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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 - Trader, @GC, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
Display:
 
TradeStation Performance Summary Expand
 
  All Trades
Long Trades
Short Trades
Total Net Profit $58,945.00 $39,810.00 $19,135.00
Gross Profit $101,960.00 $58,825.00 $43,135.00
Gross Loss ($43,015.00) ($19,015.00) ($24,000.00)
Profit Factor 2.37 3.09 1.80
       
Roll Over Credit $0.00 $0.00 $0.00
Open Position P/L $0.00 $0.00 $0.00
       
Select Total Net Profit $44,890.00 $25,755.00 $19,135.00
Select Gross Profit $87,905.00 $44,770.00 $43,135.00
Select Gross Loss ($43,015.00) ($19,015.00) ($24,000.00)
Select Profit Factor 2.04 2.35 1.80
       
Adjusted Total Net Profit $44,150.96 $28,617.58 $9,458.59
Adjusted Gross Profit $91,212.47 $50,244.49 $36,556.97
Adjusted Gross Loss ($47,061.51) ($21,626.91) ($27,098.39)
Adjusted Profit Factor 1.94 2.32 1.35
       
Total Number of Trades 203 100 103
Percent Profitable 44.33% 47.00% 41.75%
Winning Trades 90 47 43
Losing Trades 113 53 60
Even Trades 0 0 0
       
Avg. Trade Net Profit $290.37 $398.10 $185.78
Avg. Winning Trade $1,132.89 $1,251.60 $1,003.14
Avg. Losing Trade ($380.66) ($358.77) ($400.00)
Ratio Avg. Win:Avg. Loss 2.98 3.49 2.51
Largest Winning Trade $4,985.00 $4,985.00 $3,805.00
Largest Losing Trade ($835.00) ($765.00) ($835.00)
Largest Winner as % of Gross Profit 4.89% 8.47% 8.82%
Largest Loser as % of Gross Loss 1.94% 4.02% 3.48%
       
Net Profit as % of Largest Loss 7,059.28% 5,203.92% 2,291.62%
Select Net Profit as % of Largest Loss 5,376.05% 3,366.67% 2,291.62%
Adjusted Net Profit as % of Largest Loss 5,287.54% 3,740.86% 1,132.76%
       
Max. Consecutive Winning Trades 6 6 4
Max. Consecutive Losing Trades 7 5 7
Avg. Bars in Total Trades 18.26 18.76 17.78
Avg. Bars in Winning Trades 28.06 30.72 25.14
Avg. Bars in Losing Trades 10.46 8.15 12.50
Avg. Bars in Even Trades 0.00 0.00 0.00
Max. Shares/Contracts Held 1 1 1
Total Shares/Contracts Held 203 100 103
Account Size Required $2,375.00 $1,955.00 $6,320.00
Total Slippage $4,060.00 $2,000.00 $2,060.00
Total Commission $1,015.00 $500.00 $515.00
       
Return on Initial Capital 58.95%
Annual Rate of Return 8.50%
Buy & Hold Return 3.83%
Return on Account 2,481.89%    
Avg. Monthly Return $1,032.06    
Std. Deviation of Monthly Return $1,762.76    
       
Return Retracement Ratio 15.82    
RINA Index 1,410.27    
Sharpe Ratio 0.39    
K-Ratio n/a    
       
Trading Period 5 Years, 5 Months, 11 days, 6 hours
Percent of Time in the Market 11.41%
Time in the Market 7 Months, 13 days, 5 hours    
Longest Flat Period 57 days    
       
Max. Equity Run-up
$62,410.00    
Date of Max. Equity Run-up 2019-06-20 23:00    
Max. Equity Run-up as % of Initial Capital 62.41%    
 
Max. Drawdown (Intra-day Peak to Valley)
Value ($5,220.00) ($4,320.00) ($7,215.00)
Date 2016-08-15 11:00    
as % of Initial Capital 5.22% 4.32% 7.21%
Net Profit as % of Drawdown 1,129.21% 921.53% 265.21%
Select Net Profit as % of Drawdown 859.96% 596.18% 265.21%
Adjusted Net Profit as % of Drawdown 845.80% 662.44% 131.10%
       
Max. Drawdown (Trade Close to Trade Close)
Value ($2,375.00) ($1,955.00) ($6,320.00)
Date 08/15/16 12:00    
as % of Initial Capital 2.37% 1.96% 6.32%
Net Profit as % of Drawdown 2,481.89% 2,036.32% 302.77%
Select Net Profit as % of Drawdown 1,890.11% 1,317.39% 302.77%
Adjusted Net Profit as % of Drawdown 1,858.99% 1,463.81% 149.66%
       
Max. Trade Drawdown ($1,130.00) ($740.00) ($1,130.00)
     
     
     
Created by TradeStation: 2020-01-05 12:25:33, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation TradeManager Performance Report Advantage Pro - Trader, @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 203 90 113
Avg. Trade Net Profit $290.37 $1,132.89 ($380.66)
1 Std. Deviation of Avg. Trade $1,042.64 $1,068.81 $167.83
Avg. Trade + 1 Std. Deviation $1,333.01 $2,201.70 ($212.84)
Avg. Trade - 1 Std. Deviation ($752.27) $64.08 ($548.49)
Coefficient of Variation 359.07% 94.34% 44.09%
Time Averages
Avg. Time in Trades 1 day, 2 hours, 51 Minutes 1 day, 15 hours, 25 Minutes 16 hours, 51 Minutes
Avg. Time Between Trades 8 days, 15 hours, 28 Minutes 20 days, 5 hours, 17 Minutes 16 days, 20 hours, 12 Minutes
Avg. Time Between Trade Profit Peaks 213 days, 17 hours, 30 Minutes
Outliers Total Positive Negative
Number of Outliers 3 3 0
Outlier Profit/Loss $14,055.00 $14,055.00 $0.00
 
Run-up/Drawdown   Run-up Drawdown
Max. Value $8,850.00 ($1,130.00)
Max. Value Date 2016-06-24 2014-12-17
Avg. Value $999.06 ($280.74)
1 Std. Deviation $1,190.97 $193.20
Avg. + 1 Std. Deviation $2,190.03 ($87.54)
Avg. - 1 Std. Deviation ($191.91) ($473.93)
Coefficient of Variation 119.21% 68.82%
 
Efficiency Analysis Total
Entry
Exit
Avg. Efficiency -11.68% 61.52% 26.81%
1 Std. Deviation 59.22% 32.66% 30.34%
Avg. + 1 Std. Deviation 47.54% 94.18% 57.15%
Avg. - 1 Std. Deviation -70.89% 28.86% -3.54%
Coefficient of Variation 507.16% 53.10% 113.20%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $4,985.00 ($835.00)
Largest Profit/Loss as % of Gross 4.89% 1.94%
Largest Consec. Profit/Loss $7,290.00 ($2,330.00)
Largest Consec. Profit/Loss as % of Gross 7.15% 5.42%

Winning Series

Number of Series

Avg. Gain per Series

Avg. Loss Next Trade

1 27 $1,078.70 ($370.56)
2 14 $1,199.64 ($431.92)
3 4 $982.50 ($430.00)
4 3 $1,219.17 ($475.00)
5 1 $1,447.00 ($155.00)
6 1 $931.67 ($235.00)

Losing Series

Number of Series

Avg. Loss per Series

Avg. Gain Next Trade

1 21 ($397.38) $1,142.14
2 11 ($355.00) $833.18
3 7 ($432.14) $1,052.14
4 9 ($390.83) $1,732.78
6 1 ($388.33) $385.00
7 1 ($197.86) $505.00

