0    ($510.00)  $21,580.00    ($510.00)  0.00%  -86.44%  $2.50  $10.00
 105  Sell Short  2015-07-01 15:00  Sell  $1,273.6  $0.00  1  $535.00  0.44%  $1,260.00  93.33%    $2.50  $10.00
   Buy to Cover  2015-07-02 09:00  $ Trailing Stop  $1,268.0    $560.00  $22,115.00    ($90.00)  48.15%  41.48%  $2.50  $10.00
 106  Buy  2015-07-09 10:00  Buy  $1,268.7  $0.00  1  ($545.00)  -0.41%  $320.00  38.10%    $2.50  $10.00
   Sell  2015-07-09 17:00  Stop Loss  $1,263.5    ($520.00)  $21,570.00    ($520.00)  0.00%  -61.90%  $2.50  $10.00
 107  Sell Short  2015-07-23 12:00  Sell  $1,197.2  $0.00  1  $965.00  0.83%  $1,970.00  84.91%    $2.50  $10.00
   Buy to Cover  2015-07-24 00:00  $ Trailing Stop  $1,187.3    $990.00  $22,535.00    ($350.00)  57.76%  42.67%  $2.50  $10.00
 108  Buy  2015-07-28 11:00  Buy  $1,201.6  $0.00  1  ($555.00)  -0.44%  $210.00  28.38%    $2.50  $10.00
   Sell  2015-07-29 10:00  Stop Loss  $1,196.3    ($530.00)  $21,980.00    ($530.00)  0.00%  -71.62%  $2.50  $10.00
 109  Sell Short  2015-07-30 23:00  Sell  $1,189.2  $0.00  1  $45.00  0.06%  $530.00  82.81%    $2.50  $10.00
   Buy to Cover  2015-07-31 09:00  $ Trailing Stop  $1,188.5    $70.00  $22,025.00    ($110.00)  28.12%  10.94%  $2.50  $10.00
 110  Buy  2015-08-16 23:00  Buy  $1,220.9  $0.00  1  $165.00  0.16%  $600.00  80.00%    $2.50  $10.00
   Sell  2015-08-17 10:00  $ Trailing Stop  $1,222.8    $190.00  $22,190.00    ($150.00)  45.33%  25.33%  $2.50  $10.00
 111  Sell Short  2015-08-25 04:00  Sell  $1,254.3  $0.00  1  $765.00  0.63%  $1,560.00  84.32%    $2.50  $10.00
   Buy to Cover  2015-08-25 19:00  $ Trailing Stop  $1,246.4    $790.00  $22,955.00    ($290.00)  58.38%  42.70%  $2.50  $10.00
 112  Sell Short  2015-08-25 23:00  Sell  $1,241.5  $0.00  1  $925.00  0.77%  $1,990.00  89.24%    $2.50  $10.00
   Buy to Cover  2015-08-26 22:00  $ Trailing Stop  $1,232.0    $950.00  $23,880.00    ($240.00)  53.36%  42.60%  $2.50  $10.00
 113  Sell Short  2015-08-27 10:00  Sell  $1,225.9  $0.00  1  ($435.00)  -0.33%  $420.00  42.42%    $2.50  $10.00
   Buy to Cover  2015-08-27 20:00  Exit Short  $1,230.0    ($410.00)  $23,445.00    ($570.00)  16.16%  -41.41%  $2.50  $10.00
 114  Buy  2015-08-31 13:00  Buy  $1,238.5  $0.00  1  $355.00  0.31%  $1,350.00  85.99%    $2.50  $10.00
   Sell  2015-09-01 11:00  $ Trailing Stop  $1,242.3    $380.00  $23,800.00    ($220.00)  38.22%  24.20%  $2.50  $10.00
 115  Sell Short  2015-09-09 05:00  Sell  $1,225.0  $0.00  1  $1,665.00  1.38%  $2,020.00  94.84%    $2.50  $10.00
   Buy to Cover  2015-09-09 14:00  $ Trailing Stop  $1,208.1    $1,690.00  $25,465.00    ($110.00)  84.51%  79.34%  $2.50  $10.00
 116  Sell Short  2015-09-14 09:00  Sell  $1,209.3  $0.00  1  ($335.00)  -0.26%  $150.00  32.61%    $2.50  $10.00
   Buy to Cover  2015-09-14 12:00  Stop Loss  $1,212.4    ($310.00)  $25,130.00    ($310.00)  0.00%  -67.39%  $2.50  $10.00
 117  Sell Short  2015-09-15 06:00  Sell  $1,209.5  $0.00  1  ($295.00)  -0.22%  $330.00  55.00%    $2.50  $10.00
   Buy to Cover  2015-09-15 09:00  Stop Loss  $1,212.2    ($270.00)  $24,835.00    ($270.00)  0.00%  -45.00%  $2.50  $10.00
 118  Sell Short  2015-09-29 15:00  Sell  $1,231.5  $0.00  1  $985.00  0.82%  $1,600.00  88.40%    $2.50  $10.00
   Buy to Cover  2015-09-30 14:00  $ Trailing Stop  $1,221.4    $1,010.00  $25,820.00    ($210.00)  67.40%  55.80%  $2.50  $10.00
 119  Buy  2015-10-05 20:00  Buy  $1,240.5  $0.00  1  $25.00  0.04%  $370.00  74.00%    $2.50  $10.00
   Sell  2015-10-06 05:00  $ Trailing Stop  $1,241.0    $50.00  $25,845.00    ($130.00)  36.00%  10.00%  $2.50  $10.00
 120  Buy  2015-10-07 09:00  Buy  $1,255.2  $0.00  1  ($375.00)  -0.28%  $310.00  46.97%    $2.50  $10.00
   Sell  2015-10-07 10:00  Stop Loss  $1,251.7    ($350.00)  $25,470.00    ($350.00)  0.00%  -53.03%  $2.50  $10.00
 121  Sell Short  2015-10-19 12:00  Sell  $1,275.5  $0.00  1  ($195.00)  -0.13%  $360.00  58.06%    $2.50  $10.00
   Buy to Cover  2015-10-20 04:00  Exit Short  $1,277.2    ($170.00)  $25,275.00    ($260.00)  14.52%  -27.42%  $2.50  $10.00
 122  Sell Short  2015-10-26 15:00  Sell  $1,269.3  $0.00  1  ($315.00)  -0.23%  $240.00  45.28%    $2.50  $10.00
   Buy to Cover  2015-10-27 09:00  Stop Loss  $1,272.2    ($290.00)  $24,960.00    ($290.00)  0.00%  -54.72%  $2.50  $10.00
 123  Sell Short  2015-11-03 06:00  Sell  $1,238.0  $0.00  1  $1,395.00  1.15%  $1,970.00  99.49%    $2.50  $10.00
   Buy to Cover  2015-11-03 19:00  $ Trailing Stop  $1,223.8    $1,420.00  $26,355.00    ($10.00)  72.22%  71.72%  $2.50  $10.00
 124  Sell Short  2015-11-05 04:00  Sell  $1,211.8  $0.00  1  $5.00  0.02%  $490.00  59.76%    $2.50  $10.00
   Buy to Cover  2015-11-05 21:00  Exit Short  $1,211.5    $30.00  $26,360.00    ($330.00)  43.90%  3.66%  $2.50  $10.00
 125  Sell Short  2015-11-09 21:00  Sell  $1,195.1  $0.00  1  ($315.00)  -0.24%  $140.00  32.56%    $2.50  $10.00
   Buy to Cover  2015-11-10 04:00  Stop Loss  $1,198.0    ($290.00)  $26,045.00    ($290.00)  0.00%  -67.44%  $2.50  $10.00
 126  Sell Short  2015-11-11 10:00  Sell  $1,191.3  $0.00  1  ($95.00)  -0.06%  $340.00  69.39%    $2.50  $10.00
   Buy to Cover  2015-11-11 21:00  Exit Short  $1,192.0    ($70.00)  $25,950.00    ($150.00)  16.33%  -14.29%  $2.50  $10.00
 127  Buy  2015-11-20 06:00  Buy  $1,189.7  $0.00  1  ($525.00)  -0.42%  $120.00  19.35%    $2.50  $10.00
   Sell  2015-11-20 10:00  Stop Loss  $1,184.7    ($500.00)  $25,425.00    ($500.00)  0.00%  -80.65%  $2.50  $10.00
 128  Sell Short  2015-11-23 12:00  Sell  $1,173.1  $0.00  1  ($625.00)  -0.51%  $200.00  25.00%    $2.50  $10.00
   Buy to Cover  2015-11-24 04:00  Stop Loss  $1,179.1    ($600.00)  $24,800.00    ($600.00)  0.00%  -75.00%  $2.50  $10.00
 129  Sell Short  2015-11-26 22:00  Sell  $1,174.5  $0.00  1  $1,375.00  1.19%  $1,790.00  97.81%    $2.50  $10.00
   Buy to Cover  2015-11-27 10:00  $ Trailing Stop  $1,160.5    $1,400.00  $26,175.00    ($40.00)  78.69%  76.50%  $2.50  $10.00
 130  Buy  2015-12-04 06:00  Buy  $1,165.7  $0.00  1  $875.00  0.77%  $1,000.00  86.96%    $2.50  $10.00
   Sell  2015-12-04 10:00  $ Trailing Stop  $1,174.7    $900.00  $27,050.00    ($150.00)  91.30%  78.26%  $2.50  $10.00
 131  Sell Short  2015-12-08 09:00  Sell  $1,173.6  $0.00  1  ($465.00)  -0.37%  $180.00  29.03%    $2.50  $10.00
   Buy to Cover  2015-12-08 10:00  Stop Loss  $1,178.0    ($440.00)  $26,585.00    ($440.00)  0.00%  -70.97%  $2.50  $10.00
 132  Buy  2015-12-09 14:00  Buy  $1,181.7  $0.00  1  ($955.00)  -0.79%  $100.00  9.71%    $2.50  $10.00
   Sell  2015-12-10 21:00  Stop Loss  $1,172.4    ($930.00)  $25,630.00    ($930.00)  0.00%  -90.29%  $2.50  $10.00
 133  Buy  2015-12-24 11:00  Buy  $1,179.0  $0.00  1  ($325.00)  -0.25%  $260.00  46.43%    $2.50  $10.00
   Sell  2015-12-27 21:00  Stop Loss  $1,176.0    ($300.00)  $25,305.00    ($300.00)  0.00%  -53.57%  $2.50  $10.00
 134  Sell Short  2015-12-29 17:00  Sell  $1,172.5  $0.00  1  ($255.00)  -0.20%  $20.00  8.00%    $2.50  $10.00
   Buy to Cover  2015-12-29 21:00  Stop Loss  $1,174.8    ($230.00)  $25,050.00    ($230.00)  0.00%  -92.00%  $2.50  $10.00
 135  Sell Short  2015-12-30 04:00  Sell  $1,174.0  $0.00  1  ($75.00)  -0.04%  $370.00  74.00%    $2.50  $10.00
   Buy to Cover  2015-12-30 06:00  $ Trailing Stop  $1,174.5    ($50.00)  $24,975.00    ($130.00)  16.00%  -10.00%  $2.50  $10.00
 136  Sell Short  2015-12-31 05:00  Sell  $1,166.2  $0.00  1  $215.00  0.21%  $470.00  83.93%    $2.50  $10.00
   Buy to Cover  2015-12-31 09:00  $ Trailing Stop  $1,163.8    $240.00  $25,190.00    ($90.00)  58.93%  42.86%  $2.50  $10.00
 137  Sell Short  2016-01-11 05:00  Sell  $1,204.9  $0.00  1  ($525.00)  -0.41%  $120.00  19.35%    $2.50  $10.00
   Buy to Cover  2016-01-11 09:00  Stop Loss  $1,209.9    ($500.00)  $24,665.00    ($500.00)  0.00%  -80.65%  $2.50  $10.00
 138  Sell Short  2016-01-11 10:00  Sell  $1,205.6  $0.00  1  $835.00  0.71%  $1,750.00  87.06%    $2.50  $10.00
   Buy to Cover  2016-01-12 15:00  $ Trailing Stop  $1,197.0    $860.00  $25,500.00    ($260.00)  55.72%  42.79%  $2.50  $10.00
 139  Buy  2016-01-19 05:00  Buy  $1,197.6  $0.00  1  ($365.00)  -0.28%  $30.00  8.11%    $2.50  $10.00
   Sell  2016-01-19 05:00  Stop Loss  $1,194.2    ($340.00)  $25,135.00    ($340.00)  0.00%  -91.89%  $2.50  $10.00
 140  Buy  2016-01-19 21:00  Buy  $1,194.3  $0.00  1  $945.00  0.81%  $1,390.00  99.29%    $2.50  $10.00
   Sell  2016-01-20 09:00  $ Trailing Stop  $1,204.0    $970.00  $26,080.00    ($10.00)  70.00%  69.29%  $2.50  $10.00
 141  Buy  2016-01-21 02:00  Buy  $1,208.5  $0.00  1  ($295.00)  -0.22%  $130.00  32.50%    $2.50  $10.00
   Sell  2016-01-21 04:00  Stop Loss  $1,205.8    ($270.00)  $25,785.00    ($270.00)  0.00%  -67.50%  $2.50  $10.00
 142  Buy  2016-01-21 15:00  Buy  $1,206.0  $0.00  1  ($615.00)  -0.49%  $200.00  25.32%    $2.50  $10.00
   Sell  2016-01-22 09:00  Stop Loss  $1,200.1    ($590.00)  $25,170.00    ($590.00)  0.00%  -74.68%  $2.50  $10.00
 143  Buy  2016-01-22 12:00  Buy  $1,205.5  $0.00  1  $1,125.00  0.95%  $1,750.00  79.55%    $2.50  $10.00
   Sell  2016-01-26 08:00  Exit Long  $1,217.0    $1,150.00  $26,295.00    ($450.00)  72.73%  52.27%  $2.50  $10.00
 144  Sell Short  2016-01-29 00:00  Sell  $1,217.2  $0.00  1  ($495.00)  -0.39%  $20.00  4.08%    $2.50  $10.00
   Buy to Cover  2016-01-29 00:00  Stop Loss  $1,221.9    ($470.00)  $25,800.00    ($470.00)  0.00%  -95.92%  $2.50  $10.00
 145  Buy  2016-02-02 11:00  Buy  $1,233.5  $0.00  1  ($395.00)  -0.30%  $130.00  26.00%    $2.50  $10.00
   Sell  2016-02-02 12:00  Stop Loss  $1,229.8    ($370.00)  $25,405.00    ($370.00)  0.00%  -74.00%  $2.50  $10.00
 146  Buy  2016-02-02 17:00  Buy  $1,234.6  $0.00  1  ($365.00)  -0.28%  $20.00  5.56%    $2.50  $10.00
   Sell  2016-02-02 20:00  Stop Loss  $1,231.2    ($340.00)  $25,040.00    ($340.00)  0.00%  -94.44%  $2.50  $10.00
 147  Buy  2016-02-03 07:00  Buy  $1,235.0  $0.00  1  ($425.00)  -0.32%  $300.00  42.86%    $2.50  $10.00
   Sell  2016-02-03 10:00  Stop Loss  $1,231.0    ($400.00)  $24,615.00    ($400.00)  0.00%  -57.14%  $2.50  $10.00
 148  Buy  2016-02-09 09:00  Buy  $1,301.4  $0.00  1  ($635.00)  -0.47%  $250.00  29.07%    $2.50  $10.00
   Sell  2016-02-09 10:00  Stop Loss  $1,295.3    ($610.00)  $23,980.00    ($610.00)  0.00%  -70.93%  $2.50  $10.00
 149  Buy  2016-02-18 11:00  Buy  $1,315.5  $0.00  1  $1,985.00  1.53%  $2,970.00  98.67%    $2.50  $10.00
   Sell  2016-02-18 19:00  $ Trailing Stop  $1,335.6    $2,010.00  $25,965.00    ($40.00)  68.11%  66.78%  $2.50  $10.00
 150  Buy  2016-02-19 08:00  Buy  $1,335.5  $0.00  1  ($815.00)  -0.59%  $440.00  35.77%    $2.50  $10.00
   Sell  2016-02-21 21:00  Stop Loss  $1,327.6    ($790.00)  $25,150.00    ($790.00)  0.00%  -64.23%  $2.50  $10.00
 151  Buy  2016-02-24 06:00  Buy  $1,335.2  $0.00  1  $1,135.00  0.87%  $2,370.00  99.58%    $2.50  $10.00
   Sell  2016-02-24 13:00  $ Trailing Stop  $1,346.8    $1,160.00  $26,285.00    ($10.00)  49.16%  48.74%  $2.50  $10.00
 152  Sell Short  2016-02-26 05:00  Sell  $1,335.9  $0.00  1  ($635.00)  -0.46%  $210.00  25.61%    $2.50  $10.00
   Buy to Cover  2016-02-26 07:00  Stop Loss  $1,342.0    ($610.00)  $25,650.00    ($610.00)  0.00%  -74.39%  $2.50  $10.00
 153  Sell Short  2016-02-26 10:00  Sell  $1,333.9  $0.00  1  $425.00  0.34%  $1,730.00  87.37%    $2.50  $10.00
   Buy to Cover  2016-02-26 14:00  $ Trailing Stop  $1,329.4    $450.00  $26,075.00    ($250.00)  35.35%  22.73%  $2.50  $10.00
 154  Buy  2016-03-01 08:00  Buy  $1,351.0  $0.00  1  ($615.00)  -0.44%  $240.00  28.92%    $2.50  $10.00
   Sell  2016-03-01 10:00  Stop Loss  $1,345.1    ($590.00)  $25,460.00    ($590.00)  0.00%  -71.08%  $2.50  $10.00
 155  Buy  2016-03-08 04:00  Buy  $1,379.1  $0.00  1  ($585.00)  -0.41%  $450.00  44.55%    $2.50  $10.00
   Sell  2016-03-08 10:00  Stop Loss  $1,373.5    ($560.00)  $24,875.00    ($560.00)  0.00%  -55.45%  $2.50  $10.00
 156  Sell Short  2016-03-14 04:00  Sell  $1,358.6  $0.00  1  ($575.00)  -0.40%  $60.00  9.84%    $2.50  $10.00
   Buy to Cover  2016-03-14 06:00  Stop Loss  $1,364.1    ($550.00)  $24,300.00    ($550.00)  0.00%  -90.16%  $2.50  $10.00
 157  Sell Short  2016-03-29 05:00  Sell  $1,321.1  $0.00  1  ($365.00)  -0.26%  $20.00  5.56%    $2.50  $10.00
   Buy to Cover  2016-03-29 05:00  Stop Loss  $1,324.5    ($340.00)  $23,935.00    ($340.00)  0.00%  -94.44%  $2.50  $10.00
 158  Sell Short  2016-04-01 09:00  Sell  $1,333.4  $0.00  1  ($435.00)  -0.31%  $0.00  0.00%    $2.50  $10.00
   Buy to Cover  2016-04-01 09:00  Stop Loss  $1,337.5    ($410.00)  $23,500.00    ($410.00)  0.00%  -100.00%  $2.50  $10.00
 159  Sell Short  2016-04-14 10:00  Sell  $1,338.8  $0.00  1  $305.00  0.25%  $1,070.00  79.85%    $2.50  $10.00
   Buy to Cover  2016-04-15 03:00  Exit Short  $1,335.5    $330.00  $23,805.00    ($270.00)  44.78%  24.63%  $2.50  $10.00
 160  Buy  2016-04-20 11:00  Buy  $1,358.3  $0.00  1  ($575.00)  -0.40%  $250.00  31.25%    $2.50  $10.00
   Sell  2016-04-20 16:00  Stop Loss  $1,352.8    ($550.00)  $23,230.00    ($550.00)  0.00%  -68.75%  $2.50  $10.00
 161  Buy  2016-04-28 01:00  Buy  $1,351.6  $0.00  1  $4,545.00  3.38%  $5,710.00  99.13%    $2.50  $10.00
   Sell  2016-05-02 10:00  $ Trailing Stop  $1,397.3    $4,570.00  $27,775.00    ($50.00)  80.21%  79.34%  $2.50  $10.00
 162  Sell Short  2016-05-04 13:00  Sell  $1,383.2  $0.00  1  ($305.00)  -0.20%  $690.00  66.99%    $2.50  $10.00
   Buy to Cover  2016-05-04 20:00  Exit Short  $1,386.0    ($280.00)  $27,470.00    ($340.00)  5.83%  -27.18%  $2.50  $10.00
 163  Sell Short  2016-05-05 12:00  Sell  $1,381.7  $0.00  1  ($185.00)  -0.12%  $840.00  82.35%    $2.50  $10.00
   Buy to Cover  2016-05-05 22:00  Exit Short  $1,383.3    ($160.00)  $27,285.00    ($180.00)  1.96%  -15.69%  $2.50  $10.00
 164  Buy  2016-05-16 23:00  Buy  $1,383.5  $0.00  1  ($415.00)  -0.28%  $160.00  29.09%    $2.50  $10.00
   Sell  2016-05-17 03:00  Stop Loss  $1,379.6    ($390.00)  $26,870.00    ($390.00)  0.00%  -70.91%  $2.50  $10.00
 165  Sell Short  2016-05-23 03:00  Sell  $1,353.5  $0.00  1  $175.00  0.15%  $730.00  70.19%    $2.50  $10.00
   Buy to Cover  2016-05-23 11:00  $ Trailing Stop  $1,351.5    $200.00  $27,045.00    ($310.00)  49.04%  19.23%  $2.50  $10.00
 166  Sell Short  2016-05-27 10:00  Sell  $1,319.5  $0.00  1  $965.00  0.75%  $1,760.00  94.12%    $2.50  $10.00
   Buy to Cover  2016-05-30 07:00  $ Trailing Stop  $1,309.6    $990.00  $28,010.00    ($110.00)  58.82%  52.94%  $2.50  $10.00
 167  Buy  2016-06-01 09:00  Buy  $1,321.3  $0.00  1  ($375.00)  -0.26%  $200.00  36.36%    $2.50  $10.00
   Sell  2016-06-01 10:00  Stop Loss  $1,317.8    ($350.00)  $27,635.00    ($350.00)  0.00%  -63.64%  $2.50  $10.00
 168  Buy  2016-06-07 15:00  Buy  $1,347.8  $0.00  1  $1,545.00  1.16%  $2,160.00  91.91%    $2.50  $10.00
   Sell  2016-06-09 04:00  $ Trailing Stop  $1,363.5    $1,570.00  $29,180.00    ($190.00)  74.89%  66.81%  $2.50  $10.00
 169  Buy  2016-06-10 10:00  Buy  $1,373.5  $0.00  1  $15.00  0.03%  $780.00  80.41%    $2.50  $10.00
   Sell  2016-06-10 13:00  Exit Long  $1,373.9    $40.00  $29,195.00    ($190.00)  23.71%  4.12%  $2.50  $10.00
 170  Buy  2016-06-14 09:00  Buy  $1,387.4  $0.00  1  ($315.00)  -0.21%  $600.00  63.83%    $2.50  $10.00
   Sell  2016-06-14 13:00  Exit Long  $1,384.5    ($290.00)  $28,880.00    ($340.00)  5.32%  -30.85%  $2.50  $10.00
 171  Sell Short  2016-06-20 07:00  Sell  $1,386.7  $0.00  1  ($445.00)  -0.30%  $550.00  51.89%    $2.50  $10.00
   Buy to Cover  2016-06-20 14:00  Exit Short  $1,390.9    ($420.00)  $28,435.00    ($510.00)  8.49%  -39.62%  $2.50  $10.00
 172  Sell Short  2016-06-21 03:00  Sell  $1,386.6  $0.00  1  $1,545.00  1.13%  $2,240.00  92.56%    $2.50  $10.00
   Buy to Cover  2016-06-22 04:00  $ Trailing Stop  $1,370.9    $1,570.00  $29,980.00    ($180.00)  72.31%  64.88%  $2.50  $10.00
 173  Sell Short  2016-06-22 10:00  Sell  $1,367.4  $0.00  1  ($595.00)  -0.42%  $550.00  49.11%    $2.50  $10.00
   Buy to Cover  2016-06-23 03:00  Stop Loss  $1,373.1    ($570.00)  $29,385.00    ($570.00)  0.00%  -50.89%  $2.50  $10.00
 174  Buy  2016-06-27 16:00  Buy  $1,431.0  $0.00  1  ($745.00)  -0.50%  $280.00  28.00%    $2.50  $10.00
   Sell  2016-06-27 22:00  Stop Loss  $1,423.8    ($720.00)  $28,640.00    ($720.00)  0.00%  -72.00%  $2.50  $10.00
 175  Buy  2016-06-29 12:00  Buy  $1,427.9  $0.00  1  ($815.00)  -0.55%  $230.00  22.55%    $2.50  $10.00
   Sell  2016-06-29 16:00  Stop Loss  $1,420.0    ($790.00)  $27,825.00    ($790.00)  0.00%  -77.45%  $2.50  $10.00
 176  Buy  2016-07-05 08:00  Buy  $1,452.0  $0.00  1  ($545.00)  -0.36%  $370.00  41.57%    $2.50  $10.00
   Sell  2016-07-05 11:00  Stop Loss  $1,446.8    ($520.00)  $27,280.00    ($520.00)  0.00%  -58.43%  $2.50  $10.00