Created by TradeStation: 2020-01-05 12:25:33, 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  2014-01-24 17:00  Buy  $1,379.7  $0.00  1  ($35.00)  -0.01%  $1,140.00  89.76%    $2.50  $10.00
   Sell  2014-01-27 03:00  Exit Long  $1,379.6    ($10.00)  ($35.00)    ($130.00)  9.45%  -0.79%  $2.50  $10.00
 2  Buy  2014-02-11 12:00  Buy  $1,401.4  $0.00  1  ($405.00)  -0.27%  $460.00  46.46%    $2.50  $10.00
   Sell  2014-02-11 22:00  Exit Long  $1,397.6    ($380.00)  ($440.00)    ($530.00)  15.15%  -38.38%  $2.50  $10.00
 3  Sell Short  2014-02-19 16:00  Sell  $1,426.9  $0.00  1  $55.00  0.06%  $680.00  91.89%    $2.50  $10.00
   Buy to Cover  2014-02-20 05:00  Exit Short  $1,426.1    $80.00  ($385.00)    ($60.00)  18.92%  10.81%  $2.50  $10.00
 4  Buy  2014-02-21 15:00  Buy  $1,437.1  $0.00  1  ($555.00)  -0.37%  $330.00  38.37%    $2.50  $10.00
   Sell  2014-02-23 21:00  Stop Loss  $1,431.8    ($530.00)  ($940.00)    ($530.00)  0.00%  -61.63%  $2.50  $10.00
 5  Buy  2014-02-25 12:00  Buy  $1,451.6  $0.00  1  ($475.00)  -0.31%  $560.00  55.45%    $2.50  $10.00
   Sell  2014-02-26 08:00  Stop Loss  $1,447.1    ($450.00)  ($1,415.00)    ($450.00)  0.00%  -44.55%  $2.50  $10.00
 6  Buy  2014-03-13 14:00  Buy  $1,484.7  $0.00  1  ($485.00)  -0.31%  $390.00  45.88%    $2.50  $10.00
   Sell  2014-03-14 02:00  Stop Loss  $1,480.1    ($460.00)  ($1,900.00)    ($460.00)  0.00%  -54.12%  $2.50  $10.00
 7  Sell Short  2014-03-23 23:00  Sell  $1,440.5  $0.00  1  $1,385.00  0.98%  $2,040.00  95.77%    $2.50  $10.00
   Buy to Cover  2014-03-25 02:00  Exit Short  $1,426.4    $1,410.00  ($515.00)    ($90.00)  70.42%  66.20%  $2.50  $10.00
 8  Sell Short  2014-03-31 13:00  Sell  $1,400.5  $0.00  1  $225.00  0.18%  $1,150.00  92.74%    $2.50  $10.00
   Buy to Cover  2014-04-01 03:00  Exit Short  $1,398.0    $250.00  ($290.00)    ($90.00)  27.42%  20.16%  $2.50  $10.00
 9  Sell Short  2014-04-01 12:00  Sell  $1,391.6  $0.00  1  ($465.00)  -0.32%  $200.00  31.25%    $2.50  $10.00
   Buy to Cover  2014-04-02 02:00  Stop Loss  $1,396.0    ($440.00)  ($755.00)    ($440.00)  0.00%  -68.75%  $2.50  $10.00
 10  Sell Short  2014-04-17 14:00  Sell  $1,407.1  $0.00  1  ($445.00)  -0.30%  $520.00  55.32%    $2.50  $10.00
   Buy to Cover  2014-04-20 21:00  Stop Loss  $1,411.3    ($420.00)  ($1,200.00)    ($420.00)  0.00%  -44.68%  $2.50  $10.00
 11  Sell Short  2014-04-22 12:00  Sell  $1,393.4  $0.00  1  ($325.00)  -0.22%  $600.00  58.82%    $2.50  $10.00
   Buy to Cover  2014-04-22 17:00  Exit Short  $1,396.4    ($300.00)  ($1,525.00)    ($420.00)  11.76%  -29.41%  $2.50  $10.00
 12  Buy  2014-05-02 12:00  Buy  $1,406.9  $0.00  1  $1,305.00  0.95%  $2,050.00  92.76%    $2.50  $10.00
   Sell  2014-05-06 07:00  Exit Long  $1,420.2    $1,330.00  ($220.00)    ($160.00)  67.42%  60.18%  $2.50  $10.00
 13  Buy  2014-05-06 23:00  Buy  $1,424.1  $0.00  1  ($305.00)  -0.20%  $130.00  31.71%    $2.50  $10.00
   Sell  2014-05-07 03:00  Stop Loss  $1,421.3    ($280.00)  ($525.00)    ($280.00)  0.00%  -68.29%  $2.50  $10.00
 14  Sell Short  2014-05-11 20:00  Sell  $1,392.9  $0.00  1  ($585.00)  -0.40%  $0.00  0.00%    $2.50  $10.00
   Buy to Cover  2014-05-11 22:00  Stop Loss  $1,398.5    ($560.00)  ($1,110.00)    ($560.00)  0.00%  -100.00%  $2.50  $10.00
 15  Sell Short  2014-06-02 15:00  Sell  $1,354.0  $0.00  1  ($385.00)  -0.27%  $90.00  20.00%    $2.50  $10.00
   Buy to Cover  2014-06-03 03:00  Stop Loss  $1,357.6    ($360.00)  ($1,495.00)    ($360.00)  0.00%  -80.00%  $2.50  $10.00
 16  Buy  2014-06-18 14:00  Buy  $1,384.4  $0.00  1  ($285.00)  -0.19%  $300.00  53.57%    $2.50  $10.00
   Sell  2014-06-18 15:00  Stop Loss  $1,381.8    ($260.00)  ($1,780.00)    ($260.00)  0.00%  -46.43%  $2.50  $10.00
 17  Buy  2014-06-18 19:00  Buy  $1,389.6  $0.00  1  $3,655.00  2.65%  $4,430.00  95.68%    $2.50  $10.00
   Sell  2014-06-19 21:00  Exit Long  $1,426.4    $3,680.00  $1,875.00    ($200.00)  83.80%  79.48%  $2.50  $10.00
 18  Buy  2014-06-25 13:00  Buy  $1,436.2  $0.00  1  ($665.00)  -0.45%  $50.00  7.25%    $2.50  $10.00
   Sell  2014-06-25 19:00  Stop Loss  $1,429.8    ($640.00)  $1,210.00    ($640.00)  0.00%  -92.75%  $2.50  $10.00
 19  Buy  2014-06-30 12:00  Buy  $1,430.4  $0.00  1  $645.00  0.47%  $1,590.00  88.83%    $2.50  $10.00
   Sell  2014-07-01 04:00  Exit Long  $1,437.1    $670.00  $1,855.00    ($200.00)  48.60%  37.43%  $2.50  $10.00
 20  Sell Short  2014-07-06 20:00  Sell  $1,430.4  $0.00  1  ($265.00)  -0.17%  $690.00  74.19%    $2.50  $10.00
   Buy to Cover  2014-07-08 07:00  Stop Loss  $1,432.8    ($240.00)  $1,590.00    ($240.00)  0.00%  -25.81%  $2.50  $10.00
 21  Buy  2014-07-09 22:00  Buy  $1,441.2  $0.00  1  $905.00  0.65%  $1,700.00  90.91%    $2.50  $10.00
   Sell  2014-07-10 12:00  Exit Long  $1,450.5    $930.00  $2,495.00    ($170.00)  58.82%  49.73%  $2.50  $10.00
 22  Sell Short  2014-07-23 14:00  Sell  $1,415.9  $0.00  1  $1,005.00  0.73%  $1,700.00  89.01%    $2.50  $10.00