 177  Sell Short  2016-07-14 02:00  Sell  $1,438.3  $0.00  1  $675.00  0.49%  $1,750.00  94.09%    $2.50  $10.00
   Buy to Cover  2016-07-14 12:00  $ Trailing Stop  $1,431.3    $700.00  $27,955.00    ($110.00)  43.55%  37.63%  $2.50  $10.00
 178  Sell Short  2016-07-17 23:00  Sell  $1,427.7  $0.00  1  ($815.00)  -0.55%  $380.00  32.48%    $2.50  $10.00
   Buy to Cover  2016-07-18 10:00  Stop Loss  $1,435.6    ($790.00)  $27,140.00    ($790.00)  0.00%  -67.52%  $2.50  $10.00
 179  Sell Short  2016-07-25 17:00  Sell  $1,414.9  $0.00  1  ($445.00)  -0.30%  $70.00  14.29%    $2.50  $10.00
   Buy to Cover  2016-07-25 21:00  Stop Loss  $1,419.1    ($420.00)  $26,695.00    ($420.00)  0.00%  -85.71%  $2.50  $10.00
 180  Buy  2016-08-01 13:00  Buy  $1,452.4  $0.00  1  ($475.00)  -0.31%  $240.00  34.78%    $2.50  $10.00
   Sell  2016-08-01 22:00  Stop Loss  $1,447.9    ($450.00)  $26,220.00    ($450.00)  0.00%  -65.22%  $2.50  $10.00
 181  Buy  2016-08-02 04:00  Buy  $1,453.2  $0.00  1  $705.00  0.50%  $1,390.00  94.56%    $2.50  $10.00
   Sell  2016-08-03 10:00  $ Trailing Stop  $1,460.5    $730.00  $26,925.00    ($80.00)  55.10%  49.66%  $2.50  $10.00
 182  Sell Short  2016-08-15 06:00  Sell  $1,437.2  $0.00  1  ($315.00)  -0.20%  $340.00  53.97%    $2.50  $10.00
   Buy to Cover  2016-08-15 11:00  Stop Loss  $1,440.1    ($290.00)  $26,610.00    ($290.00)  0.00%  -46.03%  $2.50  $10.00
 183  Sell Short  2016-08-29 07:00  Sell  $1,414.3  $0.00  1  ($375.00)  -0.25%  $170.00  32.69%    $2.50  $10.00
   Buy to Cover  2016-08-29 08:00  Stop Loss  $1,417.8    ($350.00)  $26,235.00    ($350.00)  0.00%  -67.31%  $2.50  $10.00
 184  Buy  2016-09-06 00:00  Buy  $1,423.9  $0.00  1  $2,145.00  1.52%  $2,620.00  94.58%    $2.50  $10.00
   Sell  2016-09-06 19:00  $ Trailing Stop  $1,445.6    $2,170.00  $28,380.00    ($150.00)  83.75%  78.34%  $2.50  $10.00
 185  Sell Short  2016-09-13 08:00  Sell  $1,422.2  $0.00  1  $505.00  0.37%  $1,050.00  87.50%    $2.50  $10.00
   Buy to Cover  2016-09-13 20:00  $ Trailing Stop  $1,416.9    $530.00  $28,885.00    ($150.00)  56.67%  44.17%  $2.50  $10.00
 186  Sell Short  2016-09-15 04:00  Sell  $1,416.7  $0.00  1  ($305.00)  -0.20%  $200.00  41.67%    $2.50  $10.00
   Buy to Cover  2016-09-15 09:00  Stop Loss  $1,419.5    ($280.00)  $28,580.00    ($280.00)  0.00%  -58.33%  $2.50  $10.00
 187  Sell Short  2016-09-15 23:00  Sell  $1,410.7  $0.00  1  $395.00  0.30%  $860.00  82.69%    $2.50  $10.00
   Buy to Cover  2016-09-16 11:00  $ Trailing Stop  $1,406.5    $420.00  $28,975.00    ($180.00)  57.69%  40.38%  $2.50  $10.00
 188  Sell Short  2016-09-28 19:00  Sell  $1,417.9  $0.00  1  ($345.00)  -0.23%  $20.00  5.88%    $2.50  $10.00
   Buy to Cover  2016-09-28 21:00  Stop Loss  $1,421.1    ($320.00)  $28,630.00    ($320.00)  0.00%  -94.12%  $2.50  $10.00
 189  Sell Short  2016-09-29 04:00  Sell  $1,416.9  $0.00  1  $95.00  0.08%  $540.00  75.00%    $2.50  $10.00
   Buy to Cover  2016-09-29 10:00  $ Trailing Stop  $1,415.7    $120.00  $28,725.00    ($180.00)  41.67%  16.67%  $2.50  $10.00
 190  Buy  2016-09-30 10:00  Buy  $1,423.7  $0.00  1  ($395.00)  -0.26%  $70.00  15.91%    $2.50  $10.00
   Sell  2016-09-30 10:00  Stop Loss  $1,420.0    ($370.00)  $28,330.00    ($370.00)  0.00%  -84.09%  $2.50  $10.00
 191  Sell Short  2016-10-03 10:00  Sell  $1,409.1  $0.00  1  $4,065.00  2.90%  $4,380.00  95.84%    $2.50  $10.00
   Buy to Cover  2016-10-04 14:00  $ Trailing Stop  $1,368.2    $4,090.00  $32,395.00    ($190.00)  93.65%  89.50%  $2.50  $10.00
 192  Sell Short  2016-10-06 09:00  Sell  $1,359.1  $0.00  1  $775.00  0.59%  $1,440.00  92.31%    $2.50  $10.00
   Buy to Cover  2016-10-06 22:00  Exit Short  $1,351.1    $800.00  $33,170.00    ($120.00)  58.97%  51.28%  $2.50  $10.00
 193  Sell Short  2016-10-10 22:00  Sell  $1,351.4  $0.00  1  ($295.00)  -0.20%  $50.00  15.63%    $2.50  $10.00
   Buy to Cover  2016-10-10 23:00  Stop Loss  $1,354.1    ($270.00)  $32,875.00    ($270.00)  0.00%  -84.37%  $2.50  $10.00
 194  Sell Short  2016-10-12 09:00  Sell  $1,347.8  $0.00  1  ($395.00)  -0.27%  $370.00  50.00%    $2.50  $10.00
   Buy to Cover  2016-10-12 10:00  Stop Loss  $1,351.5    ($370.00)  $32,480.00    ($370.00)  0.00%  -50.00%  $2.50  $10.00
 195  Buy  2016-10-18 13:00  Buy  $1,356.4  $0.00  1  ($205.00)  -0.13%  $230.00  52.27%    $2.50  $10.00
   Sell  2016-10-19 02:00  Exit Long  $1,354.6    ($180.00)  $32,275.00    ($210.00)  6.82%  -40.91%  $2.50  $10.00
 196  Buy  2016-10-19 23:00  Buy  $1,365.5  $0.00  1  ($355.00)  -0.24%  $150.00  31.25%    $2.50  $10.00
   Sell  2016-10-20 04:00  Stop Loss  $1,362.2    ($330.00)  $31,920.00    ($330.00)  0.00%  -68.75%  $2.50  $10.00
 197  Sell Short  2016-10-23 23:00  Sell  $1,357.6  $0.00  1  ($255.00)  -0.17%  $150.00  39.47%    $2.50  $10.00
   Buy to Cover  2016-10-24 03:00  Stop Loss  $1,359.9    ($230.00)  $31,665.00    ($230.00)  0.00%  -60.53%  $2.50  $10.00
 198  Sell Short  2016-10-27 11:00  Sell  $1,361.0  $0.00  1  ($515.00)  -0.36%  $610.00  55.45%    $2.50  $10.00
   Buy to Cover  2016-10-28 10:00  Stop Loss  $1,365.9    ($490.00)  $31,150.00    ($490.00)  0.00%  -44.55%  $2.50  $10.00
 199  Sell Short  2016-10-28 13:00  Sell  $1,361.4  $0.00  1  ($775.00)  -0.55%  $30.00  3.85%    $2.50  $10.00
   Buy to Cover  2016-10-28 14:00  Stop Loss  $1,368.9    ($750.00)  $30,375.00    ($750.00)  0.00%  -96.15%  $2.50  $10.00
 200  Buy  2016-10-31 17:00  Buy  $1,371.8  $0.00  1  $2,455.00  1.81%  $3,040.00  92.12%    $2.50  $10.00
   Sell  2016-11-02 15:00  $ Trailing Stop  $1,396.6    $2,480.00  $32,830.00    ($260.00)  83.03%  75.15%  $2.50  $10.00
 201  Buy  2016-11-04 06:00  Buy  $1,395.4  $0.00  1  ($535.00)  -0.37%  $120.00  19.05%    $2.50  $10.00
   Sell  2016-11-04 09:00  Stop Loss  $1,390.3    ($510.00)  $32,295.00    ($510.00)  0.00%  -80.95%  $2.50  $10.00
 202  Buy  2016-11-04 10:00  Buy  $1,398.1  $0.00  1  ($1,095.00)  -0.77%  $310.00  22.46%    $2.50  $10.00
   Sell  2016-11-06 19:00  Stop Loss  $1,387.4    ($1,070.00)  $31,200.00    ($1,070.00)  0.00%  -77.54%  $2.50  $10.00
 203  Sell Short  2016-11-08 06:00  Sell  $1,377.2  $0.00  1  ($225.00)  -0.15%  $190.00  48.72%    $2.50  $10.00
   Buy to Cover  2016-11-08 07:00  Stop Loss  $1,379.2    ($200.00)  $30,975.00    ($200.00)  0.00%  -51.28%  $2.50  $10.00
 204  Sell Short  2016-11-08 08:00  Sell  $1,375.9  $0.00  1  ($325.00)  -0.22%  $370.00  55.22%    $2.50  $10.00
   Buy to Cover  2016-11-08 11:00  Stop Loss  $1,378.9    ($300.00)  $30,650.00    ($300.00)  0.00%  -44.78%  $2.50  $10.00
 205  Sell Short  2016-11-10 04:00  Sell  $1,376.9  $0.00  1  ($575.00)  -0.40%  $30.00  5.17%    $2.50  $10.00
   Buy to Cover  2016-11-10 04:00  Stop Loss  $1,382.4    ($550.00)  $30,075.00    ($550.00)  0.00%  -94.83%  $2.50  $10.00
 206  Sell Short  2016-11-10 10:00  Sell  $1,368.9  $0.00  1  $4,925.00  3.62%  $6,500.00  97.01%    $2.50  $10.00
   Buy to Cover  2016-11-14 14:00  Exit Short  $1,319.4    $4,950.00  $35,000.00    ($200.00)  76.87%  73.88%  $2.50  $10.00
 207  Sell Short  2016-11-16 12:00  Sell  $1,317.1  $0.00  1  $1,145.00  0.89%  $2,290.00  76.85%    $2.50  $10.00
   Buy to Cover  2016-11-18 07:00  $ Trailing Stop  $1,305.4    $1,170.00  $36,145.00    ($690.00)  62.42%  39.26%  $2.50  $10.00
 208  Sell Short  2016-11-23 09:00  Sell  $1,301.6  $0.00  1  $1,775.00  1.38%  $2,750.00  99.64%    $2.50  $10.00
   Buy to Cover  2016-11-23 14:00  Exit Short  $1,283.6    $1,800.00  $37,920.00    ($10.00)  65.58%  65.22%  $2.50  $10.00
 209  Buy  2016-11-29 22:00  Buy  $1,285.7  $0.00  1  ($485.00)  -0.36%  $140.00  23.33%    $2.50  $10.00
   Sell  2016-11-29 23:00  Stop Loss  $1,281.1    ($460.00)  $37,435.00    ($460.00)  0.00%  -76.67%  $2.50  $10.00
 210  Sell Short  2016-12-01 05:00  Sell  $1,261.1  $0.00  1  ($315.00)  -0.23%  $860.00  73.50%    $2.50  $10.00
   Buy to Cover  2016-12-01 15:00  Exit Short  $1,264.0    ($290.00)  $37,120.00    ($310.00)  1.71%  -24.79%  $2.50  $10.00
 211  Sell Short  2016-12-21 12:00  Sell  $1,222.9  $0.00  1  ($105.00)  -0.07%  $400.00  60.61%    $2.50  $10.00
   Buy to Cover  2016-12-22 11:00  Exit Short  $1,223.7    ($80.00)  $37,015.00    ($260.00)  27.27%  -12.12%  $2.50  $10.00
 212  Sell Short  2016-12-23 07:00  Sell  $1,222.2  $0.00  1  ($205.00)  -0.15%  $120.00  40.00%    $2.50  $10.00
   Buy to Cover  2016-12-23 10:00  Stop Loss  $1,224.0    ($180.00)  $36,810.00    ($180.00)  0.00%  -60.00%  $2.50  $10.00
 213  Buy  2016-12-27 22:00  Buy  $1,232.9  $0.00  1  ($255.00)  -0.19%  $250.00  52.08%    $2.50  $10.00
   Sell  2016-12-28 06:00  Stop Loss  $1,230.6    ($230.00)  $36,555.00    ($230.00)  0.00%  -47.92%  $2.50  $10.00
 214  Buy  2017-01-04 20:00  Buy  $1,256.8  $0.00  1  $455.00  0.38%  $1,340.00  99.26%    $2.50  $10.00
   Sell  2017-01-05 05:00  $ Trailing Stop  $1,261.6    $480.00  $37,010.00    ($10.00)  36.30%  35.56%  $2.50  $10.00
 215  Buy  2017-01-09 05:00  Buy  $1,268.2  $0.00  1  $275.00  0.24%  $850.00  77.98%    $2.50  $10.00
   Sell  2017-01-09 17:00  $ Trailing Stop  $1,271.2    $300.00  $37,285.00    ($240.00)  49.54%  27.52%  $2.50  $10.00
 216  Buy  2017-01-16 08:00  Buy  $1,294.4  $0.00  1  $935.00  0.74%  $1,480.00  84.57%    $2.50  $10.00
   Sell  2017-01-17 08:00  $ Trailing Stop  $1,304.0    $960.00  $38,220.00    ($270.00)  70.29%  54.86%  $2.50  $10.00
 217  Buy  2017-01-23 12:00  Buy  $1,307.7  $0.00  1  ($485.00)  -0.35%  $270.00  33.75%    $2.50  $10.00
   Sell  2017-01-24 04:00  Exit Long  $1,303.1    ($460.00)  $37,735.00    ($530.00)  8.75%  -57.50%  $2.50  $10.00
 218  Buy  2017-02-01 16:00  Buy  $1,298.4  $0.00  1  $795.00  0.63%  $1,670.00  92.27%    $2.50  $10.00
   Sell  2017-02-02 12:00  Exit Long  $1,306.6    $820.00  $38,530.00    ($140.00)  53.04%  45.30%  $2.50  $10.00
 219  Buy  2017-02-03 17:00  Buy  $1,308.3  $0.00  1  $1,165.00  0.91%  $1,680.00  99.41%    $2.50  $10.00
   Sell  2017-02-07 04:00  Exit Long  $1,320.2    $1,190.00  $39,695.00    ($10.00)  71.01%  70.41%  $2.50  $10.00
 220  Buy  2017-02-07 22:00  Buy  $1,323.3  $0.00  1  ($335.00)  -0.23%  $150.00  32.61%    $2.50  $10.00
   Sell  2017-02-08 02:00  Stop Loss  $1,320.2    ($310.00)  $39,360.00    ($310.00)  0.00%  -67.39%  $2.50  $10.00
 221  Sell Short  2017-02-13 09:00  Sell  $1,317.8  $0.00  1  $395.00  0.32%  $990.00  96.12%    $2.50  $10.00
   Buy to Cover  2017-02-13 14:00  $ Trailing Stop  $1,313.6    $420.00  $39,755.00    ($40.00)  44.66%  40.78%  $2.50  $10.00
 222  Buy  2017-02-17 00:00  Buy  $1,327.0  $0.00  1  ($195.00)  -0.13%  $40.00  19.05%    $2.50  $10.00
   Sell  2017-02-17 04:00  Stop Loss  $1,325.3    ($170.00)  $39,560.00    ($170.00)  0.00%  -80.95%  $2.50  $10.00
 223  Buy  2017-02-17 06:00  Buy  $1,329.3  $0.00  1  ($235.00)  -0.16%  $340.00  49.28%    $2.50  $10.00
   Sell  2017-02-17 13:00  Exit Long  $1,327.2    ($210.00)  $39,325.00    ($350.00)  20.29%  -30.43%  $2.50  $10.00
 224  Buy  2017-02-22 16:00  Buy  $1,326.0  $0.00  1  $1,485.00  1.14%  $2,280.00  91.94%    $2.50  $10.00
   Sell  2017-02-24 10:00  $ Trailing Stop  $1,341.1    $1,510.00  $40,810.00    ($200.00)  68.95%  60.89%  $2.50  $10.00
 225  Sell Short  2017-03-02 03:00  Sell  $1,332.7  $0.00  1  ($195.00)  -0.13%  $30.00  15.00%    $2.50  $10.00
   Buy to Cover  2017-03-02 03:00  Stop Loss  $1,334.4    ($170.00)  $40,615.00    ($170.00)  0.00%  -85.00%  $2.50  $10.00
 226  Sell Short  2017-03-09 12:00  Sell  $1,291.2  $0.00  1  $45.00  0.05%  $910.00  91.00%    $2.50  $10.00
   Buy to Cover  2017-03-10 09:00  $ Trailing Stop  $1,290.5    $70.00  $40,660.00    ($90.00)  16.00%  7.00%  $2.50  $10.00
 227  Sell Short  2017-03-15 10:00  Sell  $1,287.2  $0.00  1  ($365.00)  -0.26%  $280.00  45.16%    $2.50  $10.00
   Buy to Cover  2017-03-15 14:00  Stop Loss  $1,290.6    ($340.00)  $40,295.00    ($340.00)  0.00%  -54.84%  $2.50  $10.00
 228  Buy  2017-03-19 20:00  Buy  $1,317.8  $0.00  1  $175.00  0.15%  $530.00  82.81%    $2.50  $10.00
   Sell  2017-03-20 06:00  $ Trailing Stop  $1,319.8    $200.00  $40,470.00    ($110.00)  48.44%  31.25%  $2.50  $10.00
 229  Buy  2017-03-22 10:00  Buy  $1,335.6  $0.00  1  ($115.00)  -0.07%  $350.00  68.63%    $2.50  $10.00
   Sell  2017-03-22 20:00  Exit Long  $1,334.7    ($90.00)  $40,355.00    ($160.00)  13.73%  -17.65%  $2.50  $10.00
 230  Sell Short  2017-03-26 19:00  Sell  $1,333.1  $0.00  1  ($505.00)  -0.36%  $0.00  0.00%    $2.50  $10.00
   Buy to Cover  2017-03-26 19:00  Stop Loss  $1,337.9    ($480.00)  $39,850.00    ($480.00)  0.00%  -100.00%  $2.50  $10.00
 231  Buy  2017-03-28 09:00  Buy  $1,343.0  $0.00  1  ($145.00)  -0.09%  $300.00  57.69%    $2.50  $10.00
   Sell  2017-03-28 14:00  Exit Long  $1,341.8    ($120.00)  $39,705.00    ($220.00)  19.23%  -23.08%  $2.50  $10.00
 232  Buy  2017-04-13 14:00  Buy  $1,372.9  $0.00  1  $75.00  0.07%  $890.00  90.82%    $2.50  $10.00
   Sell  2017-04-17 02:00  $ Trailing Stop  $1,373.9    $100.00  $39,780.00    ($90.00)  19.39%  10.20%  $2.50  $10.00
 233  Buy  2017-04-17 12:00  Buy  $1,378.1  $0.00  1  ($545.00)  -0.38%  $100.00  16.13%    $2.50  $10.00
   Sell  2017-04-17 15:00  Stop Loss  $1,372.9    ($520.00)  $39,235.00    ($520.00)  0.00%  -83.87%  $2.50  $10.00
 234  Sell Short  2017-04-19 17:00  Sell  $1,365.1  $0.00  1  ($385.00)  -0.26%  $270.00  39.13%    $2.50  $10.00
   Buy to Cover  2017-04-20 12:00  Exit Short  $1,368.7    ($360.00)  $38,850.00    ($420.00)  8.70%  -52.17%  $2.50  $10.00
 235  Sell Short  2017-04-27 04:00  Sell  $1,350.0  $0.00  1  ($295.00)  -0.20%  $380.00  58.46%    $2.50  $10.00
   Buy to Cover  2017-04-27 11:00  Stop Loss  $1,352.7    ($270.00)  $38,555.00    ($270.00)  0.00%  -41.54%  $2.50  $10.00
 236  Sell Short  2017-05-05 10:00  Sell  $1,314.0  $0.00  1  $75.00  0.08%  $860.00  90.53%    $2.50  $10.00
   Buy to Cover  2017-05-07 20:00  $ Trailing Stop  $1,313.0    $100.00  $38,630.00    ($90.00)  20.00%  10.53%  $2.50  $10.00
 237  Sell Short  2017-05-09 06:00  Sell  $1,309.2  $0.00  1  $465.00  0.37%  $1,050.00  84.68%    $2.50  $10.00
   Buy to Cover  2017-05-09 16:00  $ Trailing Stop  $1,304.3    $490.00  $39,095.00    ($190.00)  54.84%  39.52%  $2.50  $10.00
 238  Buy  2017-05-15 07:00  Buy  $1,316.6  $0.00  1  ($95.00)  -0.05%  $520.00  77.61%    $2.50  $10.00
   Sell  2017-05-15 14:00  Exit Long  $1,315.9    ($70.00)  $39,000.00    ($150.00)  11.94%  -10.45%  $2.50  $10.00
 239  Buy  2017-05-26 00:00  Buy  $1,342.1  $0.00  1  $745.00  0.57%  $1,160.00  91.34%    $2.50  $10.00
   Sell  2017-05-29 03:00  Exit Long  $1,349.8    $770.00  $39,745.00    ($110.00)  69.29%  60.63%  $2.50  $10.00
 240  Sell Short  2017-06-01 22:00  Sell  $1,347.0  $0.00  1  $25.00  0.04%  $460.00  97.87%    $2.50  $10.00
   Buy to Cover  2017-06-02 06:00  $ Trailing Stop  $1,346.5    $50.00  $39,770.00    ($10.00)  12.77%  10.64%  $2.50  $10.00
 241  Buy  2017-06-05 23:00  Buy  $1,366.4  $0.00  1  $865.00  0.65%  $1,260.00  99.21%    $2.50  $10.00
   Sell  2017-06-06 11:00  $ Trailing Stop  $1,375.3    $890.00  $40,635.00    ($10.00)  70.87%  70.08%  $2.50  $10.00
 242  Sell Short  2017-06-08 07:00  Sell  $1,367.2  $0.00  1  $795.00  0.60%  $1,060.00  83.46%    $2.50  $10.00
   Buy to Cover  2017-06-08 11:00  $ Trailing Stop  $1,359.0    $820.00  $41,430.00    ($210.00)  81.10%  64.57%  $2.50  $10.00
 243  Sell Short  2017-06-11 23:00  Sell  $1,350.0  $0.00  1  ($295.00)  -0.20%  $130.00  32.50%    $2.50  $10.00
   Buy to Cover  2017-06-12 05:00  Stop Loss  $1,352.7    ($270.00)  $41,135.00    ($270.00)  0.00%  -67.50%  $2.50  $10.00
 244  Sell Short  2017-06-12 17:00  Sell  $1,348.4  $0.00  1  $285.00  0.23%  $490.00  73.13%    $2.50  $10.00
   Buy to Cover  2017-06-13 10:00  $ Trailing Stop  $1,345.3    $310.00  $41,420.00    ($180.00)  73.13%  46.27%  $2.50  $10.00
 245  Sell Short  2017-06-16 09:00  Sell  $1,337.5  $0.00  1  ($235.00)  -0.16%  $120.00  36.36%    $2.50  $10.00
   Buy to Cover  2017-06-16 09:00  Stop Loss  $1,339.6    ($210.00)  $41,185.00    ($210.00)  0.00%  -63.64%  $2.50  $10.00
 246  Sell Short  2017-06-18 22:00  Sell  $1,335.8  $0.00  1  $635.00  0.49%  $1,060.00  98.15%    $2.50  $10.00
   Buy to Cover  2017-06-20 05:00  Exit Short  $1,329.2    $660.00  $41,820.00    ($20.00)  62.96%  61.11%  $2.50  $10.00
 247  Buy  2017-06-22 20:00  Buy  $1,334.3  $0.00  1  ($285.00)  -0.19%  $0.00  0.00%    $2.50  $10.00
   Sell  2017-06-22 22:00  Stop Loss  $1,331.7    ($260.00)  $41,535.00    ($260.00)  0.00%  -100.00%  $2.50  $10.00
 248  Buy  2017-06-23 01:00  Buy  $1,334.0  $0.00  1  $355.00  0.28%  $710.00  91.03%    $2.50  $10.00
   Sell  2017-06-23 11:00  $ Trailing Stop  $1,337.8    $380.00  $41,890.00    ($70.00)  57.69%  48.72%  $2.50  $10.00
 249  Buy  2017-06-27 23:00  Buy  $1,332.2  $0.00  1  ($5.00)  0.02%  $460.00  76.67%    $2.50  $10.00