   Buy to Cover  2014-07-24 19:00  Exit Short  $1,405.6    $1,030.00  $3,500.00    ($210.00)  64.92%  53.93%  $2.50  $10.00
 23  Sell Short  2014-07-29 12:00  Sell  $1,409.4  $0.00  1  $195.00  0.16%  $760.00  61.79%    $2.50  $10.00
   Buy to Cover  2014-07-31 06:00  Exit Short  $1,407.2    $220.00  $3,695.00    ($470.00)  56.10%  17.89%  $2.50  $10.00
 24  Buy  2014-08-07 13:00  Buy  $1,421.6  $0.00  1  $365.00  0.27%  $1,160.00  81.12%    $2.50  $10.00
   Sell  2014-08-08 09:00  Exit Long  $1,425.5    $390.00  $4,060.00    ($270.00)  46.15%  27.27%  $2.50  $10.00
 25  Sell Short  2014-08-20 12:00  Sell  $1,403.3  $0.00  1  $1,525.00  1.10%  $2,100.00  90.91%    $2.50  $10.00
   Buy to Cover  2014-08-21 23:00  Exit Short  $1,387.8    $1,550.00  $5,585.00    ($210.00)  76.19%  67.10%  $2.50  $10.00
 26  Sell Short  2014-09-01 23:00  Sell  $1,393.5  $0.00  1  $1,595.00  1.16%  $2,150.00  99.54%    $2.50  $10.00
   Buy to Cover  2014-09-03 00:00  Exit Short  $1,377.3    $1,620.00  $7,180.00    ($10.00)  75.46%  75.00%  $2.50  $10.00
 27  Buy  2014-09-05 17:00  Buy  $1,378.4  $0.00  1  ($235.00)  -0.15%  $170.00  44.74%    $2.50  $10.00
   Sell  2014-09-07 21:00  Stop Loss  $1,376.3    ($210.00)  $6,945.00    ($210.00)  0.00%  -55.26%  $2.50  $10.00
 28  Sell Short  2014-09-09 13:00  Sell  $1,360.9  $0.00  1  ($535.00)  -0.37%  $390.00  43.33%    $2.50  $10.00
   Buy to Cover  2014-09-09 16:00  Stop Loss  $1,366.0    ($510.00)  $6,410.00    ($510.00)  0.00%  -56.67%  $2.50  $10.00
 29  Buy  2014-09-15 23:00  Buy  $1,347.1  $0.00  1  ($285.00)  -0.19%  $10.00  3.70%    $2.50  $10.00
   Sell  2014-09-16 03:00  Stop Loss  $1,344.5    ($260.00)  $6,125.00    ($260.00)  0.00%  -96.30%  $2.50  $10.00
 30  Buy  2014-09-16 13:00  Buy  $1,349.1  $0.00  1  ($615.00)  -0.44%  $240.00  28.92%    $2.50  $10.00
   Sell  2014-09-16 19:00  Stop Loss  $1,343.2    ($590.00)  $5,510.00    ($590.00)  0.00%  -71.08%  $2.50  $10.00
 31  Sell Short  2014-09-17 16:00  Sell  $1,340.7  $0.00  1  $775.00  0.60%  $1,520.00  87.86%    $2.50  $10.00
   Buy to Cover  2014-09-17 22:00  Exit Short  $1,332.7    $800.00  $6,285.00    ($210.00)  58.38%  46.24%  $2.50  $10.00
 32  Sell Short  2014-09-19 12:00  Sell  $1,326.7  $0.00  1  ($205.00)  -0.14%  $900.00  74.38%    $2.50  $10.00
   Buy to Cover  2014-09-22 13:00  Exit Short  $1,328.5    ($180.00)  $6,080.00    ($310.00)  10.74%  -14.88%  $2.50  $10.00
 33  Buy  2014-10-08 16:00  Buy  $1,327.6  $0.00  1  $455.00  0.36%  $1,530.00  98.08%    $2.50  $10.00
   Sell  2014-10-09 13:00  Exit Long  $1,332.4    $480.00  $6,535.00    ($30.00)  32.69%  30.77%  $2.50  $10.00
 34  Buy  2014-10-13 16:00  Buy  $1,341.0  $0.00  1  ($325.00)  -0.22%  $650.00  68.42%    $2.50  $10.00
   Sell  2014-10-14 19:00  Stop Loss  $1,338.0    ($300.00)  $6,210.00    ($300.00)  0.00%  -31.58%  $2.50  $10.00
 35  Sell Short  2014-10-24 12:00  Sell  $1,338.4  $0.00  1  ($45.00)  -0.01%  $730.00  72.28%    $2.50  $10.00
   Buy to Cover  2014-10-27 23:00  Exit Short  $1,338.6    ($20.00)  $6,165.00    ($280.00)  25.74%  -1.98%  $2.50  $10.00
 36  Sell Short  2014-11-03 19:00  Sell  $1,273.5  $0.00  1  ($355.00)  -0.26%  $30.00  8.33%    $2.50  $10.00
   Buy to Cover  2014-11-03 19:00  Stop Loss  $1,276.8    ($330.00)  $5,810.00    ($330.00)  0.00%  -91.67%  $2.50  $10.00
 37  Sell Short  2014-11-06 20:00  Sell  $1,248.7  $0.00  1  ($375.00)  -0.28%  $940.00  72.87%    $2.50  $10.00
   Buy to Cover  2014-11-07 02:00  Stop Loss  $1,252.2    ($350.00)  $5,435.00    ($350.00)  0.00%  -27.13%  $2.50  $10.00
 38  Buy  2014-12-08 16:00  Buy  $1,311.9  $0.00  1  $2,545.00  1.96%  $3,530.00  89.37%    $2.50  $10.00
   Sell  2014-12-10 06:00  Exit Long  $1,337.6    $2,570.00  $7,980.00    ($420.00)  75.70%  65.06%  $2.50  $10.00
 39  Sell Short  2014-12-14 22:00  Sell  $1,325.5  $0.00  1  $25.00  0.04%  $1,080.00  72.97%    $2.50  $10.00
   Buy to Cover  2014-12-15 13:00  Exit Short  $1,325.0    $50.00  $8,005.00    ($400.00)  30.41%  3.38%  $2.50  $10.00
 40  Sell Short  2014-12-16 12:00  Sell  $1,300.0  $0.00  1  ($565.00)  -0.42%  $980.00  46.45%    $2.50  $10.00
   Buy to Cover  2014-12-17 23:00  Exit Short  $1,305.4    ($540.00)  $7,440.00    ($1,130.00)  27.96%  -25.59%  $2.50  $10.00
 41  Sell Short  2014-12-22 12:00  Sell  $1,297.6  $0.00  1  $1,055.00  0.83%  $1,870.00  99.47%    $2.50  $10.00
   Buy to Cover  2014-12-22 22:00  Exit Short  $1,286.8    $1,080.00  $8,495.00    ($10.00)  57.98%  57.45%  $2.50  $10.00
 42  Buy  2014-12-25 22:00  Buy  $1,291.8  $0.00  1  $1,015.00  0.81%  $1,550.00  96.27%    $2.50  $10.00
   Sell  2014-12-26 11:00  Exit Long  $1,302.2    $1,040.00  $9,510.00    ($60.00)  68.32%  64.60%  $2.50  $10.00
 43  Buy  2015-02-15 23:00  Buy  $1,340.1  $0.00  1  ($295.00)  -0.20%  $360.00  57.14%    $2.50  $10.00
   Sell  2015-02-16 10:00  Stop Loss  $1,337.4    ($270.00)  $9,215.00    ($270.00)  0.00%  -42.86%  $2.50  $10.00