   Sell  2017-06-28 10:00  $ Trailing Stop  $1,332.4    $20.00  $41,885.00    ($140.00)  26.67%  3.33%  $2.50  $10.00
 250  Sell Short  2017-06-30 10:00  Sell  $1,322.4  $0.00  1  ($405.00)  -0.29%  $120.00  24.00%    $2.50  $10.00
   Buy to Cover  2017-06-30 11:00  Stop Loss  $1,326.2    ($380.00)  $41,480.00    ($380.00)  0.00%  -76.00%  $2.50  $10.00
 251  Sell Short  2017-07-11 12:00  Sell  $1,289.0  $0.00  1  ($325.00)  -0.23%  $0.00  0.00%    $2.50  $10.00
   Buy to Cover  2017-07-11 12:00  Stop Loss  $1,292.0    ($300.00)  $41,155.00    ($300.00)  0.00%  -100.00%  $2.50  $10.00
 252  Buy  2017-07-14 08:00  Buy  $1,300.5  $0.00  1  $925.00  0.73%  $1,330.00  100.00%    $2.50  $10.00
   Sell  2017-07-14 11:00  $ Trailing Stop  $1,310.0    $950.00  $42,080.00    $0.00  71.43%  71.43%  $2.50  $10.00
 253  Buy  2017-07-19 09:00  Buy  $1,322.3  $0.00  1  ($355.00)  -0.25%  $230.00  41.07%    $2.50  $10.00
   Sell  2017-07-19 22:00  Stop Loss  $1,319.0    ($330.00)  $41,725.00    ($330.00)  0.00%  -58.93%  $2.50  $10.00
 254  Buy  2017-07-24 06:00  Buy  $1,337.1  $0.00  1  ($175.00)  -0.11%  $300.00  55.56%    $2.50  $10.00
   Sell  2017-07-24 15:00  Exit Long  $1,335.6    ($150.00)  $41,550.00    ($240.00)  16.67%  -27.78%  $2.50  $10.00
 255  Buy  2017-07-25 02:00  Buy  $1,337.1  $0.00  1  ($225.00)  -0.15%  $200.00  50.00%    $2.50  $10.00
   Sell  2017-07-25 04:00  Stop Loss  $1,335.1    ($200.00)  $41,325.00    ($200.00)  0.00%  -50.00%  $2.50  $10.00
 256  Buy  2017-07-31 16:00  Buy  $1,350.9  $0.00  1  ($285.00)  -0.19%  $40.00  13.33%    $2.50  $10.00
   Sell  2017-07-31 20:00  Stop Loss  $1,348.3    ($260.00)  $41,040.00    ($260.00)  0.00%  -86.67%  $2.50  $10.00
 257  Sell Short  2017-08-07 17:00  Sell  $1,337.7  $0.00  1  ($195.00)  -0.13%  $10.00  5.56%    $2.50  $10.00
   Buy to Cover  2017-08-07 20:00  Stop Loss  $1,339.4    ($170.00)  $40,845.00    ($170.00)  0.00%  -94.44%  $2.50  $10.00
 258  Sell Short  2017-08-16 04:00  Sell  $1,350.3  $0.00  1  ($235.00)  -0.16%  $80.00  27.59%    $2.50  $10.00
   Buy to Cover  2017-08-16 09:00  Stop Loss  $1,352.4    ($210.00)  $40,610.00    ($210.00)  0.00%  -72.41%  $2.50  $10.00
 259  Sell Short  2017-08-16 10:00  Sell  $1,350.0  $0.00  1  ($295.00)  -0.20%  $190.00  41.30%    $2.50  $10.00
   Buy to Cover  2017-08-16 10:00  Stop Loss  $1,352.7    ($270.00)  $40,315.00    ($270.00)  0.00%  -58.70%  $2.50  $10.00
 260  Sell Short  2017-08-30 09:00  Sell  $1,390.2  $0.00  1  $575.00  0.43%  $1,300.00  91.55%    $2.50  $10.00
   Buy to Cover  2017-08-31 03:00  $ Trailing Stop  $1,384.2    $600.00  $40,890.00    ($120.00)  50.70%  42.25%  $2.50  $10.00
 261  Buy  2017-09-01 09:00  Buy  $1,400.2  $0.00  1  $1,185.00  0.86%  $2,020.00  83.82%    $2.50  $10.00
   Sell  2017-09-04 05:00  $ Trailing Stop  $1,412.3    $1,210.00  $42,075.00    ($390.00)  66.39%  50.21%  $2.50  $10.00
 262  Buy  2017-09-05 11:00  Buy  $1,414.2  $0.00  1  $305.00  0.23%  $1,040.00  98.11%    $2.50  $10.00
   Sell  2017-09-06 05:00  Exit Long  $1,417.5    $330.00  $42,380.00    ($20.00)  33.02%  31.13%  $2.50  $10.00
 263  Sell Short  2017-09-14 09:00  Sell  $1,399.1  $0.00  1  ($515.00)  -0.35%  $470.00  48.96%    $2.50  $10.00
   Buy to Cover  2017-09-14 09:00  Stop Loss  $1,404.0    ($490.00)  $41,865.00    ($490.00)  0.00%  -51.04%  $2.50  $10.00
 264  Buy  2017-09-15 03:00  Buy  $1,409.8  $0.00  1  ($285.00)  -0.18%  $20.00  7.14%    $2.50  $10.00
   Sell  2017-09-15 04:00  Stop Loss  $1,407.2    ($260.00)  $41,580.00    ($260.00)  0.00%  -92.86%  $2.50  $10.00
 265  Sell Short  2017-09-19 14:00  Sell  $1,385.0  $0.00  1  ($435.00)  -0.30%  $30.00  6.82%    $2.50  $10.00
   Buy to Cover  2017-09-19 16:00  Stop Loss  $1,389.1    ($410.00)  $41,145.00    ($410.00)  0.00%  -93.18%  $2.50  $10.00
 266  Sell Short  2017-09-24 20:00  Sell  $1,371.3  $0.00  1  ($215.00)  -0.14%  $470.00  59.49%    $2.50  $10.00
   Buy to Cover  2017-09-25 07:00  Exit Short  $1,373.2    ($190.00)  $40,930.00    ($320.00)  16.46%  -24.05%  $2.50  $10.00
 267  Sell Short  2017-09-29 11:00  Sell  $1,360.9  $0.00  1  $975.00  0.73%  $1,500.00  80.21%    $2.50  $10.00
   Buy to Cover  2017-10-03 12:00  Exit Short  $1,350.9    $1,000.00  $41,905.00    ($370.00)  73.26%  53.48%  $2.50  $10.00
 268  Buy  2017-10-11 16:00  Buy  $1,367.0  $0.00  1  $205.00  0.17%  $770.00  87.50%    $2.50  $10.00
   Sell  2017-10-12 10:00  Exit Long  $1,369.3    $230.00  $42,110.00    ($110.00)  38.64%  26.14%  $2.50  $10.00
 269  Buy  2017-10-13 00:00  Buy  $1,373.0  $0.00  1  ($225.00)  -0.15%  $250.00  55.56%    $2.50  $10.00
   Sell  2017-10-13 05:00  Stop Loss  $1,371.0    ($200.00)  $41,885.00    ($200.00)  0.00%  -44.44%  $2.50  $10.00
 270  Sell Short  2017-10-18 03:00  Sell  $1,360.8  $0.00  1  $265.00  0.21%  $730.00  92.41%    $2.50  $10.00
   Buy to Cover  2017-10-18 10:00  $ Trailing Stop  $1,357.9    $290.00  $42,150.00    ($60.00)  44.30%  36.71%  $2.50  $10.00
 271  Buy  2017-11-01 22:00  Buy  $1,353.1  $0.00  1  ($185.00)  -0.12%  $430.00  67.19%    $2.50  $10.00
   Sell  2017-11-02 06:00  Exit Long  $1,351.5    ($160.00)  $41,965.00    ($210.00)  7.81%  -25.00%  $2.50  $10.00
 272  Buy  2017-11-02 12:00  Buy  $1,355.3  $0.00  1  ($345.00)  -0.24%  $20.00  3.85%    $2.50  $10.00
   Sell  2017-11-02 14:00  Exit Long  $1,352.1    ($320.00)  $41,620.00    ($500.00)  34.62%  -61.54%  $2.50  $10.00
 273  Sell Short  2017-11-06 03:00  Sell  $1,344.1  $0.00  1  ($285.00)  -0.19%  $120.00  31.58%    $2.50  $10.00
   Buy to Cover  2017-11-06 05:00  Stop Loss  $1,346.7    ($260.00)  $41,335.00    ($260.00)  0.00%  -68.42%  $2.50  $10.00
 274  Buy  2017-11-10 03:00  Buy  $1,361.0  $0.00  1  ($205.00)  -0.13%  $10.00  5.26%    $2.50  $10.00
   Sell  2017-11-10 03:00  Stop Loss  $1,359.2    ($180.00)  $41,130.00    ($180.00)  0.00%  -94.74%  $2.50  $10.00
 275  Buy  2017-11-23 07:00  Buy  $1,366.5  $0.00  1  ($265.00)  -0.18%  $130.00  27.66%    $2.50  $10.00
   Sell  2017-11-24 06:00  Exit Long  $1,364.1    ($240.00)  $40,865.00    ($340.00)  21.28%  -51.06%  $2.50  $10.00
 276  Buy  2017-11-27 05:00  Buy  $1,366.2  $0.00  1  $405.00  0.31%  $770.00  90.59%    $2.50  $10.00
   Sell  2017-11-27 10:00  $ Trailing Stop  $1,370.5    $430.00  $41,270.00    ($80.00)  60.00%  50.59%  $2.50  $10.00
 277  Sell Short  2017-12-06 10:00  Sell  $1,337.7  $0.00  1  ($315.00)  -0.22%  $180.00  38.30%    $2.50  $10.00
   Buy to Cover  2017-12-06 10:00  Stop Loss  $1,340.6    ($290.00)  $40,955.00    ($290.00)  0.00%  -61.70%  $2.50  $10.00
 278  Sell Short  2017-12-11 10:00  Sell  $1,319.5  $0.00  1  $145.00  0.13%  $670.00  82.72%    $2.50  $10.00
   Buy to Cover  2017-12-12 03:00  Exit Short  $1,317.8    $170.00  $41,100.00    ($140.00)  38.27%  20.99%  $2.50  $10.00
 279  Sell Short  2017-12-13 06:00  Sell  $1,313.4  $0.00  1  ($215.00)  -0.14%  $70.00  26.92%    $2.50  $10.00
   Buy to Cover  2017-12-13 09:00  Stop Loss  $1,315.3    ($190.00)  $40,885.00    ($190.00)  0.00%  -73.08%  $2.50  $10.00
 280  Buy  2017-12-15 04:00  Buy  $1,329.5  $0.00  1  $205.00  0.17%  $540.00  93.10%    $2.50  $10.00
   Sell  2017-12-15 10:00  $ Trailing Stop  $1,331.8    $230.00  $41,090.00    ($40.00)  46.55%  39.66%  $2.50  $10.00
 281  Buy  2017-12-18 03:00  Buy  $1,329.6  $0.00  1  $75.00  0.08%  $370.00  82.22%    $2.50  $10.00
   Sell  2017-12-18 10:00  $ Trailing Stop  $1,330.6    $100.00  $41,165.00    ($80.00)  40.00%  22.22%  $2.50  $10.00
 282  Buy  2017-12-18 23:00  Buy  $1,335.0  $0.00  1  $85.00  0.08%  $360.00  100.00%    $2.50  $10.00
   Sell  2017-12-19 05:00  $ Trailing Stop  $1,336.1    $110.00  $41,250.00    $0.00  30.56%  30.56%  $2.50  $10.00
 283  Buy  2017-12-19 22:00  Buy  $1,337.6  $0.00  1  ($75.00)  -0.04%  $250.00  58.14%    $2.50  $10.00
   Sell  2017-12-20 11:00  Exit Long  $1,337.1    ($50.00)  $41,175.00    ($180.00)  30.23%  -11.63%  $2.50  $10.00
 284  Buy  2017-12-20 20:00  Buy  $1,340.4  $0.00  1  ($185.00)  -0.12%  $180.00  52.94%    $2.50  $10.00
   Sell  2017-12-21 02:00  Stop Loss  $1,338.8    ($160.00)  $40,990.00    ($160.00)  0.00%  -47.06%  $2.50  $10.00
 285  Buy  2017-12-21 13:00  Buy  $1,341.2  $0.00  1  $1,685.00  1.27%  $2,030.00  89.43%    $2.50  $10.00
   Sell  2017-12-27 09:00  Exit Long  $1,358.3    $1,710.00  $42,675.00    ($240.00)  85.90%  75.33%  $2.50  $10.00
 286  Buy  2018-01-05 10:00  Buy  $1,392.1  $0.00  1  ($385.00)  -0.26%  $20.00  5.26%    $2.50  $10.00
   Sell  2018-01-05 10:00  Stop Loss  $1,388.5    ($360.00)  $42,290.00    ($360.00)  0.00%  -94.74%  $2.50  $10.00
 287  Buy  2018-01-12 12:00  Buy  $1,402.2  $0.00  1  $565.00  0.42%  $1,320.00  91.03%    $2.50  $10.00
   Sell  2018-01-16 05:00  Exit Long  $1,408.1    $590.00  $42,855.00    ($130.00)  49.66%  40.69%  $2.50  $10.00
 288  Sell Short  2018-01-18 17:00  Sell  $1,396.7  $0.00  1  ($465.00)  -0.32%  $30.00  6.38%    $2.50  $10.00
   Buy to Cover  2018-01-18 21:00  Stop Loss  $1,401.1    ($440.00)  $42,390.00    ($440.00)  0.00%  -93.62%  $2.50  $10.00
 289  Buy  2018-01-25 13:00  Buy  $1,430.5  $0.00  1  ($675.00)  -0.45%  $390.00  37.50%    $2.50  $10.00
   Sell  2018-01-25 15:00  Stop Loss  $1,424.0    ($650.00)  $41,715.00    ($650.00)  0.00%  -62.50%  $2.50  $10.00
 290  Sell Short  2018-01-28 22:00  Sell  $1,417.6  $0.00  1  $525.00  0.39%  $1,140.00  92.68%    $2.50  $10.00
   Buy to Cover  2018-01-29 15:00  $ Trailing Stop  $1,412.1    $550.00  $42,240.00    ($90.00)  52.03%  44.72%  $2.50  $10.00
 291  Sell Short  2018-02-01 04:00  Sell  $1,407.0  $0.00  1  ($375.00)  -0.25%  $150.00  30.00%    $2.50  $10.00
   Buy to Cover  2018-02-01 10:00  Stop Loss  $1,410.5    ($350.00)  $41,865.00    ($350.00)  0.00%  -70.00%  $2.50  $10.00
 292  Sell Short  2018-02-09 14:00  Sell  $1,380.1  $0.00  1  ($845.00)  -0.59%  $60.00  6.82%    $2.50  $10.00
   Buy to Cover  2018-02-11 21:00  Stop Loss  $1,388.3    ($820.00)  $41,020.00    ($820.00)  0.00%  -93.18%  $2.50  $10.00
 293  Buy  2018-02-12 11:00  Buy  $1,390.2  $0.00  1  $295.00  0.23%  $860.00  86.00%    $2.50  $10.00
   Sell  2018-02-13 10:00  Exit Long  $1,393.4    $320.00  $41,315.00    ($140.00)  46.00%  32.00%  $2.50  $10.00
 294  Buy  2018-02-15 10:00  Buy  $1,420.5  $0.00  1  $175.00  0.14%  $920.00  69.70%    $2.50  $10.00
   Sell  2018-02-16 08:00  $ Trailing Stop  $1,422.5    $200.00  $41,490.00    ($400.00)  45.45%  15.15%  $2.50  $10.00
 295  Sell Short  2018-02-19 19:00  Sell  $1,414.2  $0.00  1  $545.00  0.40%  $1,110.00  86.05%    $2.50  $10.00
   Buy to Cover  2018-02-20 10:00  $ Trailing Stop  $1,408.5    $570.00  $42,035.00    ($180.00)  58.14%  44.19%  $2.50  $10.00
 296  Sell Short  2018-02-28 21:00  Sell  $1,381.7  $0.00  1  $555.00  0.42%  $1,090.00  88.62%    $2.50  $10.00
   Buy to Cover  2018-03-01 09:00  $ Trailing Stop  $1,375.9    $580.00  $42,590.00    ($140.00)  58.54%  47.15%  $2.50  $10.00
 297  Buy  2018-03-02 07:00  Buy  $1,385.2  $0.00  1  $15.00  0.03%  $670.00  94.37%    $2.50  $10.00
   Sell  2018-03-02 12:00  $ Trailing Stop  $1,385.6    $40.00  $42,605.00    ($40.00)  11.27%  5.63%  $2.50  $10.00
 298  Buy  2018-03-13 23:00  Buy  $1,392.4  $0.00  1  ($305.00)  -0.20%  $340.00  54.84%    $2.50  $10.00
   Sell  2018-03-14 05:00  Stop Loss  $1,389.6    ($280.00)  $42,300.00    ($280.00)  0.00%  -45.16%  $2.50  $10.00
 299  Sell Short  2018-03-19 09:00  Sell  $1,375.0  $0.00  1  ($305.00)  -0.20%  $10.00  3.45%    $2.50  $10.00
   Buy to Cover  2018-03-19 09:00  Stop Loss  $1,377.8    ($280.00)  $41,995.00    ($280.00)  0.00%  -96.55%  $2.50  $10.00
 300  Buy  2018-03-20 04:00  Buy  $1,381.2  $0.00  1  ($205.00)  -0.13%  $10.00  5.26%    $2.50  $10.00
   Sell  2018-03-20 04:00  Stop Loss  $1,379.4    ($180.00)  $41,790.00    ($180.00)  0.00%  -94.74%  $2.50  $10.00
 301  Buy  2018-03-22 21:00  Buy  $1,398.0  $0.00  1  $1,185.00  0.87%  $1,850.00  94.87%    $2.50  $10.00
   Sell  2018-03-26 04:00  Exit Long  $1,410.1    $1,210.00  $42,975.00    ($100.00)  67.18%  62.05%  $2.50  $10.00
 302  Buy  2018-03-27 04:00  Buy  $1,420.5  $0.00  1  ($355.00)  -0.23%  $100.00  23.26%    $2.50  $10.00
   Sell  2018-03-27 05:00  Stop Loss  $1,417.2    ($330.00)  $42,620.00    ($330.00)  0.00%  -76.74%  $2.50  $10.00
 303  Sell Short  2018-04-06 02:00  Sell  $1,390.5  $0.00  1  $315.00  0.24%  $850.00  91.40%    $2.50  $10.00
   Buy to Cover  2018-04-06 05:00  $ Trailing Stop  $1,387.1    $340.00  $42,935.00    ($80.00)  45.16%  36.56%  $2.50  $10.00
 304  Buy  2018-04-10 05:00  Buy  $1,400.0  $0.00  1  $2,195.00  1.59%  $2,880.00  90.57%    $2.50  $10.00
   Sell  2018-04-11 13:00  $ Trailing Stop  $1,422.2    $2,220.00  $45,130.00    ($300.00)  79.25%  69.81%  $2.50  $10.00
 305  Sell Short  2018-04-13 09:00  Sell  $1,398.7  $0.00  1  ($505.00)  -0.34%  $90.00  15.79%    $2.50  $10.00
   Buy to Cover  2018-04-13 10:00  Stop Loss  $1,403.5    ($480.00)  $44,625.00    ($480.00)  0.00%  -84.21%  $2.50  $10.00
 306  Buy  2018-04-16 21:00  Buy  $1,410.2  $0.00  1  ($265.00)  -0.17%  $140.00  36.84%    $2.50  $10.00
   Sell  2018-04-17 00:00  Stop Loss  $1,407.8    ($240.00)  $44,360.00    ($240.00)  0.00%  -63.16%  $2.50  $10.00
 307  Sell Short  2018-05-02 17:00  Sell  $1,364.7  $0.00  1  ($515.00)  -0.36%  $60.00  9.38%    $2.50  $10.00
   Buy to Cover  2018-05-02 23:00  Exit Short  $1,369.6    ($490.00)  $43,845.00    ($580.00)  14.06%  -76.56%  $2.50  $10.00
 308  Buy  2018-05-04 10:00  Buy  $1,373.4  $0.00  1  ($435.00)  -0.30%  $10.00  2.38%    $2.50  $10.00
   Sell  2018-05-04 10:00  Stop Loss  $1,369.3    ($410.00)  $43,410.00    ($410.00)  0.00%  -97.62%  $2.50  $10.00
 309  Buy  2018-05-07 21:00  Buy  $1,375.7  $0.00  1  ($255.00)  -0.17%  $140.00  37.84%    $2.50  $10.00
   Sell  2018-05-07 22:00  Stop Loss  $1,373.4    ($230.00)  $43,155.00    ($230.00)  0.00%  -62.16%  $2.50  $10.00
 310  Buy  2018-05-11 05:00  Buy  $1,381.4  $0.00  1  ($15.00)  0.01%  $430.00  74.14%    $2.50  $10.00
   Sell  2018-05-11 13:00  Exit Long  $1,381.5    $10.00  $43,140.00    ($150.00)  27.59%  1.72%  $2.50  $10.00
 311  Sell Short  2018-05-17 04:00  Sell  $1,348.2  $0.00  1  ($215.00)  -0.14%  $480.00  61.54%    $2.50  $10.00
   Buy to Cover  2018-05-17 14:00  Exit Short  $1,350.1    ($190.00)  $42,925.00    ($300.00)  14.10%  -24.36%  $2.50  $10.00
 312  Buy  2018-05-22 05:00  Buy  $1,351.3  $0.00  1  ($85.00)  -0.04%  $410.00  70.69%    $2.50  $10.00
   Sell  2018-05-22 16:00  Exit Long  $1,350.7    ($60.00)  $42,840.00    ($170.00)  18.97%  -10.34%  $2.50  $10.00
 313  Buy  2018-05-23 05:00  Buy  $1,352.1  $0.00  1  $45.00  0.05%  $570.00  78.08%    $2.50  $10.00
   Sell  2018-05-23 09:00  $ Trailing Stop  $1,352.8    $70.00  $42,885.00    ($160.00)  31.51%  9.59%  $2.50  $10.00
 314  Buy  2018-05-23 16:00  Buy  $1,353.3  $0.00  1  $575.00  0.44%  $1,330.00  87.50%    $2.50  $10.00
   Sell  2018-05-25 16:00  $ Trailing Stop  $1,359.3    $600.00  $43,460.00    ($190.00)  51.97%  39.47%  $2.50  $10.00
 315  Sell Short  2018-05-29 04:00  Sell  $1,355.4  $0.00  1  ($305.00)  -0.21%  $90.00  24.32%    $2.50  $10.00
   Buy to Cover  2018-05-29 05:00  Stop Loss  $1,358.2    ($280.00)  $43,155.00    ($280.00)  0.00%  -75.68%  $2.50  $10.00
 316  Sell Short  2018-05-29 10:00  Sell  $1,356.3  $0.00  1  ($515.00)  -0.36%  $560.00  50.00%    $2.50  $10.00
   Buy to Cover  2018-05-29 12:00  Exit Short  $1,361.2    ($490.00)  $42,640.00    ($560.00)  6.25%  -43.75%  $2.50  $10.00
 317  Buy  2018-06-06 03:00  Buy  $1,356.8  $0.00  1  ($235.00)  -0.15%  $80.00  27.59%    $2.50  $10.00
   Sell  2018-06-06 05:00  Stop Loss  $1,354.7    ($210.00)  $42,405.00    ($210.00)  0.00%  -72.41%  $2.50  $10.00
 318  Buy  2018-06-06 10:00  Buy  $1,356.3  $0.00  1  ($295.00)  -0.20%  $390.00  50.65%    $2.50  $10.00
   Sell  2018-06-06 15:00  Exit Long  $1,353.6    ($270.00)  $42,110.00    ($380.00)  14.29%  -35.06%  $2.50  $10.00
 319  Buy  2018-06-07 09:00  Buy  $1,358.0  $0.00  1  ($325.00)  -0.22%  $390.00  56.52%    $2.50  $10.00
   Sell  2018-06-07 10:00  Stop Loss  $1,355.0    ($300.00)  $41,785.00    ($300.00)  0.00%  -43.48%  $2.50  $10.00
 320  Sell Short  2018-06-20 15:00  Sell  $1,327.3  $0.00  1  $575.00  0.45%  $960.00  98.97%    $2.50  $10.00
   Buy to Cover  2018-06-21 09:00  $ Trailing Stop  $1,321.3    $600.00  $42,360.00    ($10.00)  62.89%  61.86%  $2.50  $10.00
 321  Buy  2018-06-25 06:00  Buy  $1,325.7  $0.00  1  ($405.00)  -0.29%  $50.00  11.63%    $2.50  $10.00
   Sell  2018-06-25 10:00  Stop Loss  $1,321.9    ($380.00)  $41,955.00    ($380.00)  0.00%  -88.37%  $2.50  $10.00
 322  Sell Short  2018-06-26 00:00  Sell  $1,319.6  $0.00  1  $445.00  0.36%  $910.00  92.86%    $2.50  $10.00
   Buy to Cover  2018-06-26 10:00  $ Trailing Stop  $1,314.9    $470.00  $42,400.00    ($70.00)  55.10%  47.96%  $2.50  $10.00
 323  Sell Short  2018-06-27 10:00  Sell  $1,310.7  $0.00  1  $205.00  0.18%  $700.00  80.46%    $2.50  $10.00
   Buy to Cover  2018-06-28 08:00  Exit Short  $1,308.4    $230.00  $42,605.00    ($170.00)  45.98%  26.44%  $2.50  $10.00
 324  Sell Short  2018-07-11 12:00  Sell  $1,303.5  $0.00  1  $345.00  0.28%  $800.00  98.77%    $2.50  $10.00
   Buy to Cover  2018-07-12 05:00  Exit Short  $1,299.8    $370.00  $42,950.00    ($10.00)  46.91%  45.68%  $2.50  $10.00
 325  Sell Short  2018-07-13 02:00  Sell  $1,298.9  $0.00  1  $465.00  0.38%  $860.00  84.31%    $2.50  $10.00
   Buy to Cover  2018-07-13 09:00  $ Trailing Stop  $1,294.0    $490.00  $43,415.00    ($160.00)  63.73%  48.04%  $2.50  $10.00
 326  Sell Short  2018-07-16 10:00  Sell  $1,296.2  $0.00  1  $5.00  0.02%  $470.00  87.04%    $2.50  $10.00
   Buy to Cover  2018-07-17 01:00  $ Trailing Stop  $1,295.9    $30.00  $43,420.00    ($70.00)  18.52%  5.56%  $2.50  $10.00
 327  Sell Short  2018-07-17 08:00  Sell  $1,296.0  $0.00  1  $715.00  0.57%  $1,170.00  96.69%    $2.50  $10.00
   Buy to Cover  2018-07-17 11:00  $ Trailing Stop  $1,288.6    $740.00  $44,135.00    ($40.00)  64.46%  61.16%  $2.50  $10.00
 328  Buy  2018-08-08 15:00  Buy  $1,266.4  $0.00  1  ($325.00)  -0.24%  $370.00  55.22%    $2.50  $10.00
   Sell  2018-08-09 04:00  Stop Loss  $1,263.4    ($300.00)  $43,810.00    ($300.00)  0.00%  -44.78%  $2.50  $10.00
 329  Sell Short  2018-08-14 14:00  Sell  $1,245.2  $0.00  1  $2,775.00  2.25%  $2,800.00  95.56%    $2.50  $10.00
   Buy to Cover  2018-08-15 21:00  $ Trailing Stop  $1,217.2    $2,800.00  $46,585.00    ($130.00)  100.00%  95.56%  $2.50  $10.00
 330  Buy  2018-08-17 16:00  Buy  $1,232.3  $0.00  1  $885.00  0.74%  $1,530.00  98.71%    $2.50  $10.00
   Sell  2018-08-21 09:00  $ Trailing Stop  $1,241.4    $910.00  $47,470.00    ($20.00)  60.00%  58.71%  $2.50  $10.00
 331  Buy  2018-08-22 06:00  Buy  $1,247.7  $0.00  1  ($5.00)  0.02%  $520.00  89.66%    $2.50  $10.00
   Sell  2018-08-22 10:00  $ Trailing Stop  $1,247.9    $20.00  $47,465.00    ($60.00)  13.79%  3.45%  $2.50  $10.00
 332  Buy  2018-08-28 04:00  Buy  $1,262.5  $0.00  1  ($265.00)  -0.19%  $270.00  52.94%    $2.50  $10.00
   Sell  2018-08-28 11:00  Stop Loss  $1,260.1    ($240.00)  $47,200.00    ($240.00)  0.00%  -47.06%  $2.50  $10.00
 333  Sell Short  2018-09-03 04:00  Sell  $1,249.3  $0.00  1  ($295.00)  -0.22%  $40.00  12.90%    $2.50  $10.00
   Buy to Cover  2018-09-03 04:00  Stop Loss  $1,252.0    ($270.00)  $46,905.00    ($270.00)  0.00%  -87.10%  $2.50  $10.00
 334  Buy  2018-09-06 22:00  Buy  $1,252.4  $0.00  1  ($235.00)  -0.17%  $110.00  34.37%    $2.50  $10.00
   Sell  2018-09-07 00:00  Stop Loss  $1,250.3    ($210.00)  $46,670.00    ($210.00)  0.00%  -65.63%  $2.50  $10.00
 335  Sell Short  2018-09-10 09:00  Sell  $1,242.3  $0.00  1  ($415.00)  -0.31%  $160.00  29.09%    $2.50  $10.00
   Buy to Cover  2018-09-10 10:00  Stop Loss  $1,246.2    ($390.00)  $46,255.00    ($390.00)  0.00%  -70.91%  $2.50  $10.00
 336  Sell Short  2018-09-11 06:00  Sell  $1,244.5  $0.00  1  $235.00  0.21%  $730.00  97.33%    $2.50  $10.00
   Buy to Cover  2018-09-11 11:00  $ Trailing Stop  $1,241.9    $260.00  $46,490.00    ($20.00)  37.33%  34.67%  $2.50  $10.00
 337  Buy  2018-09-12 12:00  Buy  $1,247.6  $0.00  1  $605.00  0.50%  $1,080.00  89.26%    $2.50  $10.00
   Sell  2018-09-13 03:00  Exit Long  $1,253.9    $630.00  $47,095.00    ($130.00)  62.81%  52.07%  $2.50  $10.00
 338  Buy  2018-09-14 01:00  Buy  $1,255.1  $0.00  1  $15.00  0.03%  $320.00  71.11%    $2.50  $10.00
   Sell  2018-09-14 06:00  $ Trailing Stop  $1,255.5    $40.00  $47,110.00    ($130.00)  37.78%  8.89%  $2.50  $10.00
 339  Buy  2018-09-20 09:00  Buy  $1,254.7  $0.00  1  ($225.00)  -0.16%  $300.00  53.57%    $2.50  $10.00
   Sell  2018-09-20 13:00  Exit Long  $1,252.7    ($200.00)  $46,885.00    ($260.00)  10.71%  -35.71%  $2.50  $10.00
 340  Sell Short  2018-09-24 10:00  Sell  $1,247.0  $0.00  1  ($305.00)  -0.22%  $20.00  6.67%    $2.50  $10.00
   Buy to Cover  2018-09-24 10:00  Stop Loss  $1,249.8    ($280.00)  $46,580.00    ($280.00)  0.00%  -93.33%  $2.50  $10.00
 341  Sell Short  2018-09-24 22:00  Sell  $1,247.1  $0.00  1  ($175.00)  -0.12%  $130.00  46.43%    $2.50  $10.00
   Buy to Cover  2018-09-25 03:00  Stop Loss  $1,248.6    ($150.00)  $46,405.00    ($150.00)  0.00%  -53.57%  $2.50  $10.00
 342  Sell Short  2018-09-26 04:00  Sell  $1,248.5  $0.00  1  ($205.00)  -0.14%  $90.00  33.33%    $2.50  $10.00
   Buy to Cover  2018-09-26 04:00  Stop Loss  $1,250.3    ($180.00)  $46,200.00    ($180.00)  0.00%  -66.67%  $2.50  $10.00
 343  Buy  2018-10-05 16:00  Buy  $1,252.1  $0.00  1  ($315.00)  -0.23%  $40.00  12.12%    $2.50  $10.00
   Sell  2018-10-07 22:00  Stop Loss  $1,249.2    ($290.00)  $45,885.00    ($290.00)  0.00%  -87.88%  $2.50  $10.00
 344  Sell Short  2018-10-10 06:00  Sell  $1,234.3  $0.00  1  ($315.00)  -0.23%  $30.00  9.37%    $2.50  $10.00
   Buy to Cover  2018-10-10 07:00  Stop Loss  $1,237.2    ($290.00)  $45,570.00    ($290.00)  0.00%  -90.63%  $2.50  $10.00
 345  Sell Short  2018-10-10 09:00  Sell  $1,234.0  $0.00  1  ($415.00)  -0.32%  $100.00  20.41%    $2.50  $10.00
   Buy to Cover  2018-10-10 11:00  Stop Loss  $1,237.9    ($390.00)  $45,155.00    ($390.00)  0.00%  -79.59%  $2.50  $10.00
 346  Buy  2018-10-16 05:00  Buy  $1,277.4  $0.00  1  ($315.00)  -0.23%  $80.00  21.62%    $2.50  $10.00
   Sell  2018-10-16 06:00  Stop Loss  $1,274.5    ($290.00)  $44,840.00    ($290.00)  0.00%  -78.38%  $2.50  $10.00
 347  Sell Short  2018-10-29 06:00  Sell  $1,275.7  $0.00  1  ($95.00)  -0.05%  $510.00  64.56%    $2.50  $10.00
   Buy to Cover  2018-10-29 21:00  Exit Short  $1,276.4    ($70.00)  $44,745.00    ($280.00)  26.58%  -8.86%  $2.50  $10.00
 348  Sell Short  2018-11-07 10:00  Sell  $1,274.6  $0.00  1  $215.00  0.19%  $930.00  87.74%    $2.50  $10.00
   Buy to Cover  2018-11-08 15:00  $ Trailing Stop  $1,272.2    $240.00  $44,960.00    ($130.00)  34.91%  22.64%  $2.50  $10.00
 349  Buy  2018-11-20 03:00  Buy  $1,268.7  $0.00  1  ($175.00)  -0.12%  $250.00  56.82%    $2.50  $10.00
   Sell  2018-11-20 06:00  Exit Long  $1,267.2    ($150.00)  $44,785.00    ($190.00)  9.09%  -34.09%  $2.50  $10.00
 350  Buy  2018-11-21 05:00  Buy  $1,269.4  $0.00  1  $235.00  0.20%  $600.00  74.07%    $2.50  $10.00
   Sell  2018-11-21 12:00  $ Trailing Stop  $1,272.0    $260.00  $45,020.00    ($210.00)  58.02%  32.10%  $2.50  $10.00
 351  Buy  2018-11-21 23:00  Buy  $1,272.3  $0.00  1  ($185.00)  -0.13%  $190.00  54.29%    $2.50  $10.00
   Sell  2018-11-23 02:00  Stop Loss  $1,270.7    ($160.00)  $44,835.00    ($160.00)  0.00%  -45.71%  $2.50  $10.00
 352  Sell Short  2018-11-28 11:00  Sell  $1,256.2  $0.00  1  ($375.00)  -0.28%  $70.00  16.67%    $2.50  $10.00
   Buy to Cover  2018-11-28 13:00  Stop Loss  $1,259.7    ($350.00)  $44,460.00    ($350.00)  0.00%  -83.33%  $2.50  $10.00
 353  Buy  2018-12-05 21:00  Buy  $1,282.8  $0.00  1  ($265.00)  -0.19%  $150.00  38.46%    $2.50  $10.00
   Sell  2018-12-06 02:00  Stop Loss  $1,280.4    ($240.00)  $44,195.00    ($240.00)  0.00%  -61.54%  $2.50  $10.00
 354  Sell Short  2018-12-13 16:00  Sell  $1,284.3  $0.00  1  $655.00  0.53%  $980.00  89.91%    $2.50  $10.00
   Buy to Cover  2018-12-14 11:00  $ Trailing Stop  $1,277.5    $680.00  $44,850.00    ($110.00)  72.48%  62.39%  $2.50  $10.00
 355  Sell Short  2018-12-16 20:00  Sell  $1,278.8  $0.00  1  ($275.00)  -0.20%  $140.00  35.90%    $2.50  $10.00
   Buy to Cover  2018-12-17 06:00  Stop Loss  $1,281.3    ($250.00)  $44,575.00    ($250.00)  0.00%  -64.10%  $2.50  $10.00
 356  Buy  2018-12-26 10:00  Buy  $1,315.7  $0.00  1  ($435.00)  -0.31%  $460.00  52.87%    $2.50  $10.00
   Sell  2018-12-26 13:00  Stop Loss  $1,311.6    ($410.00)  $44,140.00    ($410.00)  0.00%  -47.13%  $2.50  $10.00
 357  Buy  2018-12-31 02:00  Buy  $1,319.2  $0.00  1  $255.00  0.21%  $530.00  96.36%    $2.50  $10.00
   Sell  2018-12-31 09:00  $ Trailing Stop  $1,322.0    $280.00  $44,395.00    ($20.00)  54.55%  50.91%  $2.50  $10.00
 358  Buy  2019-01-01 23:00  Buy  $1,322.8  $0.00  1  $155.00  0.14%  $620.00  89.86%    $2.50  $10.00
   Sell  2019-01-02 08:00  $ Trailing Stop  $1,324.6    $180.00  $44,550.00    ($70.00)  36.23%  26.09%  $2.50  $10.00
 359  Sell Short  2019-01-09 01:00  Sell  $1,321.0  $0.00  1  ($285.00)  -0.20%  $210.00  44.68%    $2.50  $10.00
   Buy to Cover  2019-01-09 09:00  Stop Loss  $1,323.6    ($260.00)  $44,265.00    ($260.00)  0.00%  -55.32%  $2.50  $10.00
 360  Buy  2019-01-15 10:00  Buy  $1,331.1  $0.00  1  ($395.00)  -0.28%  $170.00  31.48%    $2.50  $10.00
   Sell  2019-01-15 12:00  Stop Loss  $1,327.4    ($370.00)  $43,870.00    ($370.00)  0.00%  -68.52%  $2.50  $10.00
 361  Sell Short  2019-01-15 22:00  Sell  $1,327.0  $0.00  1  ($205.00)  -0.14%  $100.00  35.71%    $2.50  $10.00
   Buy to Cover  2019-01-16 01:00  Stop Loss  $1,328.8    ($180.00)  $43,665.00    ($180.00)  0.00%  -64.29%  $2.50  $10.00
 362  Sell Short  2019-01-17 10:00  Sell  $1,329.1  $0.00  1  $1,095.00  0.84%  $1,510.00  89.88%    $2.50  $10.00
   Buy to Cover  2019-01-21 13:00  Exit Short  $1,317.9    $1,120.00  $44,760.00    ($170.00)  76.79%  66.67%  $2.50  $10.00
 363  Buy  2019-01-23 05:00  Buy  $1,323.8  $0.00  1  ($255.00)  -0.17%  $20.00  8.00%    $2.50  $10.00
   Sell  2019-01-23 09:00  Stop Loss  $1,321.5    ($230.00)  $44,505.00    ($230.00)  0.00%  -92.00%  $2.50  $10.00
 364  Buy  2019-01-23 13:00  Buy  $1,322.2  $0.00  1  ($515.00)  -0.37%  $90.00  15.52%    $2.50  $10.00
   Sell  2019-01-24 03:00  Stop Loss  $1,317.3    ($490.00)  $43,990.00    ($490.00)  0.00%  -84.48%  $2.50  $10.00
 365  Buy  2019-01-29 03:00  Buy  $1,342.0  $0.00  1  $255.00  0.21%  $650.00  97.01%    $2.50  $10.00
   Sell  2019-01-29 10:00  $ Trailing Stop  $1,344.8    $280.00  $44,245.00    ($20.00)  44.78%  41.79%  $2.50  $10.00
 366  Buy  2019-02-01 07:00  Buy  $1,357.8  $0.00  1  ($265.00)  -0.18%  $220.00  47.83%    $2.50  $10.00
   Sell  2019-02-01 09:00  Stop Loss  $1,355.4    ($240.00)  $43,980.00    ($240.00)  0.00%  -52.17%  $2.50  $10.00
 367  Sell Short  2019-02-06 08:00  Sell  $1,348.0  $0.00  1  ($245.00)  -0.16%  $70.00  24.14%    $2.50  $10.00
   Buy to Cover  2019-02-06 09:00  Stop Loss  $1,350.2    ($220.00)  $43,735.00    ($220.00)  0.00%  -75.86%  $2.50  $10.00
 368  Sell Short  2019-02-06 11:00  Sell  $1,348.2  $0.00  1  $635.00  0.49%  $1,000.00  88.50%    $2.50  $10.00
   Buy to Cover  2019-02-07 06:00  Exit Short  $1,341.6    $660.00  $44,370.00    ($130.00)  69.91%  58.41%  $2.50  $10.00
 369  Buy  2019-02-08 07:00  Buy  $1,346.7  $0.00  1  $75.00  0.07%  $460.00  95.83%    $2.50  $10.00
   Sell  2019-02-10 23:00  Exit Long  $1,347.7    $100.00  $44,445.00    ($20.00)  25.00%  20.83%  $2.50  $10.00
 370  Buy  2019-02-13 11:00  Buy  $1,348.5  $0.00  1  ($195.00)  -0.13%  $500.00  66.67%    $2.50  $10.00
   Sell  2019-02-13 14:00  Exit Long  $1,346.8    ($170.00)  $44,250.00    ($250.00)  10.67%  -22.67%  $2.50  $10.00
 371  Sell Short  2019-02-14 03:00  Sell  $1,342.6  $0.00  1  $295.00  0.24%  $610.00  77.22%    $2.50  $10.00
   Buy to Cover  2019-02-14 09:00  $ Trailing Stop  $1,339.4    $320.00  $44,545.00    ($180.00)  63.29%  40.51%  $2.50  $10.00
 372  Buy  2019-02-19 04:00  Buy  $1,360.7  $0.00  1  $1,605.00  1.20%  $2,090.00  98.12%    $2.50  $10.00
   Sell  2019-02-20 01:00  $ Trailing Stop  $1,377.0    $1,630.00  $46,150.00    ($40.00)  78.40%  76.53%  $2.50  $10.00
 373  Sell Short  2019-02-26 03:00  Sell  $1,361.5  $0.00  1  ($5.00)  0.01%  $420.00  91.30%    $2.50  $10.00
   Buy to Cover  2019-02-26 09:00  $ Trailing Stop  $1,361.3    $20.00  $46,145.00    ($40.00)  13.04%  4.35%  $2.50  $10.00
 374  Sell Short  2019-02-27 03:00  Sell  $1,360.1  $0.00  1  ($225.00)  -0.15%  $120.00  37.50%    $2.50  $10.00
   Buy to Cover  2019-02-27 09:00  Stop Loss  $1,362.1    ($200.00)  $45,920.00    ($200.00)  0.00%  -62.50%  $2.50  $10.00
 375  Sell Short  2019-03-06 10:00  Sell  $1,317.3  $0.00  1  ($365.00)  -0.26%  $120.00  26.09%    $2.50  $10.00
   Buy to Cover  2019-03-06 20:00  Stop Loss  $1,320.7    ($340.00)  $45,555.00    ($340.00)  0.00%  -73.91%  $2.50  $10.00
 376  Sell Short  2019-03-06 23:00  Sell  $1,319.2  $0.00  1  $345.00  0.28%  $370.00  92.50%    $2.50  $10.00
   Buy to Cover  2019-03-07 04:00  $ Trailing Stop  $1,315.5    $370.00  $45,900.00    ($30.00)  100.00%  92.50%  $2.50  $10.00
 377  Buy  2019-03-18 22:00  Buy  $1,336.5  $0.00  1  ($75.00)  -0.04%  $300.00  73.17%    $2.50  $10.00
   Sell  2019-03-19 05:00  Exit Long  $1,336.0    ($50.00)  $45,825.00    ($110.00)  14.63%  -12.20%  $2.50  $10.00
 378  Sell Short  2019-03-20 12:00  Sell  $1,335.0  $0.00  1  ($555.00)  -0.40%  $510.00  49.04%    $2.50  $10.00
   Buy to Cover  2019-03-20 15:00  Stop Loss  $1,340.3    ($530.00)  $45,270.00    ($530.00)  0.00%  -50.96%  $2.50  $10.00
 379  Sell Short  2019-03-27 05:00  Sell  $1,345.1  $0.00  1  ($395.00)  -0.28%  $20.00  5.13%    $2.50  $10.00
   Buy to Cover  2019-03-27 06:00  Stop Loss  $1,348.8    ($370.00)  $44,875.00    ($370.00)  0.00%  -94.87%  $2.50  $10.00
 380  Sell Short  2019-03-27 10:00  Sell  $1,346.4  $0.00  1  $2,285.00  1.72%  $2,970.00  94.29%    $2.50  $10.00
   Buy to Cover  2019-03-29 09:00  Exit Short  $1,323.3    $2,310.00  $47,160.00    ($180.00)  79.05%  73.33%  $2.50  $10.00
 381  Sell Short  2019-04-03 11:00  Sell  $1,319.1  $0.00  1  ($355.00)  -0.25%  $100.00  21.74%    $2.50  $10.00
   Buy to Cover  2019-04-04 02:00  Exit Short  $1,322.4    ($330.00)  $46,805.00    ($360.00)  6.52%  -71.74%  $2.50  $10.00
 382  Buy  2019-04-10 04:00  Buy  $1,334.5  $0.00  1  ($255.00)  -0.17%  $20.00  8.00%    $2.50  $10.00
   Sell  2019-04-10 04:00  Stop Loss  $1,332.2    ($230.00)  $46,550.00    ($230.00)  0.00%  -92.00%  $2.50  $10.00
 383  Buy  2019-04-10 11:00  Buy  $1,335.1  $0.00  1  $85.00  0.08%  $500.00  89.29%    $2.50  $10.00
   Sell  2019-04-10 23:00  Exit Long  $1,336.2    $110.00  $46,635.00    ($60.00)  30.36%  19.64%  $2.50  $10.00
 384  Sell Short  2019-04-15 23:00  Sell  $1,313.9  $0.00  1  ($205.00)  -0.14%  $220.00  55.00%    $2.50  $10.00
   Buy to Cover  2019-04-16 04:00  Stop Loss  $1,315.7    ($180.00)  $46,430.00    ($180.00)  0.00%  -45.00%  $2.50  $10.00
 385  Buy  2019-04-25 00:00  Buy  $1,303.6  $0.00  1  $305.00  0.25%  $660.00  80.49%    $2.50  $10.00
   Sell  2019-04-25 12:00  $ Trailing Stop  $1,306.9    $330.00  $46,735.00    ($160.00)  59.76%  40.24%  $2.50  $10.00
 386  Sell Short  2019-04-30 23:00  Sell  $1,308.5  $0.00  1  $55.00  0.06%  $390.00  92.86%    $2.50  $10.00
   Buy to Cover  2019-05-01 04:00  $ Trailing Stop  $1,307.7    $80.00  $46,790.00    ($30.00)  26.19%  19.05%  $2.50  $10.00
 387  Buy  2019-05-06 21:00  Buy  $1,309.6  $0.00  1  ($205.00)  -0.14%  $70.00  28.00%    $2.50  $10.00
   Sell  2019-05-07 03:00  Stop Loss  $1,307.8    ($180.00)  $46,585.00    ($180.00)  0.00%  -72.00%  $2.50  $10.00
 388  Buy  2019-05-15 06:00  Buy  $1,325.0  $0.00  1  ($365.00)  -0.26%  $210.00  38.18%    $2.50  $10.00
   Sell  2019-05-15 11:00  Stop Loss  $1,321.6    ($340.00)  $46,220.00    ($340.00)  0.00%  -61.82%  $2.50  $10.00
 389  Sell Short  2019-05-17 07:00  Sell  $1,310.8  $0.00  1  $655.00  0.52%  $1,080.00  84.37%    $2.50  $10.00
   Buy to Cover  2019-05-19 19:00  $ Trailing Stop  $1,304.0    $680.00  $46,875.00    ($200.00)  68.75%  53.12%  $2.50  $10.00
 390  Sell Short  2019-05-23 00:00  Sell  $1,298.3  $0.00  1  ($165.00)  -0.11%  $80.00  36.36%    $2.50  $10.00
   Buy to Cover  2019-05-23 03:00  Stop Loss  $1,299.7    ($140.00)  $46,710.00    ($140.00)  0.00%  -63.64%  $2.50  $10.00
 391  Buy  2019-06-04 08:00  Buy  $1,351.8  $0.00  1  ($515.00)  -0.36%  $50.00  9.26%    $2.50  $10.00
   Sell  2019-06-04 09:00  Stop Loss  $1,346.9    ($490.00)  $46,195.00    ($490.00)  0.00%  -90.74%  $2.50  $10.00
 392  Buy  2019-06-07 05:00  Buy  $1,359.6  $0.00  1  $555.00  0.43%  $1,020.00  79.69%    $2.50  $10.00
   Sell  2019-06-07 10:00  $ Trailing Stop  $1,365.4    $580.00  $46,750.00    ($260.00)  65.63%  45.31%  $2.50  $10.00
 393  Buy  2019-06-12 23:00  Buy  $1,359.7  $0.00  1  $1,785.00  1.33%  $2,250.00  90.36%    $2.50  $10.00
   Sell  2019-06-14 05:00  $ Trailing Stop  $1,377.8    $1,810.00  $48,535.00    ($240.00)  82.33%  72.69%  $2.50  $10.00
 394  Buy  2019-06-24 06:00  Buy  $1,429.2  $0.00  1  $2,495.00  1.76%  $3,370.00  96.56%    $2.50  $10.00
   Sell  2019-06-25 02:00  $ Trailing Stop  $1,454.4    $2,520.00  $51,030.00    ($120.00)  75.64%  72.21%  $2.50  $10.00
 395  Sell Short  2019-06-27 10:00  Sell  $1,424.2  $0.00  1  ($655.00)  -0.44%  $110.00  14.86%    $2.50  $10.00
   Buy to Cover  2019-06-27 12:00  Stop Loss  $1,430.5    ($630.00)  $50,375.00    ($630.00)  0.00%  -85.14%  $2.50  $10.00