 44  Sell Short  2015-02-18 13:00  Sell  $1,306.5  $0.00  1  ($645.00)  -0.47%  $130.00  17.33%    $2.50  $10.00
   Buy to Cover  2015-02-18 15:00  Stop Loss  $1,312.7    ($620.00)  $8,570.00    ($620.00)  0.00%  -82.67%  $2.50  $10.00
 45  Sell Short  2015-02-20 15:00  Sell  $1,307.4  $0.00  1  $65.00  0.07%  $980.00  69.50%    $2.50  $10.00
   Buy to Cover  2015-02-23 10:00  Exit Short  $1,306.5    $90.00  $8,635.00    ($430.00)  36.88%  6.38%  $2.50  $10.00
 46  Buy  2015-02-27 12:00  Buy  $1,324.5  $0.00  1  ($595.00)  -0.43%  $120.00  17.39%    $2.50  $10.00
   Sell  2015-02-27 14:00  Stop Loss  $1,318.8    ($570.00)  $8,040.00    ($570.00)  0.00%  -82.61%  $2.50  $10.00
 47  Sell Short  2015-03-05 14:00  Sell  $1,305.5  $0.00  1  $2,825.00  2.18%  $3,560.00  95.19%    $2.50  $10.00
   Buy to Cover  2015-03-08 22:00  Exit Short  $1,277.0    $2,850.00  $10,865.00    ($180.00)  81.02%  76.20%  $2.50  $10.00
 48  Sell Short  2015-03-09 12:00  Sell  $1,275.4  $0.00  1  $685.00  0.56%  $1,460.00  96.69%    $2.50  $10.00
   Buy to Cover  2015-03-10 08:00  Exit Short  $1,268.3    $710.00  $11,550.00    ($50.00)  50.33%  47.02%  $2.50  $10.00
 49  Buy  2015-03-19 13:00  Buy  $1,277.1  $0.00  1  $1,105.00  0.88%  $1,730.00  85.64%    $2.50  $10.00
   Sell  2015-03-23 01:00  Exit Long  $1,288.4    $1,130.00  $12,655.00    ($290.00)  70.30%  55.94%  $2.50  $10.00
 50  Sell Short  2015-04-08 12:00  Sell  $1,309.7  $0.00  1  ($275.00)  -0.19%  $300.00  51.72%    $2.50  $10.00
   Buy to Cover  2015-04-08 15:00  Exit Short  $1,312.2    ($250.00)  $12,380.00    ($280.00)  5.17%  -43.10%  $2.50  $10.00
 51  Buy  2015-04-15 15:00  Buy  $1,307.6  $0.00  1  $35.00  0.05%  $590.00  76.62%    $2.50  $10.00
   Sell  2015-04-16 02:00  Exit Long  $1,308.2    $60.00  $12,415.00    ($180.00)  31.17%  7.79%  $2.50  $10.00
 52  Sell Short  2015-05-06 23:00  Sell  $1,292.9  $0.00  1  $135.00  0.12%  $700.00  83.33%    $2.50  $10.00
   Buy to Cover  2015-05-07 09:00  Exit Short  $1,291.3    $160.00  $12,550.00    ($140.00)  35.71%  19.05%  $2.50  $10.00
 53  Sell Short  2015-05-11 13:00  Sell  $1,286.3  $0.00  1  ($555.00)  -0.41%  $50.00  8.62%    $2.50  $10.00
   Buy to Cover  2015-05-12 06:00  Stop Loss  $1,291.6    ($530.00)  $11,995.00    ($530.00)  0.00%  -91.38%  $2.50  $10.00
 54  Sell Short  2015-05-22 15:00  Sell  $1,309.4  $0.00  1  ($365.00)  -0.26%  $100.00  22.73%    $2.50  $10.00
   Buy to Cover  2015-05-25 12:00  Stop Loss  $1,312.8    ($340.00)  $11,630.00    ($340.00)  0.00%  -77.27%  $2.50  $10.00
 55  Buy  2015-05-31 20:00  Buy  $1,299.0  $0.00  1  ($385.00)  -0.28%  $0.00  0.00%    $2.50  $10.00
   Sell  2015-05-31 21:00  Stop Loss  $1,295.4    ($360.00)  $11,245.00    ($360.00)  0.00%  -100.00%  $2.50  $10.00
 56  Sell Short  2015-06-03 14:00  Sell  $1,287.8  $0.00  1  $1,375.00  1.09%  $2,050.00  81.35%    $2.50  $10.00
   Buy to Cover  2015-06-05 12:00  Exit Short  $1,273.8    $1,400.00  $12,620.00    ($470.00)  74.21%  55.56%  $2.50  $10.00
 57  Buy  2015-06-08 23:00  Buy  $1,280.3  $0.00  1  $135.00  0.12%  $720.00  91.14%    $2.50  $10.00
   Sell  2015-06-09 11:00  Exit Long  $1,281.9    $160.00  $12,755.00    ($70.00)  29.11%  20.25%  $2.50  $10.00
 58  Buy  2015-06-15 13:00  Buy  $1,293.7  $0.00  1  ($605.00)  -0.45%  $60.00  9.37%    $2.50  $10.00
   Sell  2015-06-16 04:00  Stop Loss  $1,287.9    ($580.00)  $12,150.00    ($580.00)  0.00%  -90.63%  $2.50  $10.00
 59  Sell Short  2015-07-01 15:00  Sell  $1,273.6  $0.00  1  $315.00  0.27%  $1,260.00  93.33%    $2.50  $10.00
   Buy to Cover  2015-07-02 10:00  Exit Short  $1,270.2    $340.00  $12,465.00    ($90.00)  31.85%  25.19%  $2.50  $10.00
 60  Sell Short  2015-07-21 16:00  Sell  $1,203.1  $0.00  1  ($465.00)  -0.37%  $70.00  13.73%    $2.50  $10.00
   Buy to Cover  2015-07-21 19:00  Stop Loss  $1,207.5    ($440.00)  $12,000.00    ($440.00)  0.00%  -86.27%  $2.50  $10.00
 61  Sell Short  2015-07-23 15:00  Sell  $1,196.7  $0.00  1  $725.00  0.63%  $1,920.00  100.00%    $2.50  $10.00
   Buy to Cover  2015-07-24 03:00  Exit Short  $1,189.2    $750.00  $12,725.00    $0.00  39.06%  39.06%  $2.50  $10.00
 62  Buy  2015-08-11 23:00  Buy  $1,216.4  $0.00  1  $4,615.00  3.81%  $5,620.00  94.61%    $2.50  $10.00
   Sell  2015-08-21 04:00  Exit Long  $1,262.8    $4,640.00  $17,340.00    ($320.00)  83.50%  78.11%  $2.50  $10.00
 63  Sell Short  2015-09-02 12:00  Sell  $1,237.7  $0.00  1  $985.00  0.82%  $1,730.00  81.99%    $2.50  $10.00
   Buy to Cover  2015-09-06 23:00  Exit Short  $1,227.6    $1,010.00  $18,325.00    ($380.00)  65.88%  47.87%  $2.50  $10.00
 64  Sell Short  2015-09-29 15:00  Sell  $1,231.5  $0.00  1  $965.00  0.80%  $1,650.00  88.71%    $2.50  $10.00
   Buy to Cover  2015-10-01 11:00  Exit Short  $1,221.6    $990.00  $19,290.00    ($210.00)  64.52%  53.23%  $2.50  $10.00
 65  Sell Short  2015-10-08 17:00  Sell  $1,244.0  $0.00  1  ($455.00)  -0.35%  $130.00  23.21%    $2.50  $10.00
   Buy to Cover  2015-10-08 23:00  Stop Loss  $1,248.3    ($430.00)  $18,835.00    ($430.00)  0.00%  -76.79%  $2.50  $10.00
 66  Sell Short  2015-10-16 17:00  Sell  $1,279.5  $0.00  1  ($425.00)  -0.31%  $760.00  65.52%    $2.50  $10.00
   Buy to Cover  2015-10-20 10:00  Stop Loss  $1,283.5    ($400.00)  $18,410.00    ($400.00)  0.00%  -34.48%  $2.50  $10.00
 67  Buy  2015-11-18 22:00  Buy  $1,181.4  $0.00  1  ($395.00)  -0.31%  $200.00  35.09%    $2.50  $10.00
   Sell  2015-11-19 06:00  Stop Loss  $1,177.7    ($370.00)  $18,015.00    ($370.00)  0.00%  -64.91%  $2.50  $10.00
 68  Sell Short  2015-11-26 23:00  Sell  $1,173.0  $0.00  1  $995.00  0.87%  $1,640.00  97.62%    $2.50  $10.00
   Buy to Cover  2015-11-30 10:00  Exit Short  $1,162.8    $1,020.00  $19,010.00    ($40.00)  63.10%  60.71%  $2.50  $10.00
 69  Sell Short  2015-12-10 21:00  Sell  $1,173.7  $0.00  1  ($305.00)  -0.24%  $350.00  55.56%    $2.50  $10.00
   Buy to Cover  2015-12-11 02:00  Stop Loss  $1,176.5    ($280.00)  $18,705.00    ($280.00)  0.00%  -44.44%  $2.50  $10.00
 70  Sell Short  2015-12-15 12:00  Sell  $1,164.2  $0.00  1  ($475.00)  -0.39%  $10.00  2.17%    $2.50  $10.00
   Buy to Cover  2015-12-15 13:00  Stop Loss  $1,168.7    ($450.00)  $18,230.00    ($450.00)  0.00%  -97.83%  $2.50  $10.00
 71  Sell Short  2015-12-29 12:00  Sell  $1,172.9  $0.00  1  ($375.00)  -0.30%  $260.00  42.62%    $2.50  $10.00
   Buy to Cover  2015-12-30 06:00  Stop Loss  $1,176.4    ($350.00)  $17,855.00    ($350.00)  0.00%  -57.38%  $2.50  $10.00
 72  Sell Short  2015-12-31 16:00  Sell  $1,163.7  $0.00  1  ($305.00)  -0.24%  $40.00  12.50%    $2.50  $10.00
   Buy to Cover  2016-01-03 19:00  Stop Loss  $1,166.5    ($280.00)  $17,550.00    ($280.00)  0.00%  -87.50%  $2.50  $10.00
 73  Buy  2016-01-19 22:00  Buy  $1,196.5  $0.00  1  $1,015.00  0.87%  $1,840.00  92.93%    $2.50  $10.00
   Sell  2016-01-20 17:00  Exit Long  $1,206.9    $1,040.00  $18,565.00    ($140.00)  59.60%  52.53%  $2.50  $10.00
 74  Buy  2016-02-02 17:00  Buy  $1,234.6  $0.00  1  ($325.00)  -0.24%  $20.00  6.25%    $2.50  $10.00
   Sell  2016-02-02 20:00  Stop Loss  $1,231.6    ($300.00)  $18,240.00    ($300.00)  0.00%  -93.75%  $2.50  $10.00
 75  Buy  2016-02-05 16:00  Buy  $1,267.4  $0.00  1  $225.00  0.20%  $1,220.00  96.06%    $2.50  $10.00
   Sell  2016-02-07 20:00  Exit Long  $1,269.9    $250.00  $18,465.00    ($50.00)  23.62%  19.69%  $2.50  $10.00
 76  Sell Short  2016-02-14 21:00  Sell  $1,332.6  $0.00  1  $2,655.00  2.01%  $3,650.00  99.46%    $2.50  $10.00
   Buy to Cover  2016-02-16 03:00  Exit Short  $1,305.8    $2,680.00  $21,120.00    ($20.00)  73.57%  73.02%  $2.50  $10.00
 77  Buy  2016-02-18 12:00  Buy  $1,320.4  $0.00  1  $1,515.00  1.17%  $2,480.00  100.00%    $2.50  $10.00
   Sell  2016-02-18 19:00  Exit Long  $1,335.8    $1,540.00  $22,635.00    $0.00  62.10%  62.10%  $2.50  $10.00
 78  Sell Short  2016-03-14 12:00  Sell  $1,348.5  $0.00  1  $775.00  0.59%  $1,790.00  90.86%    $2.50  $10.00
   Buy to Cover  2016-03-15 06:00  Exit Short  $1,340.5    $800.00  $23,410.00    ($180.00)  49.75%  40.61%  $2.50  $10.00
 79  Sell Short  2016-03-22 23:00  Sell  $1,349.7  $0.00  1  $2,065.00  1.55%  $2,970.00  99.66%    $2.50  $10.00
   Buy to Cover  2016-03-23 15:00  Exit Short  $1,328.8    $2,090.00  $25,475.00    ($10.00)  70.47%  70.13%  $2.50  $10.00
 80  Sell Short  2016-03-27 20:00  Sell  $1,318.8  $0.00  1  ($155.00)  -0.10%  $820.00  82.83%    $2.50  $10.00
   Buy to Cover  2016-03-28 03:00  Exit Short  $1,320.1    ($130.00)  $25,320.00    ($170.00)  4.04%  -13.13%  $2.50  $10.00
 81  Sell Short  2016-05-03 12:00  Sell  $1,388.9  $0.00  1  ($835.00)  -0.58%  $1,560.00  65.82%    $2.50  $10.00
   Buy to Cover  2016-05-06 09:00  Stop Loss  $1,397.0    ($810.00)  $24,485.00    ($810.00)  0.00%  -34.18%  $2.50  $10.00
 82  Sell Short  2016-05-10 12:00  Sell  $1,365.0  $0.00  1  ($495.00)  -0.34%  $250.00  31.25%    $2.50  $10.00
   Buy to Cover  2016-05-10 15:00  Exit Short  $1,369.7    ($470.00)  $23,990.00    ($550.00)  10.00%  -58.75%  $2.50  $10.00
 83  Sell Short  2016-05-12 19:00  Sell  $1,367.5  $0.00  1  ($515.00)  -0.36%  $50.00  9.26%    $2.50  $10.00
   Buy to Cover  2016-05-12 21:00  Stop Loss  $1,372.4    ($490.00)  $23,475.00    ($490.00)  0.00%  -90.74%  $2.50  $10.00
 84  Sell Short  2016-05-26 12:00  Sell  $1,325.1  $0.00  1  $175.00  0.15%  $1,090.00  90.83%    $2.50  $10.00
   Buy to Cover  2016-05-27 03:00  Exit Short  $1,323.1    $200.00  $23,650.00    ($110.00)  25.83%  16.67%  $2.50  $10.00
 85  Sell Short  2016-05-27 12:00  Sell  $1,315.8  $0.00  1  $395.00  0.32%  $1,390.00  84.24%    $2.50  $10.00
   Buy to Cover  2016-05-30 08:00  Exit Short  $1,311.6    $420.00  $24,045.00    ($260.00)  41.21%  25.45%  $2.50  $10.00
 86  Buy  2016-06-07 15:00  Buy  $1,347.8  $0.00  1  $1,625.00  1.22%  $2,160.00  91.91%    $2.50  $10.00