--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Annual Trading Summary
TradeStation Strategy Performance Report Advantage Pro - Fighter, @GC, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
TradeStation Periodical Returns: Annual 
 
Mark-To-Market Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable

Last 12 month

 $7,807.50 5.48% 1.63 73 41.10%
2019-01-01 $5,980.00 4.14% 1.89 38 42.11%
2018-01-01 $1,720.00 1.21% 1.12 72 38.89%
2017-01-01 $6,120.00 4.48% 1.56 72 44.44%
2016-01-01 $11,365.00 9.08% 1.48 77 32.47%
2015-01-01 $13,500.00 12.09% 1.88 74 45.95%
2014-01-01 $11,690.00 11.69% 1.99 62 45.16%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-01-01 - Today $5,980.00 4.14% 1.89 38 42.11%
2018-01-01 - 2019-01-01 $7,700.00 5.40% 1.37 110 40.00%
2017-01-01 - 2019-01-01 $13,820.00 10.12% 1.44 182 41.76%
2016-01-01 - 2019-01-01 $25,185.00 20.12% 1.45 259 39.00%
2015-01-01 - 2019-01-01 $38,685.00 34.64% 1.55 333 40.54%
2014-01-01 - 2019-01-01 $50,375.00 50.37% 1.61 395 41.27%

Created by TradeStation: 2020-01-05 02:03:05, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Daily Analysis
TradeStation Strategy Performance Report Advantage Pro - Fighter, @GC, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
TradeStation Periodical Returns: Daily
 
Mark-To-Market Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-27 ($655.00) -0.43% 0.00 1 0.00%
2019-06-25 $487.50 0.32% 100.00 1 100.00%
2019-06-24 $2,007.50 1.35% 100.00 1 100.00%
2019-06-14 $707.50 0.48% 100.00 1 100.00%
2019-06-13 $1,020.00 0.69% 100.00 1 100.00%
2019-06-12 $57.50 0.04% 100.00 1 100.00%
2019-06-07 $555.00 0.38% 100.00 1 100.00%
2019-06-04 ($515.00) -0.35% 0.00 1 0.00%
2019-05-23 ($165.00) -0.11% 0.00 1 0.00%
2019-05-19 ($132.50) -0.09% 0.00 1 0.00%
2019-05-18 $0.00 0.00% 0.00 1 0.00%
2019-05-17 $787.50 0.54% 100.00 1 100.00%
2019-05-15 ($365.00) -0.25% 0.00 1 0.00%
2019-05-07 ($172.50) -0.12% 0.00 1 0.00%
2019-05-06 ($32.50) -0.02% 0.00 1 0.00%
2019-05-01 ($102.50) -0.07% 0.00 1 0.00%
2019-04-30 $157.50 0.11% 100.00 1 100.00%
2019-04-25 $305.00 0.21% 100.00 1 100.00%
2019-04-16 ($212.50) -0.14% 0.00 1 0.00%
2019-04-15 $7.50 0.01% 100.00 1 100.00%
2019-04-10 ($170.00) -0.12% 0.33 2 50.00%
2019-04-04 ($222.50) -0.15% 0.00 1 0.00%
2019-04-03 ($132.50) -0.09% 0.00 1 0.00%
2019-03-29 ($232.50) -0.16% 0.00 1 0.00%
2019-03-28 $1,990.00 1.37% 100.00 1 100.00%
2019-03-27 $132.50 0.09% 1.34 2 50.00%
2019-03-20 ($555.00) -0.38% 0.00 1 0.00%
2019-03-19 ($302.50) -0.21% 0.00 1 0.00%
2019-03-18 $227.50 0.16% 100.00 1 100.00%
2019-03-07 $327.50 0.22% 100.00 1 100.00%
2019-03-06 ($347.50) -0.24% 0.05 2 50.00%
2019-02-27 ($225.00) -0.15% 0.00 1 0.00%
2019-02-26 ($5.00) 0.00% 0.00 1 0.00%
2019-02-20 ($212.50) -0.15% 0.00 1 0.00%
2019-02-19 $1,817.50 1.26% 100.00 1 100.00%
2019-02-14 $295.00 0.20% 100.00 1 100.00%
2019-02-13 ($195.00) -0.13% 0.00 1 0.00%
2019-02-10 ($242.50) -0.17% 0.00 1 0.00%
2019-02-09 $0.00 0.00% 0.00 1 0.00%
2019-02-08 $317.50 0.22% 100.00 1 100.00%
 
Mark-To-Market Rolling Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-27 - 2019-06-27 ($655.00) -0.43% 0.00 1 0.00%
2019-06-26 - 2019-06-27 ($655.00) -0.43% 0.00 1 0.00%
2019-06-25 - 2019-06-27 ($167.50) -0.11% 0.74 2 50.00%
2019-06-24 - 2019-06-27 $1,840.00 1.24% 3.81 2 50.00%
2019-06-23 - 2019-06-27 $1,840.00 1.24% 3.81 2 50.00%
2019-06-22 - 2019-06-27 $1,840.00 1.24% 3.81 2 50.00%
2019-06-21 - 2019-06-27 $1,840.00 1.24% 3.81 2 50.00%
2019-06-20 - 2019-06-27 $1,840.00 1.24% 3.81 2 50.00%
2019-06-19 - 2019-06-27 $1,840.00 1.24% 3.81 2 50.00%
2019-06-18 - 2019-06-27 $1,840.00 1.24% 3.81 2 50.00%
2019-06-17 - 2019-06-27 $1,840.00 1.24% 3.81 2 50.00%
2019-06-16 - 2019-06-27 $1,840.00 1.24% 3.81 2 50.00%
2019-06-15 - 2019-06-27 $1,840.00 1.24% 3.81 2 50.00%
2019-06-14 - 2019-06-27 $2,547.50 1.72% 4.89 3 66.67%
2019-06-13 - 2019-06-27 $3,567.50 2.43% 6.45 3 66.67%
2019-06-12 - 2019-06-27 $3,625.00 2.47% 6.53 3 66.67%
2019-06-11 - 2019-06-27 $3,625.00 2.47% 6.53 3 66.67%
2019-06-10 - 2019-06-27 $3,625.00 2.47% 6.53 3 66.67%
2019-06-09 - 2019-06-27 $3,625.00 2.47% 6.53 3 66.67%
2019-06-08 - 2019-06-27 $3,625.00 2.47% 6.53 3 66.67%
2019-06-07 - 2019-06-27 $4,180.00 2.86% 7.38 4 75.00%
2019-06-06 - 2019-06-27 $4,180.00 2.86% 7.38 4 75.00%
2019-06-05 - 2019-06-27 $4,180.00 2.86% 7.38 4 75.00%
2019-06-04 - 2019-06-27 $3,665.00 2.50% 4.13 5 60.00%
2019-06-03 - 2019-06-27 $3,665.00 2.50% 4.13 5 60.00%
2019-06-02 - 2019-06-27 $3,665.00 2.50% 4.13 5 60.00%
2019-06-01 - 2019-06-27 $3,665.00 2.50% 4.13 5 60.00%
2019-05-31 - 2019-06-27 $3,665.00 2.50% 4.13 5 60.00%
2019-05-30 - 2019-06-27 $3,665.00 2.50% 4.13 5 60.00%
2019-05-29 - 2019-06-27 $3,665.00 2.50% 4.13 5 60.00%
2019-05-28 - 2019-06-27 $3,665.00 2.50% 4.13 5 60.00%
2019-05-27 - 2019-06-27 $3,665.00 2.50% 4.13 5 60.00%
2019-05-26 - 2019-06-27 $3,665.00 2.50% 4.13 5 60.00%
2019-05-25 - 2019-06-27 $3,665.00 2.50% 4.13 5 60.00%
2019-05-24 - 2019-06-27 $3,665.00 2.50% 4.13 5 60.00%
2019-05-23 - 2019-06-27 $3,500.00 2.38% 3.62 6 50.00%
2019-05-22 - 2019-06-27 $3,500.00 2.38% 3.62 6 50.00%
2019-05-21 - 2019-06-27 $3,500.00 2.38% 3.62 6 50.00%
2019-05-20 - 2019-06-27 $3,500.00 2.38% 3.62 6 50.00%
2019-05-19 - 2019-06-27 $3,367.50 2.29% 3.29 7 42.86%

Created by TradeStation: 2020-01-05 02:03:05, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Monthly Analysis
TradeStation Strategy Performance Report Advantage Pro - Fighter, @GC, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
TradeStation Periodical Returns: Monthly

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

%Profitable
January $817.08 0.82% 44.12%
February $1,247.08 0.98% 48.78%
March $975.00 0.76% 37.21%
April $523.33 0.40% 41.38%
May $15.83 0.01% 34.21%
June $941.67 0.72% 43.48%
July $470.00 0.36% 50.00%
August $1,117.50 0.87% 44.00%
September $679.00 0.53% 43.33%
October $720.00 0.56% 35.48%
November $1,570.50 1.20% 35.29%
December $94.00 0.07% 35.71%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

2019-06-01 $3,665.00 2.50% 4.13 5 60.00%
2019-05-01 ($182.50) -0.12% 0.78 5 20.00%
2019-04-01 ($267.50) -0.18% 0.67 6 50.00%
2019-03-01 $1,240.00 0.85% 1.89 6 33.33%
2019-02-01 $1,675.00 1.16% 2.79 9 44.44%
2019-01-01 ($150.00) -0.10% 0.91 8 37.50%
2018-12-01 ($65.00) -0.04% 0.93 5 40.00%
2018-11-01 ($285.00) -0.20% 0.61 5 40.00%
2018-10-01 ($1,455.00) -1.00% 0.00 5 0.00%
2018-09-01 ($1,000.00) -0.68% 0.46 10 30.00%
2018-08-01 $3,065.00 2.13% 6.15 5 40.00%
2018-07-01 $1,530.00 1.07% 100.00 4 100.00%
2018-06-01 ($35.00) -0.02% 0.97 7 42.86%
2018-05-01 ($1,720.00) -1.19% 0.26 10 20.00%
2018-04-01 $1,740.00 1.22% 3.26 4 50.00%
2018-03-01 $577.50 0.41% 1.49 7 42.86%
2018-02-01 ($197.50) -0.14% 0.84 6 66.67%
2018-01-01 ($435.00) -0.30% 0.71 5 40.00%
2017-12-01 $1,405.00 0.99% 2.78 9 55.56%
2017-11-01 ($880.00) -0.62% 0.32 6 16.67%
2017-10-01 $882.50 0.62% 4.92 4 75.00%
2017-09-01 $377.50 0.27% 1.26 7 42.86%
2017-08-01 ($150.00) -0.11% 0.79 4 25.00%
2017-07-01 ($440.00) -0.31% 0.68 6 16.67%
2017-06-01 $1,735.00 1.24% 2.42 11 54.55%
2017-05-01 $1,190.00 0.86% 13.53 4 75.00%
2017-04-01 ($1,150.00) -0.82% 0.06 4 25.00%
2017-03-01 ($1,105.00) -0.78% 0.17 7 28.57%
2017-02-01 $3,075.00 2.23% 5.02 7 57.14%
2017-01-01 $1,180.00 0.86% 3.43 4 75.00%
2016-12-01 ($880.00) -0.64% 0.00 4 0.00%
2016-11-01 $7,142.50 5.48% 3.20 10 40.00%
2016-10-01 $1,962.50 1.53% 1.68 10 20.00%
2016-09-01 $2,095.00 1.66% 3.00 7 57.14%
2016-08-01 ($460.00) -0.36% 0.61 4 25.00%
2016-07-01 ($1,130.00) -0.88% 0.37 4 25.00%
2016-06-01 ($185.00) -0.14% 0.94 9 33.33%
2016-05-01 $192.50 0.15% 1.20 6 33.33%
2016-04-01 $3,882.50 3.13% 4.84 4 50.00%
2016-03-01 ($2,140.00) -1.70% 0.00 4 0.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