   Sell  2016-06-09 03:00  Exit Long  $1,364.3    $1,650.00  $25,670.00    ($190.00)  78.30%  70.21%  $2.50  $10.00
 87  Buy  2016-06-15 16:00  Buy  $1,394.8  $0.00  1  $1,135.00  0.83%  $2,240.00  94.92%    $2.50  $10.00
   Sell  2016-06-16 07:00  Exit Long  $1,406.4    $1,160.00  $26,805.00    ($120.00)  54.24%  49.15%  $2.50  $10.00
 88  Sell Short  2016-06-22 15:00  Sell  $1,367.4  $0.00  1  ($485.00)  -0.34%  $550.00  54.46%    $2.50  $10.00
   Buy to Cover  2016-06-23 03:00  Stop Loss  $1,372.0    ($460.00)  $26,320.00    ($460.00)  0.00%  -45.54%  $2.50  $10.00
 89  Buy  2016-06-23 22:00  Buy  $1,374.5  $0.00  1  $4,985.00  3.64%  $8,850.00  94.05%    $2.50  $10.00
   Sell  2016-06-24 03:00  Exit Long  $1,424.6    $5,010.00  $31,305.00    ($560.00)  59.19%  53.24%  $2.50  $10.00
 90  Buy  2016-07-05 14:00  Buy  $1,457.6  $0.00  1  $1,245.00  0.87%  $2,030.00  90.63%    $2.50  $10.00
   Sell  2016-07-06 11:00  Exit Long  $1,470.3    $1,270.00  $32,550.00    ($210.00)  66.07%  56.70%  $2.50  $10.00
 91  Buy  2016-07-17 19:00  Buy  $1,433.8  $0.00  1  ($765.00)  -0.52%  $160.00  17.78%    $2.50  $10.00
   Sell  2016-07-17 22:00  Stop Loss  $1,426.4    ($740.00)  $31,785.00    ($740.00)  0.00%  -82.22%  $2.50  $10.00
 92  Sell Short  2016-07-25 17:00  Sell  $1,414.9  $0.00  1  ($385.00)  -0.25%  $70.00  16.28%    $2.50  $10.00
   Buy to Cover  2016-07-25 21:00  Stop Loss  $1,418.5    ($360.00)  $31,400.00    ($360.00)  0.00%  -83.72%  $2.50  $10.00
 93  Buy  2016-08-01 13:00  Buy  $1,452.4  $0.00  1  ($405.00)  -0.26%  $240.00  38.71%    $2.50  $10.00
   Sell  2016-08-01 22:00  Stop Loss  $1,448.6    ($380.00)  $30,995.00    ($380.00)  0.00%  -61.29%  $2.50  $10.00
 94  Buy  2016-08-09 12:00  Buy  $1,440.1  $0.00  1  $765.00  0.55%  $1,640.00  83.67%    $2.50  $10.00
   Sell  2016-08-10 11:00  Exit Long  $1,448.0    $790.00  $31,760.00    ($320.00)  56.63%  40.31%  $2.50  $10.00
 95  Buy  2016-08-11 12:00  Buy  $1,450.3  $0.00  1  ($605.00)  -0.40%  $200.00  25.64%    $2.50  $10.00
   Sell  2016-08-11 13:00  Stop Loss  $1,444.5    ($580.00)  $31,155.00    ($580.00)  0.00%  -74.36%  $2.50  $10.00
 96  Sell Short  2016-08-11 16:00  Sell  $1,439.7  $0.00  1  ($565.00)  -0.38%  $640.00  54.24%    $2.50  $10.00
   Buy to Cover  2016-08-12 09:00  Stop Loss  $1,445.1    ($540.00)  $30,590.00    ($540.00)  0.00%  -45.76%  $2.50  $10.00
 97  Sell Short  2016-08-12 14:00  Sell  $1,435.6  $0.00  1  ($415.00)  -0.27%  $310.00  32.63%    $2.50  $10.00
   Buy to Cover  2016-08-15 12:00  Exit Short  $1,439.5    ($390.00)  $30,175.00    ($640.00)  26.32%  -41.05%  $2.50  $10.00
 98  Sell Short  2016-09-08 13:00  Sell  $1,436.7  $0.00  1  $1,305.00  0.93%  $2,050.00  97.16%    $2.50  $10.00
   Buy to Cover  2016-09-12 15:00  Exit Short  $1,423.4    $1,330.00  $31,480.00    ($60.00)  65.88%  63.03%  $2.50  $10.00
 99  Sell Short  2016-10-03 12:00  Sell  $1,407.6  $0.00  1  $3,805.00  2.72%  $4,610.00  97.46%    $2.50  $10.00
   Buy to Cover  2016-10-05 01:00  Exit Short  $1,369.3    $3,830.00  $35,285.00    ($120.00)  83.51%  80.97%  $2.50  $10.00
 100  Sell Short  2016-10-05 12:00  Sell  $1,363.3  $0.00  1  ($125.00)  -0.07%  $630.00  79.75%    $2.50  $10.00
   Buy to Cover  2016-10-05 21:00  Exit Short  $1,364.3    ($100.00)  $35,160.00    ($160.00)  7.59%  -12.66%  $2.50  $10.00
 101  Sell Short  2016-10-07 13:00  Sell  $1,341.1  $0.00  1  ($715.00)  -0.51%  $60.00  6.59%    $2.50  $10.00
   Buy to Cover  2016-10-07 14:00  Exit Short  $1,348.0    ($690.00)  $34,445.00    ($850.00)  17.58%  -75.82%  $2.50  $10.00
 102  Sell Short  2016-10-14 17:00  Sell  $1,345.0  $0.00  1  ($395.00)  -0.28%  $100.00  21.28%    $2.50  $10.00
   Buy to Cover  2016-10-17 02:00  Stop Loss  $1,348.7    ($370.00)  $34,050.00    ($370.00)  0.00%  -78.72%  $2.50  $10.00
 103  Sell Short  2016-10-24 12:00  Sell  $1,356.2  $0.00  1  ($685.00)  -0.49%  $320.00  32.65%    $2.50  $10.00
   Buy to Cover  2016-10-25 05:00  Stop Loss  $1,362.8    ($660.00)  $33,365.00    ($660.00)  0.00%  -67.35%  $2.50  $10.00
 104  Buy  2016-10-31 17:00  Buy  $1,371.8  $0.00  1  $2,355.00  1.73%  $3,040.00  92.12%    $2.50  $10.00
   Sell  2016-11-02 16:00  Exit Long  $1,395.6    $2,380.00  $35,720.00    ($260.00)  80.00%  72.12%  $2.50  $10.00
 105  Sell Short  2016-11-08 13:00  Sell  $1,369.3  $0.00  1  ($775.00)  -0.55%  $830.00  52.53%    $2.50  $10.00
   Buy to Cover  2016-11-08 21:00  Stop Loss  $1,376.8    ($750.00)  $34,945.00    ($750.00)  0.00%  -47.47%  $2.50  $10.00
 106  Sell Short  2016-11-17 14:00  Sell  $1,312.9  $0.00  1  $805.00  0.63%  $1,870.00  98.94%    $2.50  $10.00
   Buy to Cover  2016-11-18 08:00  Exit Short  $1,304.6    $830.00  $35,750.00    ($20.00)  44.97%  43.92%  $2.50  $10.00
 107  Sell Short  2016-11-18 12:00  Sell  $1,299.9  $0.00  1  ($645.00)  -0.48%  $160.00  20.51%    $2.50  $10.00
   Buy to Cover  2016-11-20 21:00  Stop Loss  $1,306.1    ($620.00)  $35,105.00    ($620.00)  0.00%  -79.49%  $2.50  $10.00
 108  Buy  2016-11-29 22:00  Buy  $1,285.7  $0.00  1  ($415.00)  -0.30%  $140.00  26.42%    $2.50  $10.00
   Sell  2016-11-29 23:00  Stop Loss  $1,281.8    ($390.00)  $34,690.00    ($390.00)  0.00%  -73.58%  $2.50  $10.00
 109  Sell Short  2016-12-16 12:00  Sell  $1,220.7  $0.00  1  ($375.00)  -0.29%  $50.00  12.50%    $2.50  $10.00
   Buy to Cover  2016-12-16 12:00  Stop Loss  $1,224.2    ($350.00)  $34,315.00    ($350.00)  0.00%  -87.50%  $2.50  $10.00
 110  Buy  2016-12-18 22:00  Buy  $1,230.7  $0.00  1  ($315.00)  -0.24%  $400.00  57.97%    $2.50  $10.00
   Sell  2016-12-20 00:00  Stop Loss  $1,227.8    ($290.00)  $34,000.00    ($290.00)  0.00%  -42.03%  $2.50  $10.00
 111  Buy  2016-12-23 12:00  Buy  $1,227.0  $0.00  1  ($335.00)  -0.25%  $20.00  6.06%    $2.50  $10.00
   Sell  2016-12-23 12:00  Stop Loss  $1,223.9    ($310.00)  $33,665.00    ($310.00)  0.00%  -93.94%  $2.50  $10.00
 112  Buy  2016-12-26 19:00  Buy  $1,225.6  $0.00  1  ($245.00)  -0.18%  $90.00  29.03%    $2.50  $10.00
   Sell  2016-12-26 20:00  Stop Loss  $1,223.4    ($220.00)  $33,420.00    ($220.00)  0.00%  -70.97%  $2.50  $10.00
 113  Buy  2016-12-26 23:00  Buy  $1,228.9  $0.00  1  $385.00  0.33%  $1,310.00  91.61%    $2.50  $10.00
   Sell  2016-12-27 10:00  Exit Long  $1,233.0    $410.00  $33,805.00    ($120.00)  37.06%  28.67%  $2.50  $10.00
 114  Buy  2017-01-04 20:00  Buy  $1,256.8  $0.00  1  $735.00  0.60%  $1,340.00  99.26%    $2.50  $10.00
   Sell  2017-01-05 05:00  Exit Long  $1,264.4    $760.00  $34,540.00    ($10.00)  57.04%  56.30%  $2.50  $10.00
 115  Buy  2017-01-11 15:00  Buy  $1,285.4  $0.00  1  $485.00  0.40%  $1,210.00  68.36%    $2.50  $10.00
   Sell  2017-01-12 14:00  Exit Long  $1,290.5    $510.00  $35,025.00    ($560.00)  60.45%  28.81%  $2.50  $10.00
 116  Buy  2017-02-07 12:00  Buy  $1,324.1  $0.00  1  ($425.00)  -0.30%  $90.00  18.37%    $2.50  $10.00
   Sell  2017-02-07 20:00  Stop Loss  $1,320.1    ($400.00)  $34,600.00    ($400.00)  0.00%  -81.63%  $2.50  $10.00
 117  Sell Short  2017-02-14 12:00  Sell  $1,312.2  $0.00  1  ($655.00)  -0.48%  $180.00  22.22%    $2.50  $10.00
   Buy to Cover  2017-02-14 15:00  Stop Loss  $1,318.5    ($630.00)  $33,945.00    ($630.00)  0.00%  -77.78%  $2.50  $10.00
 118  Buy  2017-02-15 13:00  Buy  $1,319.0  $0.00  1  $2,335.00  1.79%  $2,980.00  86.63%    $2.50  $10.00
   Sell  2017-02-24 11:00  Exit Long  $1,342.6    $2,360.00  $36,280.00    ($460.00)  81.98%  68.60%  $2.50  $10.00
 119  Buy  2017-02-27 12:00  Buy  $1,348.4  $0.00  1  ($285.00)  -0.19%  $410.00  53.95%    $2.50  $10.00
   Sell  2017-02-27 15:00  Exit Long  $1,345.8    ($260.00)  $35,995.00    ($350.00)  11.84%  -34.21%  $2.50  $10.00
 120  Sell Short  2017-02-27 17:00  Sell  $1,339.3  $0.00  1  ($475.00)  -0.34%  $90.00  16.67%    $2.50  $10.00
   Buy to Cover  2017-02-28 09:00  Stop Loss  $1,343.8    ($450.00)  $35,520.00    ($450.00)  0.00%  -83.33%  $2.50  $10.00
 121  Sell Short  2017-02-28 15:00  Sell  $1,338.8  $0.00  1  $385.00  0.31%  $870.00  84.47%    $2.50  $10.00
   Buy to Cover  2017-03-01 05:00  Exit Short  $1,334.7    $410.00  $35,905.00    ($160.00)  55.34%  39.81%  $2.50  $10.00
 122  Sell Short  2017-03-14 16:00  Sell  $1,288.8  $0.00  1  $5.00  0.02%  $430.00  97.73%    $2.50  $10.00
   Buy to Cover  2017-03-15 01:00  Exit Short  $1,288.5    $30.00  $35,910.00    ($10.00)  9.09%  6.82%  $2.50  $10.00
 123  Sell Short  2017-03-23 22:00  Sell  $1,331.5  $0.00  1  ($245.00)  -0.17%  $320.00  59.26%    $2.50  $10.00
   Buy to Cover  2017-03-24 09:00  Stop Loss  $1,333.7    ($220.00)  $35,665.00    ($220.00)  0.00%  -40.74%  $2.50  $10.00
 124  Buy  2017-03-26 20:00  Buy  $1,340.1  $0.00  1  $235.00  0.19%  $850.00  88.54%    $2.50  $10.00
   Sell  2017-03-27 12:00  Exit Long  $1,342.7    $260.00  $35,900.00    ($110.00)  38.54%  27.08%  $2.50  $10.00
 125  Sell Short  2017-03-28 16:00  Sell  $1,336.3  $0.00  1  ($415.00)  -0.29%  $190.00  32.76%    $2.50  $10.00
   Buy to Cover  2017-03-29 05:00  Stop Loss  $1,340.2    ($390.00)  $35,485.00    ($390.00)  0.00%  -67.24%  $2.50  $10.00
 126  Buy  2017-04-03 12:00  Buy  $1,338.8  $0.00  1  $435.00  0.34%  $930.00  90.29%    $2.50  $10.00
   Sell  2017-04-04 11:00  Exit Long  $1,343.4    $460.00  $35,920.00    ($100.00)  54.37%  44.66%  $2.50  $10.00
 127  Buy  2017-04-12 17:00  Buy  $1,367.8  $0.00  1  $235.00  0.19%  $730.00  98.65%    $2.50  $10.00
   Sell  2017-04-13 11:00  Exit Long  $1,370.4    $260.00  $36,155.00    ($10.00)  36.49%  35.14%  $2.50  $10.00
 128  Sell Short  2017-05-01 13:00  Sell  $1,345.4  $0.00  1  $365.00  0.29%  $840.00  98.82%    $2.50  $10.00
   Buy to Cover  2017-05-02 16:00  Exit Short  $1,341.5    $390.00  $36,520.00    ($10.00)  47.06%  45.88%  $2.50  $10.00
 129  Buy  2017-05-07 21:00  Buy  $1,319.3  $0.00  1  ($575.00)  -0.42%  $10.00  1.79%    $2.50  $10.00