2019-06-01 - Today $3,665.00 2.50% 4.13 5 60.00%
2019-05-01 - 2019-06-01 $3,482.50 2.37% 2.73 10 40.00%
2019-04-01 - 2019-06-01 $3,215.00 2.18% 2.18 15 46.67%
2019-03-01 - 2019-06-01 $4,455.00 3.05% 2.08 21 42.86%
2019-02-01 - 2019-06-01 $6,130.00 4.25% 2.22 30 43.33%
2019-01-01 - 2019-06-01 $5,980.00 4.14% 1.89 38 42.11%
2018-12-01 - 2019-06-01 $5,915.00 4.09% 1.77 43 41.86%
2018-11-01 - 2019-06-01 $5,630.00 3.89% 1.67 48 41.67%
2018-10-01 - 2019-06-01 $4,175.00 2.86% 1.42 53 37.74%
2018-09-01 - 2019-06-01 $3,175.00 2.16% 1.27 63 36.51%
2018-08-01 - 2019-06-01 $6,240.00 4.33% 1.51 68 36.76%
2018-07-01 - 2019-06-01 $7,770.00 5.45% 1.63 72 40.28%
2018-06-01 - 2019-06-01 $7,735.00 5.42% 1.57 79 40.51%
2018-05-01 - 2019-06-01 $6,015.00 4.17% 1.38 89 38.20%
2018-04-01 - 2019-06-01 $7,755.00 5.44% 1.46 93 38.71%
2018-03-01 - 2019-06-01 $8,332.50 5.87% 1.47 100 39.00%
2018-02-01 - 2019-06-01 $8,135.00 5.72% 1.43 105 40.00%
2018-01-01 - 2019-06-01 $7,700.00 5.40% 1.37 110 40.00%
2017-12-01 - 2019-06-01 $9,105.00 6.45% 1.43 119 41.18%
2017-11-01 - 2019-06-01 $8,225.00 5.79% 1.36 125 40.00%
2017-10-01 - 2019-06-01 $9,107.50 6.45% 1.40 129 41.09%
2017-09-01 - 2019-06-01 $9,485.00 6.73% 1.39 135 40.74%
2017-08-01 - 2019-06-01 $9,335.00 6.62% 1.37 139 40.29%
2017-07-01 - 2019-06-01 $8,895.00 6.29% 1.34 145 39.31%
2017-06-01 - 2019-06-01 $10,630.00 7.61% 1.38 156 40.38%
2017-05-01 - 2019-06-01 $11,820.00 8.53% 1.43 160 41.25%
2017-04-01 - 2019-06-01 $10,670.00 7.64% 1.37 164 40.85%
2017-03-01 - 2019-06-01 $9,565.00 6.79% 1.32 171 40.35%
2017-02-01 - 2019-06-01 $12,640.00 9.18% 1.41 178 41.01%
2017-01-01 - 2019-06-01 $13,820.00 10.12% 1.44 182 41.76%
2016-12-01 - 2019-06-01 $12,940.00 9.42% 1.40 186 40.86%
2016-11-01 - 2019-06-01 $20,082.50 15.41% 1.56 196 40.82%
2016-10-01 - 2019-06-01 $22,045.00 17.18% 1.57 205 40.00%
2016-09-01 - 2019-06-01 $24,140.00 19.12% 1.61 212 40.57%
2016-08-01 - 2019-06-01 $23,680.00 18.69% 1.58 216 40.28%
2016-07-01 - 2019-06-01 $22,550.00 17.64% 1.53 220 40.00%
2016-06-01 - 2019-06-01 $22,365.00 17.47% 1.49 229 39.74%
2016-05-01 - 2019-06-01 $22,557.50 17.65% 1.48 235 39.57%
2016-04-01 - 2019-06-01 $26,440.00 21.33% 1.55 238 39.92%
2016-03-01 - 2019-06-01 $24,300.00 19.27% 1.49 242 39.26%

Created by TradeStation: 2020-01-05 02:03:05, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Weekly Trading Analysis
TradeStation Strategy Performance Report Advantage Pro - Fighter, @GC, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
TradeStation Periodical Returns: Weekly
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-23 $1,840.00 1.24% 3.81 2 50.00%
2019-06-09 $1,785.00 1.22% 100.00 1 100.00%
2019-06-02 $40.00 0.03% 1.08 2 50.00%
2019-05-19 ($297.50) -0.20% 0.00 2 0.00%
2019-05-12 $422.50 0.29% 2.16 2 50.00%
2019-05-05 ($205.00) -0.14% 0.00 1 0.00%
2019-04-28 $55.00 0.04% 100.00 1 100.00%
2019-04-21 $305.00 0.21% 100.00 1 100.00%
2019-04-14 ($205.00) -0.14% 0.00 1 0.00%
2019-04-07 ($170.00) -0.12% 0.33 2 50.00%
2019-03-31 ($355.00) -0.24% 0.00 1 0.00%
2019-03-24 $1,890.00 1.30% 5.78 2 50.00%
2019-03-17 ($630.00) -0.43% 0.00 2 0.00%
2019-03-03 ($20.00) -0.01% 0.95 2 50.00%
2019-02-24 ($230.00) -0.16% 0.00 2 0.00%
2019-02-17 $1,605.00 1.11% 100.00 1 100.00%
2019-02-10 ($142.50) -0.10% 0.67 3 33.33%
2019-02-03 $707.50 0.49% 3.89 3 66.67%
2019-01-27 ($10.00) -0.01% 0.96 2 50.00%
2019-01-20 ($642.50) -0.44% 0.17 3 33.33%
2019-01-13 $367.50 0.25% 1.61 3 33.33%
2019-01-06 ($285.00) -0.20% 0.00 1 0.00%
2018-12-30 $410.00 0.28% 100.00 2 100.00%
2018-12-23 ($435.00) -0.30% 0.00 1 0.00%
2018-12-16 ($275.00) -0.19% 0.00 1 0.00%
2018-12-09 $655.00 0.45% 100.00 1 100.00%
2018-12-02 ($265.00) -0.18% 0.00 1 0.00%
2018-11-25 ($375.00) -0.26% 0.00 1 0.00%
2018-11-18 ($125.00) -0.09% 0.65 3 33.33%
2018-11-04 $215.00 0.15% 100.00 1 100.00%
2018-10-28 ($95.00) -0.07% 0.00 1 0.00%
2018-10-14 ($315.00) -0.22% 0.00 1 0.00%
2018-10-07 ($942.50) -0.65% 0.00 3 0.00%
2018-09-30 ($102.50) -0.07% 0.00 1 0.00%
2018-09-23 ($685.00) -0.47% 0.00 3 0.00%
2018-09-16 ($225.00) -0.15% 0.00 1 0.00%
2018-09-09 $440.00 0.30% 2.06 4 75.00%
2018-09-02 ($530.00) -0.36% 0.00 2 0.00%
2018-08-26 ($265.00) -0.18% 0.00 1 0.00%
2018-08-19 $492.50 0.34% 99.50 2 50.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-23 - Today $1,840.00 1.24% 3.81 2 50.00%
2019-06-16 - 2019-06-23 $1,840.00 1.24% 3.81 2 50.00%
2019-06-09 - 2019-06-23 $3,625.00 2.47% 6.53 3 66.67%
2019-06-02 - 2019-06-23 $3,665.00 2.50% 4.13 5 60.00%
2019-05-26 - 2019-06-23 $3,665.00 2.50% 4.13 5 60.00%
2019-05-19 - 2019-06-23 $3,367.50 2.29% 3.29 7 42.86%
2019-05-12 - 2019-06-23 $3,790.00 2.59% 3.23 8 50.00%
2019-05-05 - 2019-06-23 $3,585.00 2.44% 2.88 9 44.44%
2019-04-28 - 2019-06-23 $3,640.00 2.48% 2.91 10 50.00%
2019-04-21 - 2019-06-23 $3,945.00 2.69% 3.07 11 54.55%
2019-04-14 - 2019-06-23 $3,740.00 2.55% 2.77 12 50.00%
2019-04-07 - 2019-06-23 $3,570.00 2.43% 2.51 14 50.00%
2019-03-31 - 2019-06-23 $3,215.00 2.18% 2.18 15 46.67%
2019-03-24 - 2019-06-23 $5,105.00 3.51% 2.64 17 47.06%
2019-03-17 - 2019-06-23 $4,475.00 3.07% 2.19 19 42.11%
2019-03-10 - 2019-06-23 $4,475.00 3.07% 2.19 19 42.11%
2019-03-03 - 2019-06-23 $4,455.00 3.05% 2.08 21 42.86%
2019-02-24 - 2019-06-23 $4,225.00 2.89% 1.97 23 39.13%
2019-02-17 - 2019-06-23 $5,830.00 4.03% 2.34 24 41.67%
2019-02-10 - 2019-06-23 $5,687.50 3.93% 2.19 27 40.74%
2019-02-03 - 2019-06-23 $6,395.00 4.44% 2.34 29 44.83%
2019-01-27 - 2019-06-23 $6,385.00 4.43% 2.27 31 45.16%
2019-01-20 - 2019-06-23 $5,742.50 3.97% 1.99 34 44.12%
2019-01-13 - 2019-06-23 $6,110.00 4.24% 1.95 36 41.67%
2019-01-06 - 2019-06-23 $5,825.00 4.03% 1.87 37 40.54%
2018-12-30 - 2019-06-23 $6,235.00 4.33% 1.93 39 43.59%
2018-12-23 - 2019-06-23 $5,800.00 4.01% 1.81 40 42.50%
2018-12-16 - 2019-06-23 $5,525.00 3.81% 1.75 41 41.46%
2018-12-09 - 2019-06-23 $6,180.00 4.29% 1.83 42 42.86%
2018-12-02 - 2019-06-23 $5,915.00 4.09% 1.77 43 41.86%
2018-11-25 - 2019-06-23 $5,540.00 3.83% 1.69 44 40.91%
2018-11-18 - 2019-06-23 $5,415.00 3.74% 1.64 47 40.43%
2018-11-11 - 2019-06-23 $5,415.00 3.74% 1.64 47 40.43%
2018-11-04 - 2019-06-23 $5,630.00 3.89% 1.67 48 41.67%
2018-10-28 - 2019-06-23 $5,535.00 3.82% 1.65 49 40.82%
2018-10-21 - 2019-06-23 $5,535.00 3.82% 1.65 49 40.82%
2018-10-14 - 2019-06-23 $5,220.00 3.60% 1.59 50 40.00%
2018-10-07 - 2019-06-23 $4,277.50 2.93% 1.44 53 37.74%
2018-09-30 - 2019-06-23 $4,175.00 2.86% 1.42 53 37.74%
2018-09-23 - 2019-06-23 $3,490.00 2.38% 1.33 56 35.71%

Created by TradeStation: 2020-01-05 02:03:05, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit 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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xbG03ia6k4KVp0iOkzN70/PXAlFAEqYvWje+8eDileyexbG03ia6k4KVp0iOkzN70/PXAlFAEqYvWje+8eDiFSkQeat6JmRJfRBStOkR0mZven564EooAlTF60b33jwcUr2T2LY2m8TXUnBStOkR0mZven564EooAlTF60b33jwcUr2T2LY2m8TXUnNOkwuXyJpEpn5IggSigCVMXrRvfePBxSvZPYtjabxNdScFK06RHSZm96fnrgSigCVMXrRvfePBwTMs+IOE2MkRxMTHBQsSggMNmzc8WPBePRkYwIyVsMw8HDvPaYY6DKzJRiZ4KVp0iOkzN70/PXNxWOmwtQ8XFm4XRxSvZPYtjabxNdScFK06RHSZm96fnrgSigCVMXrRvfePBxSvZPYtjabxNdScwvchipKhB3qS9YOBKKAJUxetG9948HFK9k9i2NpvE11JwUrTpEdJmb3p+euBKKAJUxetG9948HFK9k9i2NpvE11JwUrTpEdJmb3p+euXhE5MB0H3bvO4AKV7J7FsbTeJrqTgpWnSI6TM3vT89cCUUASpi9aN77x4OKV7J7FsbTeJrqTgpWnSI6TM3vT89fx098KW+84Up4XGO56+so9dHdEZ6Y3qXr6VxxEZgISEZ95xeXAdiIhrTo6VpwIcr69MkW/HfAQEQoyhYX1X7v1gDhfXpgqT46+s+0nuRm+kL6nX8ZPdnRkKRE8nZ19ayGC12HExPnvo3cfUyKFMQxc9PV+fW/p/3+3NaEkDvAcRQCMQF6rGfZ/YTRCEUB7jC/Y+tOMByKpDeMZvn8H8FPMuNRAPK8eozZwII7B/RwQLdSMwHtHvHvggFCORO/3XymCARxjZnVxPPb6n1MArRsdNmTvX99fR9k3t7Uzf64WNItCVJL3/AOfojCBCV9iifc/YRhADK+zAPsfWiUioM6BCHq5u/wCDnn7IUBmwP7z6l4QAyYGetLYH/dcpdll4ZFz8O+GTAgCAfuvhS33nClPC4x3PX1lHro7ojPTG9S9fRfsadI1s7Q/vOL+qsIcr69MkW/Hf7AA4X16YKk+OvrPtJ7kZvpC+p1/Bz1QwjxviuoxujmaiaFbcWrjPGqD1a1B1/ffKIoCUTHw8xmBViD2Cfc+ZxlaoIGAyuzOU77aeRSEpQbMcOMvCS5qRhm0beXUJxDnXByZjQSW7y8arlRkEcKj1i+Q45GYFYFkzM9VN5nECEUUnRa19TF3wTBACYxtxu4njs9xyMwKwLJmZ6qbzOIEIopOi1r6mLvgmCAExjbjdxPHZ7iaCA1LDoayVykxe4gQiik6LWvqYu+CYIATGNuN3E8dnuORmBWBZMzPVTeZxAhFFJ0WtfUxd8EwQAmMbcbuJ47PccjMCsCyZmeqm8zkXcI2Adr//AEdpoqCYIATGNuN3E8dnuDpcNFwA2F3U0szECEUUnRa19TF3yaA8gM9RomKJ2e+FoDIiorkERFjJZxAhFFJ0WtfUxd83hpcEzilTRWd4ueORmBWBZMzPVTeZxAhFFJ0WtfUxd8EwQAmMbcbuJ47PccjMCsCyZmeqm8ziBCKKTota+pi74JggBMY243cTx2e45GYFYFkzM9VN5nBeHs5ZdsUuNXJjcEwQAmMbcbuJ47PccjMCsCyZmeqm8ziBCKKTota+pi74JggBMY243cTx2e45GYFYFkzM9VN5nECEUUnRa19TF3x2DpOgO8bEf6iZ2DkZgVgWTMz1U3mcQIRRSdFrX1MXfBMEAJjG3G7ieOz3HIzArAsmZnqpvM4gQiik6LWvqYu//Pn2RvPjGGFVaaP+8WciWOrDoTer+jmkY5fGRET5Hi7AdPa6JlzrYScCLFggOKCzeo5c8s7CYd4YtMaQwckLAySdAxa52zL+w+UwQCOMbM6uJ57fU+pgFaNjpsyd6/vrjOL5NAPHTH+pxUC8OlSHcB+6+eZ6CQ1Itu8rfv45FsaG7ajBBceMzX6owgQlfYon3P2EYQAyvswD7H1olIqDOgQh6ubv+Enpn8b4rA0l7Z4EtKTE6RMp3R3vhKAJosZT+/3Xwpb7zhSnhcY7nr6LqrzECsP7PucVzjgoAXpmDZ0fkERBKWT3WZZulOOGa0I1LLmh3E6y8KdPYoRhERIg8aCKZ70KRll88Hj4OLQQWECjyzHgcXgigUT9Qhyvr0yRb8d/sADhfXpgqT46+s+0nuRm+kL6nX7M8bEYbIFZ9v8Awq1atWrVq1atWrVq1atWrKw/1dEBKeX7AKSuAd8X2Lf65s7luMG+zrRNcsL4GAoyeV/9fWZn2oRoV7HbM+D61kMFrsOJifPfRu4/WJIUXO6wlEOYMNS8bNz0cEpZ0514hyesLmgmB5IrnIG+Bbbwq3slfFnvvV0Ab4kBBz1nGKfUigEYgL1WM+z+wmiEIoD3GF+x9acYDkVSG8YzfP4P2J/+f5/VhSIAxDG+NrggBlGAe1Q5/wAcuh/Q2tk9443BxQbiyCDDffAoCQFGco9a3y05K0ajJu2whd/+A+62TR4TBOA5qJOppN+H5/efKYIBHGNmdXE89vqcEEOCy8A8BjdRjDwPUxzBG/wukonkT0y4nPIzvt7m/wBZpnXgiFmcY+HE4V4i8KNESAuEfnx9KMIEJX2KJ9z9hGEAMr7MA+x9aJSKgzoEIerm7/Zn/wCf5/V6IxWUlnKEuXgCJC4xkxzAFNVVKpRPa18Y4fKi5yqrSsCZxkeOABsB6Ah8ANcGXI+ZaVgY6331/wCA+ZyBlBIBTQ41tl4TqJjL0RGT4ZeRCoyVmSm5zqAKqRe0DAuU5VWzJ7KoY+c0l4IWISJqiY3quHHASEEh1hzc40Oy8AERYBKoZtM9TDn9h8KW+84Up4XGO564As9atkDNV8h8gClhQIUNBQ403+3cgkgAkAMzRQjEZlekBI5YVn0Pne39Sj10d0RnpjepevrCHK+vTJFvx3+wAOF9emCpPjr6z7Se5Gb6Qvqdfsz/APP8/wDynyYElEBcbeWxBtQEhysAnNFWXgcoOWsq/H6CMVSZ7QFfjt4QmEMsURcqzJk65XzFICERgY5cYeGxgoTstBKw5acuhK0hu40Vkg3DwuzRr1ThZPBo6nFK9k9i2NpvE11JwUrTpEdJmb3p+euBKKAJUxetG9948HFK9k9i2NpvE11JwUrTpEdJmb3p+euBKKAJUxetG9948HFUCPEir07NukkJ6i53rlpAxyAdOdyC+DD4FGNAz06yccUr2T2LY2m8TXUnBStOkR0mZven564EooAlTF60b33jwcUr2T2LY2m8TXUnIFo0FiabN4VjizWwJRQBKmL1o3vvHg4pXsnsWxtN4mupOCladIjpMze9Pz1wJRQBKmL1o3vvHg4pXsnsWxtN4mupOCladIjpMze9Pz1yQayJElnmbyhfmHFK9k9i2NpvE11JwUrTpEdJmb3p+euBKKAJUxetG9948HFK9k9i2NpvE11JwUrTpEdJmb3p+euBKKAJUxetG9948HFK9k9i2NpvE11JwFdguGROoy7PDLwJRQBKmL1o3vvHg4pXsnsWxtN4mupOCladIjpMze9Pz1wJRQBKmL1o3vvHg4pXsnsWxtN4mupOCladIjpMze9Pz1yQpZBohmzQ1dbAz0KV7J7FsbTeJrqTgpWnSI6TM3vT89cCUUASpi9aN77x4OKV7J7FsbTeJrqTgpWnSI6TM3vT89fRP/z/AD4MBK0JTqlT7v1AwYMGDTRCEUB7jC/Y/Q1cAxR0nR/fAhA1irhBIFZnjHBs3Iw6a73n/wA4Hr7MoJU2038sUShOcTg/p/TgzWQKKocLgL1nzwm45gICzoojnBzLBVpyR0YU3w0x2jYmrcpzoDu8LqSMU4H9hCVAEV4NFiZAlXOOC7BUgPq/efUCGIYRK9Q2bcMosoPiKc/D9/GfpYBWjY6bMnev76+tGECEr7FE+5+wjCAGV9mAfY+tEpFQZ0CEPVzd/sz/APP8/wBm9H8NLAsA0HCATyciYHaL7cGOTcAoxyikMzib1qBl2s5FzHHK8jQBIAoXt0ZXCuRQADsoM9a5dwqUoOxRKPd33zWekq7oZ+XiQo4JPFBnnOeFWOBADB+xrQ8ifI8/1P44sXyKxPFD63Z0ZCkRPJ2dfWCBBOJlM7Dv44dgMNBXZ9/qKPXR3RGemN6l6+sIcr69MkW/Hf7AA4X16YKk+OvrPtJ7kZvpC+p1+zPDC6BQOxOf6n8c/wBT+Of6n8c/1P45/qfxz/U/jn+p/HP9T+Of6n8c/wBT+Of6n8c/1P45/qfxz/U/jn+p/HP9T+Of6n8c623Cxas+X/yH1hDrgq4YiIHLR/5rQkgd4D6mRQpiGLnp6vz639aKARiAvVYz7P7CaIQigPcYX7H1pxgORVIbxjN8/g/kZ763Rp1Sag2IYbR4zJADjG5NXE89vqfUwCtGx02ZO9f319aMIEJX2KJ9z9hGEAMr7MA+x9aJSKgzoEIerm7/AIeeigHgnopn/Z41WNKIEUZ7PvjTyKQlKDZjhxl4SXNSMM2jby6hOIc64OTMaCS3eXjVcqMgjhUesXyHHIzArAsmZnqpvM4gQiik6LWvqYu+CYIATGNuN3E8dnuORmBWBZMzPVTeZzCWW9BKynifKdVFsjJaJcx2GVuWzmQJKxQJQqGCBS96YgQiik6LWvqYu+CYIATGNuN3E8dnuORmBWBZMzPVTeZxAhFFJ0WtfUxd8EwQAmMbcbuJ47PccjMCsCyZmeqm8zhQBjGbah6Qya3gFBMEAJjG3G7ieOz3HIzArAsmZnqpvM4gQiik6LWvqYu+CYIATGNuN3E8dnuORmBWBZMzPVTeZxAhFFJ0WtfUxd8aGVaZbYVcGpmkueORmBWBZMzPVTeZxAhFFJ0WtfUxd8EwQAmMbcbuJ47PccjMCsCyZmeqm8ziBCKKTota+pi74JggBMY243cTx2e45GYFYFkzM9VN5nEtEANZiqJoJKXW4JggBMY243cTx2e45GYFYFkzM9VN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QDAOAMCDAMEIDmDdoJATGgJBBwO4Qcal1w4TLYMEjkRiUGK16KHZIyKHaBBBMA4Gpp0m6YvLz4ILNQ36w7DOBS6MKNvwcMEAwDgDAlYngG5uvCQZe+MdQHATQTJCADU0MCAiCQAhQAaYg8KQTtCdYdkjIoQBKCBuuCgNCU9G6YvLz4JVZeUk56E/+hxx2kNhXKahgAM3Q9ZpHkJp5W6bxiGi1XBYYDH/ABZDIb5V85nLToxlrh0LZzWO8g15HGJjT0imcdTwEPeTsKdhTsKdhTsKdhTsKdhTsKdhTsKVMrhnYU7CnYU7CnYU7CnYU7CnYU7CnYUuYXDOwp2FOwp2FOwp2FOwp2FOwp2FOwoBK8YZ2FOwp2FOwp2FOwp2FOwp2FOwoECIICBqv0PWt3aWlBc9pbUFz2gaoByOz6Nu/QuEWyp07oSAd7wtmqFnltFYs8toAhZJ57Po279D1rd2horAor32gsrAMr32lVEGdFrs+jbv0PWt3aWlBc9pbUFz2gaoByOz6Nu/NGUY8y3uuMGCgocUPpFUsW7rXnBZYEsUggyEkuUXRpBpCrRwYGywOFzHuDDrjLSgucDZYHC5j3Bh1xlpQXOBssDhcx7gw64y0oLnA2WBwuY0PVq/ktKC5wNlgcLmPcGHXGWlBc4GywOFzHuDDrjLSgucDZYHC5j3Bh1xlpQXOBssDhcxwZTahv0lpQXOBssDhcx7gw64y0oLnA2WBwuY9wYdcZaUFzgbLA4XMe4MOuMtKC5wNlgcLiQaOq8ektKC5wNlgcLmPcGHXGWlBc4GywOFzHuDDrjLSgucDZYHC5j3Bh1xlpQXOJrcXon7/msWWEiRQ3B4gPb6yM1JbUb3vMLQ9FED5wACAgP5doaKwKK99oLKwDK99pVRBnRa/UgCASA6HH7wEIABZJ0nT8H6HrW7tLSgue0tqC57QNUA5H66+AqOtRxzuhXVQ1lLH1Yihvu5xPAFHQXj1EvYkVvAhdbp0/B+hWPAq67xAQAkpqddmqFnltFYs8toAsJZawj6Ar6rlhgWCf8AF9AuCw3DFozz4Z0/2ElkIcZOPUesKMnAOIesJEAEkqhw+nT8H6HrW7tDRWBRXvtBZWAZXv8AciMGbUDsGBvnDC7WvpZiI7HVGGEOKv7ERA0QWU/VzXZDM2Bvg86E1eQ+cIQhJNknXYdPwfm5TgC6CB+dSiy8TI5PW/kL0rVF1mFCZEeXaWlBc9pbUFz+pMkGmXfx9DzQqN6uPh6wXCmW4RLMAZ0AHqO0NRqoPbyj4IPU/WESWaQwIpFDENp0/B+ZdrSniAqhWhlnwcYC1AMASmNRcg5qZFmNEQwCJDMVFLgQtHkQCOAVlAETm+MVcAWpxUtXGAInN8Yq4AtTipauMAROb4xVwBanFS1cYAic3xmAUaHnxzFS1cYAic3xirgC1OKlq4wBE5vjFXAFqcVLVxgCJzfGKuALU4qWrjAETm+MwVASD3ccxUtXGZJw1g4fw+c44Xa3EmSAaMX5OuP4fT8H6HrW7tDRWBRXvtBZWAZXvErBZ0MWPNxSJULdgfi9PwfoRiwKGWBcAAgINgjXZ2lBc9pbUFzgGJHB8/xun4PyRF3LuOZ0mcKOVl5R6MUQaIPEfd1rd2ioWeWzRmDFqKxZ5fj9PwfklEVoPjB5QUGacKBADAHxPu61u7Q0VgUV77OrIAGcArhMPEBrCb3H4/T8H5L8q5DOvJy8nlgPBcHiLJafTFJYsd43ekM5GAyBDQxhxHNTA8wjCQGBCWQuHuSQSmYAjhMO1XCAsmiF6xlNxWhiOgR5wFk0QvWMpuK0MR0CPOAsmiF6xlNxWhiOgR5wFk0QvWUE15DsR0CPOAsmiF6xlNxWhiOgR5wFk0QvWMpuK0MR0CPOAsmiF6wKpR3R0CPOGWKOnCvaF2GC4g/j9PwfkiuKVHKhQROCY9IDiAwB9LWXBWgYHoRAZYWJgcnrfyF6F6kMvMCEgI8u0VCzy+8gDIDS4UmFGGifH9gyyWmm8E+0DMBB+L/IRGZiX5HT8H5NLTAiOAI2p8xmNIKkJne+7rW7tDRWBRXv9F9wQZyYwZG/4HUUEQywc1DyUHzsfARwK8UjnVeiddwR0GgBO9BQ1lrEJYbwNzd+T0/B94YUgmBsit87rLusu6y7rLusu6y7rLuskkwCk1e48Ni6cKfCyHvDT1UBg/eJaoNmlaxkYE6obO0oLn9ByjAbgCqXwEZJwG5cQYE44Xa3DhQkYHJQoXApQwWPMfmdPwff1rfhwZwICeE0iS6ZeIDJU0LJT3qaNQlEws6wDlYgHI5YDw+nU9+x789tBhyBcDBz+/rW7tAFUUIw1+6hAFyFYdD1+5kYoWvzOn4Pv61vw2IDuO6HzcIGqwggJHK1gRckhgTSy8YMkHAErIhEgROXa1gCAbvp1PfsYGNZZiNIBEuAZoI4o30vCYhFAIH51KLLxMjk9b+QvStUXWYUJkR5dkwrQLI6cpPUABmz8A/QhCEk2Sdf0XT8H3m3xNQIdpHzKAatN/39T37HjhqAtEb4aZONmeF/QlAmWQAIYA8yMwFqAYAlMai5BzUyLMaIhgESGYqKXAhaPIgEcArKAInN8Yq4AtTipauMAROb4xVwBanFS1cYAic3xirgC1OZxCAd/ThOESCtd2P0nT8H34vpeh4/RaeLNkkfQwVZfliWPUStlgxcYExIxOFzUXbMTzXMHlqsZ2PHUQAGHBhIocGB93Wt3YmUFnEEv03T8H3mnxFwId5HxLAatt30EIWGD5TOzxAdGAYsKokkT5wAcWYu3veYTOBoIIHzghRAAAc9jICROSRnYX3jFgUMsC4ABAQbBGv3gM8tIaAj/Y3vkxs/5+m6fg+8oJE2SRudhTsKdhTsKdhTsKdhTsKPLbND/B61u7AhrKgRxAf6fp+D9D1rd++wQBYxo5SKcm5/p+n4PzXUAQAVAzkYDIENDGHEc1MDzCMJAYEJZC4e5JBKZgCOEw7VcICyaIXrGU3FaGI6BHnAWTRC9Yym4rQxFb2gWmB6fqOn4PzTeii4X8wPQiAywsTA5PW/kL0L1IZeYEJAR5fuG2ILCHwfqen4P0PWt37RkQKG8aPuoSBUtPT9T0/B+hMNUGjStIyIAdUfqBmRiUMSLIGoOyv1XT8H6HrW7EV4oQ84t4dLyis1Ya3b85pz08c+w/V9PwfoAoJEPcCT6QgSCwf5YI2WTzdv13T8H6AG6zHfXxFsyQApNE6mRDoAEAPKd5HxO8j4neR8TvI+I3UvIjC0rep3kfE7yPid5HxO8j4neR8Q5QCd61w5zvI+J3kfE7yPid5HxO8j4gedMKw3rpyneR8TvI+J3kfE7yPid5HxBhABXrfDlO8j4neR8TvI+J3kfE7yPiN1LwIwta3ud5HxO8j4neR8TvI+J3kfENLjYOjrSd5HxO8j4neR8TvI+J3kfE0YeQJ+U7yPid5HxO8j4neR8QKg8LKuX6HrW7tLSgue0tqC57QNUA5HZ9G3foetbu0VCzy2isWeW0AQsk89n0bd+hOKAIR5FwAAAAUANNmaKwKK99oLKwDK99pVRBnRa7Po279D1rd2lpQXPaW1Bc9oGqAcjs+jbv0KxtNtwAnE6X9p0v7Tpf2nS/tOl/adL+06X9p0v7Tpf2nS/tOl/aVCuT/OdL+06X9p0v7Tpf2nS/tOl/adL+06X9p0v7Tpf2nS/tLhXJ/nOl/adL+06X9p0v7Tpf2nS/tOl/adL+06X9p0v7Tpf2gELBc/jnS/tOl/adL+06X9p0v7Tpf2nS/tOl/adL+06X9oWXAAcPl/2NwoAAHC384cpRATssAkiObOIOOtZ6l8w8rTzhO/TZCgZiGBTV6743tLIpO/SEhIyrg+dkOSbrSfs84y3g4BTKMuKW1CB99iMhWtN8b5FAYTx5RFaegWyhylEBP54YwBDLUYLDAQ2S1kvIFw5KANaI4+AhwWG6UTx8TskAGdAEJDcLhQBLGb6PHxMKVRFRD302VxNorAcuYXAAKJWK5wj7uAFsQQYiwz+IhJcYe7cZvWIbPVXOCwwEP+/RCyMvUALgn/AKfYAMSHm94+g3SQsqMQzo8wIHAP6hBJRTj/AML/AGf2CSVQwWc75rHKD+ZTZIAkzlmBsSKWDxQhxl+5eP0jcDhUVY95eqs2p1CUyuXgbuUYjeBNF6HSGSRhbI5pxQuAAminUCNffsesJI5AkiMTCICZMn/gfGIJRjAMcZguqaoPPfDgFlUEA+ZhKUcWAE+KzNOCmnLzGm4YeS+pxOUSCRQsR6TBpYXGMExngY4QVHVMEAQT8WgMcjpNS2qbfj/8A//aAAwDAQACAAMAAAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA0BkYQYwWeYQYsssW8VccsIEUU8gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEMEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEINCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEs9CAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEkgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQc0lCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGEEAAAAABsIMAAAAAAAAAAAAAAAAAAAAAAAAAAAAwwAAAAAABhQxCAAAAAAAAAAAAAAAAAAAAAAAAAAAAdU0AAAAAgAAAAAAAAAAA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dgdFVWiIjRpxv4f6P8+ChdEd9BQPUJNrOlEQMBw7joTW7pjujQvLwz2A1+L/AMeAQRwLnaH/AFpgqhmZ9NKgEAnSH/Dw+z28pE2VC+z/AN/rhb4/gNRWGYR4I+8Gvx2l0iwXgQb8RfecayoH6wCDOtuEcW+a+3+u3iqfxWJe7uR8D41+R/zWH8kN5FPn4tKNmGf7+/FxQ4KpQAdV10Akkwj78vfwtRrmCCSd8vgowjevYCyPo+XOPwP+aZDfHoQMJvJeLpjY+1EzXqMuk1+L/wAaZxUFfbQi3dNlUPy+NMnSkZ76JEtG9X/arwskISGQbB6w+DyQCsooffXX5H/P64W+J4Vluyq/CPfwFfjtNr6EFN5eh1ccFLcIH4TX2XXxJv8A89pcUNAqnAB1XW13Nu2c56/m6Gvoeh5HSgVmEyovuq6Ozdwx3Z5HCg4FQFhADgdpPB+tifNiiWfGlapBdtmP+u+jBDwgAgDoGkrpABcHRm9+E1W5BAVyV+Cr6ayqH6xCTGlAqgGVfDIBJQUfFgKhSO+dDc+j/I/5/Wi3y0uKJnft0Ime3U1LzKEGIfAB6BpMY0CVBXrgD20GRb8mGzHzb505g99DH8afhdP2XXxJv8O4I3qU+fi0wFwM+X96J3dJBkccl78zSipDAwLMfWPw+V3UwVQBlfR4uFSax0CVAr1wB7auGAy3Kj8ro1DLBYxp3inu634VxbZr7/476Dy4FA3E06qjEjFo+4j6OvpOugwVaVyioHUTup08NX5H/NMUY+lpoxDZ+ff8D/nj9ntp5wUAJijS9SMd/wCqFuY9ok7CvJ4Zjo+T/edfgf8AK6Q4vBFAomvwumSpJnNCvaH8+VN+0l6QSSYCe/L30pZFDJuL0wmeZ1PGUJrPef4H3nhqGCqizAfwJ9tIGiwd6U/ke2nJDwqkADqvhVithKQp2ons+Gr7LroqqjArBV9gX0PB/wDSddPyvg6vyP8Amiq3fc+V0/xzr8D/AJ48KUmcp+3P20hvA2pHsxgu69D+kC1AVYHOkWH6TFR7ocCd9J1PsUAVdwezoWg1VE7PnfdCwEVgJX2BfbWdg/WAIZ1+V8H8Lp/K+CmuGOY77j4D21+F0rhjnO+W+A9vLyaZmEYFkXvH4fHUKJUtDvW/2q0gdRm71v8AK9vBgKhQO+gmrI6ffpqSpZnNAPaP8eLd+oShEJEQF+T1npr8r4OowQ8KBJE6J4dlQEyKnFnjUAb6G/wtFhEOVCAc52G/Dm3+jFtqYT2zN7a2Fy6U26JnfSs9i2gcjhDc/ehUIKsCZcr53z5aEeqLPytA1YE7AST5/jW+DDzht78/fwcgVUmUgp0wp6Lr8rpA0IoXYVm2BnGes1GUsbupfD82gArc+8Qm++mdjAGKIL3E9uz4RQbaZTtsEE9PA7F3TPZmjyQgrWJmP/wffWoOLgUDcTVd2OnA/wC/fSmGNSYkT3ia9ungQxkBlaD+XzrY3tDejb2/3r8LpMKCE2q16qj10bndOpr8B7awvapp/K6fsuvmKFGdg/SiKY0KSeM6Vh1TOOL3/pBabxbdgroswpCmIbBQikcy6yUMEDAuVtVwnG753yqGJEZBlL3h8GlsDhuBIz519l18T4GEErocSFKTADU65E9R0jWC0YhG2M5nT9LIoGs9yvb/AHr6/r0UxMIyhMvavy+R9uffLX5XxdT/ACqGawCDOsVgyzADN633j38Pwun7Lro5AqpMpBTphT0XWbRpgiDHP140hCgCK642DBSgF9ZNTWFxM4RfYD2PIBQ6qjEjFo+4j6PgDJAVdbcI4t819v8AXbQyOCR3Lm4npzy7TP8ARi0FMxO4m2lyKrEZgyBRkLq9OsQMOhy9jQbCoUTrHJ758D/Xva9pJgE617ct2aseochJ1djmaEIU41HA4u++56caEj2I5ElJTfN25k0kgoKNTE52N9uc9HQhCnGo4HF333PTjRgAJBFnkOT0dGSUgamObY325z0dCEKcajgcXffc9ONIlwc5ClJTfN25k0ZJSBqY5tjfbnPR0iQiSE4CNO9xNtGIAECLO8OT0dSXJ0bCRzIOcX9OsmksWLtF3DGnT20JHsRyJKSm+btzJoyakDUxz7G+3OejoRDNnxf1q4UEwIxR8iPvoySlDUxybG+3OejoVAozUcuLvvuenGjWEIZHcePXfjfwVaGHRJBGl3yWL+HQkexHIkpKb5u3MmjJKqNTHLsb7c56OvZ4m24vf/HfQiAIBFndHJ6OjJKQNTHJsb7c56OkGrdK4JjY0SxvN1ePYXGAUlOLgmbNZ2qxQi525JnJkujkw8MBOuM5yHc30DgGpfYHXC8W8aSQUFGpic7G+3Oej4v/AMj/AJrC8rmgItIqtzvJG5btOM6SQUFGpic7G+3OejoQhTjUcDi777npxoSPYjkSUlN83bmTSSCgo1MTnY325z0dCEKcajgcXffc9ONCR7EciSkpvm7cyaMgpY1Mcmxvtzno+RSH+pggrDo/8GtWrVq1atWrVq1atWrVlYf6uiAlOr+EM2HCjYXfu7azCTWABkGp0x18F7g1IPh07JAnBMTt/wAeZ99l10nvQEls+2Ht4fX9fg+HUpd5Ob2Uvec65K2pd+Pvh7+H1/T4RoNvANI7FfbX+D/fgK/K6TE3DPk/XlfquQKqTKQU6YU9F1+V0k6SpnXH7UaWxOG5AhfjXM0xLlL25e3i0JGYDN8YuDuyxjBHsSXyb/8AI/5od4RtgYfAaFJPGdKw6pnHF7/+CLfWiBOGCs+V0QpEwy1GbSO4GHOowHsw1EV5MIPbSE5CwxwREt5uNtCLbbK/UbG63UIkYAQMBnQJ/O+NREzl3IZMIs3c6DYSrCJinG/8L77Lrp9f0+FVD3SiRMaZ5VJdEFIXIyDDmu//AOmqh7pRImPBbE4bkCF+PEM1QBIqCPej8eAr8rp+r6+a/VfG8uxnsevr+vyyHhYIAxJkZn/3TyJv/wAj/mhojFbn8gT76GRwSO5c3E9OeXaZ/wDAFvi6kCDYAP4aAy82rVFO2XYHYs3SiwihgCqkhzhjvqiQrFQsgVV62dDq9o+EBaKUQ6nGqFhuYmz3/nfCdUBHfZoeMz6aFD2Nrmsg719X8L7MN9S7i/D37a7H/JgCz28fr+nTBwZAdKre7E/75blKR9P/AGeAr8rp+r6+a/VfXyms4RYew8ymCARxjZna4nXl7TyINX5H/Nff7tCKIQDGEudrm9eDvf4hYSWEBVFKhu+EEOtIgigLOp/8h9RIQGqNU3AHSc50oEFNLeRXJd2/wvvyvkloT5sUAz40MEWwJMduBV6hznyuDqMwSOz/APY6ngK/K6WgUhyUZ6bH2fB/FjdBY0U7xT3fI++v6fMKW+c4Up0XGOZ28qDUpWBm2CovauptEO7tt8D40KSeM6Vh1TOOL3/nFilH2PVoawjmHHH/AE060FtpCjerLjSLbhmyyd+IJ31C2PpDmFYwPRDjOBMT5LBfWX3NR1dSpQRTei7+uqr2CCAUStmxJl0rRSUaQ1NBozcjp3CsoW7BLwBjN0IbJ1YIAjl6sTnUAEILkI90uTqajub0IAAtX8PcRSCNhV/hV4yzo0UwN3vGghtOTktMEcdfIVXIhIK5VHnN6J5fyvlkawXJiEdsZzOn6fMKwowoSsFe8A9jX5XxRT/entDam3v/AJ8Tw0zjYKeyDrKwZrEAmPMshgtdw4mJ688G9x5QalAi3dNxKH5fOhkcEjuXNxPTnl2mf4hdulBdqzZvNfSf1pH1wjYJZmWbeFQiVJR320zK7D3sKHSamLIk4DQb4Jo1rK1fb3FXDqSarublDObmELoYQABwadVnpEREA+hpQqSdBqBEtc86j3QVYVrv3dOGVRiG5QNHLs7Y20qN6BxVwNjyWacclCKCESbcaMGcZzFFN87GXOsqQUsADf8Ags0C6USOhDnBdG5OIZ4t9tNZYSschVctkzvsfwvh3hjZQw+U8qJCKoTgkad7ibeZoGYowLIvePw+B/yuna/tDem3t/vRqGWCxjTvFPd8j5bA4bgSM+fOpggEcY2Z2uJ15e0HUVsqE+iYns+B1Qq3dR8PzeRQIohAMYS52ub14O9/kFivr+nw+x6tDzZR5psZazfGLo1ZgLAyYCx3jZ0joiQKBuVOi9drh3D8qB3LMT1dtf40S8GlLgFxEaUUuJm51EUGgW4Vui7DanR0coybAkxCO4H51l+akMClS5UGXrWC6Htf2HOdZ2zw8/yPhBUHMemzXG4j30aHgs72KFWBty3/AIX1UiXdnM+F8+U90nvKzeyl7zn+B8f8r5l9qfBDlfHpki30584pb5zhSnRcY5nbx8Cik46gD4+LTQCnkyhLOE48VApJ4zpWHVM44vf+MXZQcQYLij08KyWBhEo0vs8KpEoSjvtoITQdAsEE3AuD0jY6aRdzusiWOiKtM6/9aru7lMW7Y20ltlCrla793UUgXWBg30OFUsLFSKVC5yFy9dFdaOCe4rg7Gs42pCwrsdx2dzrogwoFnVSrxu8fyPtmrqWpiSMu6G+ocCRHLykA7b+/+Z9PRrBcmIR2xnM6fp8+Gr8rpqxCkLARfQBfbRXKLHyT5FAIxAXisZ8PnWQwWu4cTE9eeDe4X1NRwiw9h4FEjjUSNE9EHVfLQ+Q0TeLgcMvgMjgkdy5uJ6c8u0z/ABC+dtws28voa+0/rX2n9a+0/rX2n9a+0/rX2n9a+0/rX2n9a+0/rX2n9a+0/rX2n9a+0/rX2n9a+0/rX2n9a423CxbWer/CRfMItWAv3OrVHEpTGbhn3DwXmDEg+XSHsoAMpDRLkcgcaKpkRsNcqhzi9B0gUigs4DSPeZm2jAzIrIluZjmLti6UUQiuMJMb3N6cPaoFIoLOA0j3mZtqpC4oIBFjMisXbnlRRCK4wkxvc3pw9qgUigs4DSPeZm2jAzIrIluZjmLti6UUQiuMJMb3N6cPa9meiHyZXs3o3MDMisiW5mOYu2LpRRCK4wkx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--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: 

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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iJrlo2v8+z5R3S3UOya08FUDBRa0GVOLxxVx0xCcdnyjulsZwfsmj4lODIHzVPeUx197Z8o7paT+l320100OeOZ/yrPlHdLYzgqqoodIjwVawpRvVChoWtngiYRbMlUzUEZYK6QWjLBTEJ0DVkHxV67GCz5R3LqmDxVk0udVkmCr14gtsw6nFOfJ1XAQgbpo06IjRrDJbHyRhu5EFZZZqg0DjwUbtyJn1WR8tOR8tGSyPlpyPlpkt+Wmbp8kGgOroGroLTTxQhp8tOR8lZ8o7maA5wuiJCGYERA3hXpPkpzleCkBUiERSRmpg3SjJhG7AIR1s1IOeioC2R73WMfJUaT5lBxETpdacfc2fKO6Wcp+yEKdyJGazhGs8FmBxWaqgGCnmq56fHFXRtt+ui611HZJoD3a3ioFXDKUOG/xxCcdnyjulp/afsoLQeCuOBRDKcUK5IGFdbArVBh8lOnw3YdYgKbwPkVqN+q2o8lfzkwq1Ay0A7xpr72z5R3S0ECIO9CpUIkOFUWkrgFnRZBBpJQGnWcB5rMu8lqs+q2vpph1FfPy/wASz5R3T8lSkqpqUeCmMkICJNQFHw5K/wC0AqpMkqGsjzK2o8lU18VeGUSg501R1L5Ra2zq4zmmkDIQmxmgIpjpiE47PlHdIrmspUmgcnQocYBW0XeS1QPmts6A7cUKeaqojgvZt+HTfH00Xdypjr72z5R3TDsgouqAQGhVbXwV2DOgBRCl3GEGFgohUquiZM4BeBqrwZ9R/i2fKO6Hv+JrwB/CECKZrKfJbP8AC2W/VCmXBbOfFEmD4Cq2GdforpYzq9EDdp4oywZneoDQfNy2GdfonflsyHxefgthnX6LYZ1+iGo2IPxeiulrB/69EGhjKfv9F2bMx8U7/JbDOv0Wwzr9FsM6/RNljZje70Wwzr9FsM6/RdmzM/FG/wAlsM6/RbDOv0R1GxA+L0Wwzr9FsM6/RM/LZn+rw8lsM6/RbDOv0VGNzHxei2GdfothnX6LYZ1+iswf0jui9Ff9Re/4mvAH8YTfMN3pouwx79n5JrHVYL1PmmE8MDNcaroifBNf8ReQf5VmRm9ku8cDGxMnJNYWw3W1fFEuzbZAjDeAgmzJn9XmnMbRpuz9VaNGyHUwW5vEm5P9pzG0abs/VezjU9pl8lHAkDS0yaOFPmtWtpMz+kJr/iLyD/KsyM3sl3j3ReiuGHKK9RQbFB44QTuV+KqWjBBQbFB4oSMsNAi2KHxUDATGdEWxQ+KuxTPNQMtNVe1pP7ir8VUtH/AjBZ3ZcY1kDbBlw0lu5az2jzK1ntHmVE1RgimavF7bvGVaCkNiFDXNJ8Cr14XeKFRXJAX2yfFNY3M/0osg2A67Xem2l2B8QO7/AEKw5lc3uoE+8AYaM1alljZ0NX2hX4e14UKLt9s2fn/8U2zeAQ2z1QV+KDMpGSsTZAB14RG9O/D/AKnz8lZsP/5Az/SL7ovTn80/lEIOY8tdehxHki5/Aqzn9P8AoMWglSxkFF8VKvlgleyu6nBNkbOSi0bKN1ueavMZBXtI1spTnAVdmvZxq8E20b5HyQc5td/ivZtEA0PgP+3P/8QALRAAAgIBAwIGAgIDAQEBAAAAAREAITEgQVFhcRCBkaHw8VDBsdEwYOFwgED/2gAIAQEAAT8h/wDIAgP84CqHbXN+j5k+kRg8JuSSnmLXG9XNrqbcOajY060EcPJx9EzgFrljyhBatZWBkzhIklUyz5RbSQTcxryhEMkYgm7hBR3BQkORAtXCBgwxftTwYRNFHdHnIlsKhWPU/uU9U9F0FXEy2O44OikSyNPClF9Wm+f6m/C5Lhrhze+br5S8CtCfkAMmCljUUDmKHpBQHDe4wJtpNkbOo0TunalIpWl1wjyyREu+nGYKFdkrXpHCxprV6UY/uAtd/EUB4fSORkIZ/t5wYuo40RTrzhoCxgFAXCiPyqeZjByirfviMRRyD+UUZAoiRScM7KQBQuW6VrY4SK1DLBqGEPMHRBDrcFb3z0g1XlHlkiJd9OM+Au2sYPJv5wYuo40RTrzgCAkEg8C6hKmRBsOH+pjByirfviBhsw0DG43bhPUbBCY4IJRdxMMxFNhMOzNYFQAcYlDGoZLvBW989INV5QJ3HLV0cZhiOQE//iq2Qee5/UAhegCHedoCUTBIuBfMzuvc8znx268wLGDJAnedoSLkg8wfuOx55lDzQshgD4Qv0gC/XWsHpEkoSDXnAM9wRY3zGgKgBWgc9Y9skAqA8p2eEY8xDz6Xq694AkBc5Aw61DTBCAIOViV4JANFJcQZ2gEmSMbS1lOf/pK15pvAqEi0DmMGYwIwRAkzvcnBVrtKU4jT+ThM0Es3ZjYNEsk4A2EAQbRO8aAkEHA8CEYWZXEtBw+hP5ZNocnAQTXfvMasgYDnYxgZRQRDBMtsTi2UKxbwCmLBRQgA2oSLBenWWocLgFwk2bku/AWMHJIgxaDM5ZdZZSMhtE5MaAkEHA8CEwmhQS4KscUQ9RGBlFBEMEwls9DULj34ocTFgooQAbUZZAEgHBDEShnQAN1q4HIYEsjthQRKAhNqJk+biEERiGSa5llIyG0TkxVBkQR5BOgUP/gsolBABKifECdlDqpXWgtS/tmPQGA2Inp5j/TRUSGt/dGNBUChAQlj0UOD9Mg5c+8vtscUl/XvC04JYF3H0KfQp9Cn0KfQoG5zIKgGRNzGfQp9Cn0KfQp9ClzC6Z9Cn0KfQp9Cn0KES/KGfQp9Cn0KfQp9Cn0KASvOGfQp9Cn0KfQp9ChERvdM+hT6FPoU+hT6FPoU+G4/E/J86rMgJ2Z121Bd9RaoD3OsNUA7HUWwgOt6/huPxPyfOqDIAltxtrViz21EMUSO2sBCyT31EMiyF76/huPxPyfMkMQZ2EZANwSNGA0WE35axZWAZX71VUYY2e+uqiDOy31WKZdU1Xtr+G4/ElGnYeTBTUzICdmddtQXfUWqA9zrDVAOx1FsIDrev4bj8T8nzqgyAJbcba1Ys9tRDFEjtrAQsk99RDIshe+v4bj8T8nzq4CyFhN+WsWVgGV+9VVGGNnvrqogzst9VimXVNV7a/huPwrNGdhyYBZDwhQx/cQEAR7ug9DBAFmhZa/sQI0aCyZKQASQCCqPSV7hIui8REYM2oAJIBBVHpK9wkXReIxcbgeeYBlkZHEr3CRdF4iIwZtQASQCCqPSV7hIui8REYM2oGEKcDb+KV7hIui8REYM2oAJIBBVHpK9wkXReIiMGbUs7iCiHj4JXuEi6LxERgzagAkgEFUekr3CRdF4iIwZtQASQCCqPSAIGg4IoeIiMGbUAEkAgqj0le4SLovERGDNqACSAQVR6QgmRXmYXtERgzagAkgEFUekr3CRdF4iIwZtQASQCCqPSV7hIui8T4bj8KciBzKn7EdY03Q9h0jQgJ9nUephmYtGwvoT5PnVBkAS2421qxZ7aiGKJHbWAhZJ76iGRZC99fw3H4n5PnVwGiwm/LWLKwDK/eqqjDGz311UQZ2W+qxTLqmq9tfw3H4n5PnVZkBOzOu2oLvqLVAe51hqgHY6i2EB1vX8Nx+JCNGgsmSmoGQBLbjbWrFntqIYokdtYCFknvqIZFkL31/DcfgSnAJb+bo+QxD3cU15G4ABGDjT8nzq4DRYTflrFlYBlfvVVRhjZ766qIM7LfVYpl1TVe2v4bj8CUUhgLeEa8pQNyArho/WN8x+9XyfOqzICdmddtQXfUWqA9zrDVAOx1FsIDrev4bj8CaScIgBxkEkNZx0gL2evHQCEgoh7HT8nzqgyAJbcba1Ys9tRDFEjtrAQsk99RDIshe+v4bj8FWkSCr2FZldatG3d+vASwCyWPKM0wOodFCv5hwTphZXXapVTU4tr+4Ao6M1ZgFk5rpFXAVucdLX0gLJzXSKuArc4TCgJMWYgLJzXSKuArc46WvpAWTmukVcBW5x0tfSESyRAmj894q4Ctzjpa+kBZOa6RVwFbnHS19IRAghQebaKuArc46WvpAWTmukVcBW5x0tfSAsnNdIuCEcODZ4jpa+kBZOa6RVwFbnHS19ICyc10iZCM7rH9R0tfSAsnNdIq4Ctzjpa+kBZOa6RVwFbnPhuPwWGdK4DrtKlYgS8IQFGDuwMIAQw2Jgd1OVnsAkN/DhyEJvBEdfIT5PnVZkBOzOu2oLvqLVAe51hqgHY6i2EB1vX8Nx+CEYMKFcwQ1XYNhzq+T50bdh05gsQYEkKmP51qxZ7aiGKJHbWAhZJ76iGRZC99fw3H4IEAAuDk95W+iSA3QHV8nzpkMENPiAPIAIGx21iysAyv3qqowxs99dVEGdlvqsUy6pqvbX8NxqCCWoHvH0KfQp9Cn0KfQp9ChuOJCnD/U+hT6FPoU+hQ2nASKbfc+hT6FPoU+hT6FPoU+hQRQAAAAG1/8AAKQobA4NpdUreoBR0ZqzqOjMgJ2Z8AGL0gIAEYOi2oLvqLVAe51hqgHY6i2EB1vX8Nxq+T51ysQWM3OJiiNBF5tsPNy56EuNb7HEJCHLMRkAg8kN4UkAmJth5YgyQPAZHTff/B81z1iBD9VPSZ100L+k7xcer5PnRAix6HgaEBDhjbwAAEC4gliSOuhWLPbUQxRI7awELJPfUQyLIXvr+G41fJ8/4bgiUiiDHXn/AB/Nc9eEIZqAxKhEv2qZd6tS+Dq+T50ywCgzxMyRljL8oSgzFM9x28NgHiLKwDK/eqqjDGz311UQZ2W+qxTLqmq9tfw3Gr5PnxgAdxWkiIzEOFp8oUhT5MpiQYK72jQHITEsdjEIsiGZ9oCQidkZLHSFYSIbt/1Hw6WER5SsEivbf6SmkGCI/aFjxlCOj4iboWxXrPmueunALT3gynoU91y7hJYTEedavk+ZyhxrPi6IdWMSihjcyLGdjAUwI9BCGAp7wr4jsvG2oLvqLVAe51hqgHY6i2EB1vX8Nxq+T58ZAEqcRWzXOgiMzAOWakmAQpWIBIbdOkDAAiA+4YQMI9DQ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TradeStation Strategy Performance Report Advantage Pro - Fighter, @GC, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
TradeStationChart Settings
Symbol @GC
Description Gold Continuous Contract [Feb20]
Interval 60 min.
Start Date/Time 2014-01-01 19:00:00
End Date/Time 2019-06-28 17:00:00
 
TradeStation Strategies Applied
Advantage Pro - Fighter(On)

TradeStation Strategy Inputs

Description

Value

Advantage Pro - Fighter - Signal_Time_Start 0
Advantage Pro - Fighter - Signal_Time_End 0
Advantage Pro - Fighter - Exit_on_EndOfDay 0
Advantage Pro - Fighter - Strategy_Length 13
Advantage Pro - Fighter - Setup_Level 10
Advantage Pro - Fighter - Trigger_Level 3
Advantage Pro - Fighter - Trend 24
Advantage Pro - Fighter - Runaway 12
Advantage Pro - Fighter - Signal_Sensitivity 4
Advantage Pro - Fighter - Trade_Management_OnOff True
Advantage Pro - Fighter - StopLoss 14
Advantage Pro - Fighter - StopTrailing 22
Advantage Pro - Fighter - TakeProfit 0
 
TradeStation Strategy Settings
Costs/Capitalization

Initial Capital

 $100,000.00
Commission $2.50  per Trade
Slippage $10.00  per Trade
Interest Rate 2.00%
 
Back-testing Resolution
Look-Inside-Bar Back-Testing Intra-day 1 minute(s). Intra-day data from 01/01/2014 06:01 PM to 06/28/2019 05:00 PM.
MaxBarsBack 200
 
Position Limits
Disabled: No entry orders allowed in the same direction as the currently held position.
 
Max. shares/contracts per pos. 65000
 
Trade Size
Fixed Shares/Contracts: 1
 
 
TradeStation Report Settings
Display Periods 40
Standard Deviations 1

Created by TradeStation: 2020-01-05 02:03:05, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID:

TradeStation Performance Report


Performance Summary
Trade Analysis
Trades List
Annual
Daily
Monthly
Weekly
Performance Graphs
Trade Graphs
Settings
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: * { margin: 0; padding: 0;} body { background-color:#1e212a; scrollbar-base-color: #515151; scrollbar-3dlight-color: #515151; scrollbar-highlight-color: #515151; scrollbar-track-color: #515151; scrollbar-arrow-color: #787878; scrollbar-shadow-color: #515151; scrollbar-dark-shadow-color: #515151; scrollbar-face-color: #787878; } table {BORDER: #8E8E8E solid 1px;background-color:#1e212a; } TD { FONT-SIZE: 8pt; FONT-FAMILY: Verdana,tahoma,Arial,Sans-Serif } .title { FONT-WEIGHT: bold; FONT-SIZE: 10pt; COLOR: #ffffff; FONT-FAMILY: tahoma,Arial,Verdana,Sans-Serif; BACKGROUND-COLOR: #57575c; TEXT-DECORATION: none } .titlesub { FONT-SIZE: 10pt; COLOR: #ffffff; FONT-FAMILY: tahoma,Arial,Verdana,Sans-Serif; BACKGROUND-COLOR: #57575c; TEXT-DECORATION: none } .titlesection { FONT-WEIGHT: bold; FONT-SIZE: 10pt; FONT-FAMILY: Verdana,tahoma,Arial,Sans-Serif; TEXT-DECORATION: none; COLOR: #ffffff; } .titlesection_chs { height: 30px; FONT-WEIGHT: bold; FONT-SIZE: 5pt; FONT-FAMILY: Verdana,tahoma,Arial,Sans-Serif; TEXT-DECORATION: none } A { COLOR: #3f82c1; FONT-FAMILY: tahoma,Arial,Verdana,Sans-Serif; TEXT-DECORATION: underline } A.helpLink { CURSOR: hand; COLOR: #FFFFFF; TEXT-DECORATION: none } A.helpLinkTitleSection { CURSOR: hand; COLOR: white; TEXT-DECORATION: none } A.helpLink:hover { COLOR: #2c5b87; TEXT-DECORATION: underline } A.helpLinkTitleSection:hover { FONT-WEIGHT: bold; EXT-DECORATION: underline } .help-tooltip { BORDER-RIGHT: #637484 solid; BORDER-TOP: #637484 solid; BORDER-LEFT: #637484 solid; BORDER-BOTTOM: #637484 solid; Z-INDEX: 10000; BACKGROUND: white; FILTER: progid:DXImageTransform.Microsoft.Shadow(color="#000000", Direction=135, Strength=5); FONT: Status-Bar; WIDTH: 250px; COLOR: infotext; POSITION: absolute } .help-tooltip A { BACKGROUND: none transparent scroll repeat 0% 0%; COLOR: blue! important } .help-tooltip A:hover { BACKGROUND: none transparent scroll repeat 0% 0%; COLOR: blue! important } .Detail { DISPLAY: none } .Main { DISPLAY: block } TR.Main { DISPLAY: block } TR.Detail { DISPLAY: none; BACKGROUND-COLOR: #2e333b } TABLE.hiddentable { DISPLAY: none } TD { FONT-SIZE: 8pt; COLOR: #ffffff; FONT-FAMILY: Verdana,tahoma,Arial,Sans-Serif } select { background-color: #1e212a; color: #ffffff; } option { background-color: #1e212a; color: #ffffff; } input { background-color: #1e212a; color: #ffffff; border: 1px solid #ffffff; } #tt { position:absolute; display:block; /* background:url(images/tt_left.gif) top left no-repeat;*/ } #tttop { display:block; height:5px; margin-left:5px; /* background:url(images/tt_top.gif) top right no-repeat;*/ overflow:hidden; } #ttcont { display:block; padding: 2px; /*padding:2px 12px 3px 7px;*/ margin-left:5px; background:#666; color:#fff; } #ttbot { display:block; height:5px; margin-left:5px; /*background:url(images/tt_bottom.gif) top right no-repeat;*/ overflow:hidden; } #gridPeriods tr{ background:#666; color:#fff; } --==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: /////////////////////////////////////////////////////////////////////////////// // Global variables and constants /////////////////////////////////////////////////////////////////////////////// var g_cSmallestTableWidth = 512; var g_bIsTMA = false; /////////////////////////////////////////////////////////////////////////////// // TMA support /////////////////////////////////////////////////////////////////////////////// function ConfigureAsTMA() { g_bIsTMA = true; InitTMA(); } //------------------------------------------------------------------- // Override the function to init the document for use with the TMA //------------------------------------------------------------------- function InitTMA() { alert("Override Function for local implementation"); } function UpdateTMAInformation() { //--------------------------------------------- // Look for the META data to see if we are // supposed to display TMA information //--------------------------------------------- var objTMA = document.all.item("TMA"); if(objTMA != null) { if(objTMA.content == 'true') { g_bIsTMA = true; } else { g_bIsTMA = false; } } } /////////////////////////////////////////////////////////////////////////////// // External shared functions - Called from outside the HTML file /////////////////////////////////////////////////////////////////////////////// //------------------------------------------ // Called to change the font which will // make it necessary to resize the table // to be proportional to the font //------------------------------------------ function SetTextSize(fontSize) { //--------------------------------------------- // If the meta data AbsoluteFontEnabled is //--------------------------------------------- var metaData = document.all('AbsoluteFontEnabled'); var table = document.all('tblResize'); if (table && metaData && metaData.content == 'TRUE') { ModifyTableSize(fontSize, tblResize); SetFontSize(fontSize); } } /////////////////////////////////////////////////////////////////////////////// // Implementation /////////////////////////////////////////////////////////////////////////////// function SetFontSize(fSize) { var styleSheetCollection = document.styleSheets; var styleSheet = 0; if(styleSheetCollection) { //---------------------------------------------------- // Loop through all style sheets //---------------------------------------------------- for( i = 0; i < styleSheetCollection.length; i++) { styleSheet = styleSheetCollection.item(i); if(styleSheet) { //---------------------------------------------------- // Loop through all style sheet rules //---------------------------------------------------- var styleSheetRulesCollection = styleSheet.rules; var styleSheetRule = 0; var style = 0; if(styleSheetRulesCollection) { for( x = 0; x < styleSheetRulesCollection.length; x++) { styleSheetRule = styleSheetRulesCollection.item(x); if(styleSheetRule) { style = styleSheetRule.style; if(style && style.fontSize) { style.fontSize = fSize; } } } } } } } } function ModifyTableSize(fontSize, table) { ModifyTableSizeEx(fontSize, table, g_cSmallestTableWidth); } function ModifyTableSizeEx(fontSize, table, cSmallestTableWidth) { switch(fontSize) { case "xx-small": table.width = cSmallestTableWidth; break; case "x-small": table.width = cSmallestTableWidth * 1.25; break; case "small": table.width = cSmallestTableWidth * 1.5; break; case "medium": table.width = cSmallestTableWidth * 1.66; break; case "large": table.width = cSmallestTableWidth * 2.33; break; case "x-large": table.width = cSmallestTableWidth * 3.0; break; case "xx-large": table.width = cSmallestTableWidth * 4.5; break; } } function SetHeaderFooterInfo( sHeaderInfo, sFooterInfo ) { HeaderInfo.innerText = sHeaderInfo; FooterInfo.innerText = sFooterInfo; } //------------------------------------------ // Called to show or hide header and footer //------------------------------------------ function SwitchHeaderFooter( value ) { var Tables = document.all.tags("table"); for ( i = 0; i < Tables.length; i++ ) { if ( Tables[ i ].id == "hftable" ) { Tables[ i ].style.display = value; } } } function FrameScroll(frame) { if ( window.parent.frames(frame).document.body.scrollLeft != document.body.scrollLeft ) { window.parent.frames(frame).document.body.scrollLeft = document.body.scrollLeft; } } function ExpandTable( Table, TName, Picture, bIsTMPR ) { if (document.images[Picture].alt == "Collapse") { document.images[Picture].src = "cid:GIFS/#3233"; document.images[Picture].alt = "Expand"; with(Table) for(var i = 0; i < rows.length; i++) { if(rows[i].className == 'Detail') { rows[i].style.display = 'none'; } } } else if (document.images[Picture].alt == "Expand") { document.images[Picture].src = "cid:GIFS/#3234"; document.images[Picture].alt = "Collapse"; with(Table) for(var i = 0; i < rows.length; i++) { if(rows[i].className == 'Detail') { if ( bIsTMPR == true ) { if ( rows[i].id != "NoTMPRRow" ) { rows[i].style.display = 'block'; } } else { rows[i].style.display = 'block'; } } } } } function ExpandCollapseTable(Table, Picture, bIsTMPR, action) { if (action == 'Collapse') { document.images[Picture].src = "cid:GIFS/#3233"; document.images[Picture].data = 'Expand'; with (Table) for (var i = 0; i < rows.length; i++) { if (rows[i].className == 'Detail') { rows[i].style.display = 'none'; } } } else if (action == 'Expand') { document.images[Picture].src = "cid:GIFS/#3234"; document.images[Picture].data = 'Collapse'; with (Table) for (var i = 0; i < rows.length; i++) { if (rows[i].className == 'Detail') { if (bIsTMPR == true) { if (rows[i].id != "NoTMPRRow") { rows[i].style.display = 'block'; } } else { rows[i].style.display = 'block'; } } } } } function ExpandSpan(Span,SName,Picture) { if (document.images[Picture].alt == "Collapse") { document.images[Picture].src = "cid:GIFS/#3233"; document.images[Picture].alt = "Expand"; Span.className = 'Detail'; } else if (document.images[Picture].alt == "Expand") { document.images[Picture].src = "cid:GIFS/#3234"; document.images[Picture].alt = "Collapse"; Span.className = 'Main'; } } /////////////////////////////////////////////////////////////////////////////// // Help support section /////////////////////////////////////////////////////////////////////////////// //--------------------------------------- // Popups for Help //--------------------------------------- var prePopUp = "