   Sell  2017-05-08 02:00  Stop Loss  $1,313.8    ($550.00)  $35,945.00    ($550.00)  0.00%  -98.21%  $2.50  $10.00
 130  Buy  2017-05-15 23:00  Buy  $1,318.6  $0.00  1  $2,125.00  1.63%  $2,900.00  94.77%    $2.50  $10.00
   Sell  2017-05-18 04:00  Exit Long  $1,340.1    $2,150.00  $38,070.00    ($160.00)  75.49%  70.26%  $2.50  $10.00
 131  Buy  2017-05-29 23:00  Buy  $1,353.8  $0.00  1  ($245.00)  -0.16%  $70.00  24.14%    $2.50  $10.00
   Sell  2017-05-30 01:00  Stop Loss  $1,351.6    ($220.00)  $37,825.00    ($220.00)  0.00%  -75.86%  $2.50  $10.00
 132  Sell Short  2017-06-01 22:00  Sell  $1,347.0  $0.00  1  ($255.00)  -0.17%  $460.00  66.67%    $2.50  $10.00
   Buy to Cover  2017-06-02 09:00  Stop Loss  $1,349.3    ($230.00)  $37,570.00    ($230.00)  0.00%  -33.33%  $2.50  $10.00
 133  Sell Short  2017-06-07 15:00  Sell  $1,371.3  $0.00  1  ($105.00)  -0.06%  $520.00  80.00%    $2.50  $10.00
   Buy to Cover  2017-06-08 03:00  Exit Short  $1,372.1    ($80.00)  $37,465.00    ($130.00)  7.69%  -12.31%  $2.50  $10.00
 134  Buy  2017-06-21 21:00  Buy  $1,331.0  $0.00  1  $235.00  0.20%  $610.00  98.39%    $2.50  $10.00
   Sell  2017-06-22 07:00  Exit Long  $1,333.6    $260.00  $37,700.00    ($10.00)  43.55%  41.94%  $2.50  $10.00
 135  Buy  2017-06-22 20:00  Buy  $1,334.3  $0.00  1  ($245.00)  -0.16%  $0.00  0.00%    $2.50  $10.00
   Sell  2017-06-22 22:00  Stop Loss  $1,332.1    ($220.00)  $37,455.00    ($220.00)  0.00%  -100.00%  $2.50  $10.00
 136  Sell Short  2017-07-11 12:00  Sell  $1,289.0  $0.00  1  ($285.00)  -0.20%  $0.00  0.00%    $2.50  $10.00
   Buy to Cover  2017-07-11 12:00  Stop Loss  $1,291.6    ($260.00)  $37,170.00    ($260.00)  0.00%  -100.00%  $2.50  $10.00
 137  Buy  2017-07-31 16:00  Buy  $1,350.9  $0.00  1  ($245.00)  -0.16%  $40.00  15.38%    $2.50  $10.00
   Sell  2017-07-31 20:00  Stop Loss  $1,348.7    ($220.00)  $36,925.00    ($220.00)  0.00%  -84.62%  $2.50  $10.00
 138  Buy  2017-08-01 12:00  Buy  $1,354.0  $0.00  1  ($505.00)  -0.35%  $100.00  17.24%    $2.50  $10.00
   Sell  2017-08-01 20:00  Stop Loss  $1,349.2    ($480.00)  $36,420.00    ($480.00)  0.00%  -82.76%  $2.50  $10.00
 139  Buy  2017-08-08 17:00  Buy  $1,341.5  $0.00  1  $2,565.00  1.93%  $3,150.00  96.04%    $2.50  $10.00
   Sell  2017-08-13 22:00  Exit Long  $1,367.4    $2,590.00  $38,985.00    ($130.00)  82.93%  78.96%  $2.50  $10.00
 140  Buy  2017-09-05 12:00  Buy  $1,416.7  $0.00  1  $105.00  0.09%  $790.00  74.53%    $2.50  $10.00
   Sell  2017-09-06 01:00  Exit Long  $1,418.0    $130.00  $39,090.00    ($270.00)  37.74%  12.26%  $2.50  $10.00
 141  Sell Short  2017-09-19 14:00  Sell  $1,385.0  $0.00  1  ($375.00)  -0.25%  $30.00  7.89%    $2.50  $10.00
   Buy to Cover  2017-09-19 15:00  Stop Loss  $1,388.5    ($350.00)  $38,715.00    ($350.00)  0.00%  -92.11%  $2.50  $10.00
 142  Sell Short  2017-09-24 20:00  Sell  $1,371.3  $0.00  1  ($385.00)  -0.26%  $470.00  56.63%    $2.50  $10.00
   Buy to Cover  2017-09-25 11:00  Stop Loss  $1,374.9    ($360.00)  $38,330.00    ($360.00)  0.00%  -43.37%  $2.50  $10.00
 143  Sell Short  2017-10-05 15:00  Sell  $1,348.2  $0.00  1  ($305.00)  -0.21%  $1,050.00  78.95%    $2.50  $10.00
   Buy to Cover  2017-10-06 11:00  Stop Loss  $1,351.0    ($280.00)  $38,025.00    ($280.00)  0.00%  -21.05%  $2.50  $10.00
 144  Sell Short  2017-10-11 14:00  Sell  $1,363.2  $0.00  1  ($335.00)  -0.23%  $150.00  32.61%    $2.50  $10.00
   Buy to Cover  2017-10-11 15:00  Stop Loss  $1,366.3    ($310.00)  $37,690.00    ($310.00)  0.00%  -67.39%  $2.50  $10.00
 145  Buy  2017-10-11 17:00  Buy  $1,369.9  $0.00  1  $755.00  0.57%  $1,340.00  80.72%    $2.50  $10.00
   Sell  2017-10-16 15:00  Exit Long  $1,377.7    $780.00  $38,445.00    ($320.00)  66.27%  46.99%  $2.50  $10.00
 146  Buy  2017-11-01 22:00  Buy  $1,353.1  $0.00  1  ($345.00)  -0.24%  $430.00  57.33%    $2.50  $10.00
   Sell  2017-11-02 08:00  Stop Loss  $1,349.9    ($320.00)  $38,100.00    ($320.00)  0.00%  -42.67%  $2.50  $10.00
 147  Buy  2017-11-09 14:00  Buy  $1,362.4  $0.00  1  ($425.00)  -0.29%  $200.00  33.33%    $2.50  $10.00
   Sell  2017-11-10 04:00  Stop Loss  $1,358.4    ($400.00)  $37,675.00    ($400.00)  0.00%  -66.67%  $2.50  $10.00
 148  Buy  2017-11-16 22:00  Buy  $1,358.1  $0.00  1  $845.00  0.64%  $1,430.00  86.67%    $2.50  $10.00
   Sell  2017-11-19 23:00  Exit Long  $1,366.8    $870.00  $38,520.00    ($220.00)  66.06%  52.73%  $2.50  $10.00
 149  Buy  2017-12-19 22:00  Buy  $1,337.6  $0.00  1  ($195.00)  -0.13%  $250.00  59.52%    $2.50  $10.00
   Sell  2017-12-20 10:00  Stop Loss  $1,335.9    ($170.00)  $38,325.00    ($170.00)  0.00%  -40.48%  $2.50  $10.00
 150  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  $40,010.00    ($240.00)  85.90%  75.33%  $2.50  $10.00
 151  Sell Short  2018-01-03 20:00  Sell  $1,383.0  $0.00  1  $105.00  0.09%  $550.00  100.00%    $2.50  $10.00
   Buy to Cover  2018-01-04 02:00  Exit Short  $1,381.7    $130.00  $40,115.00    $0.00  23.64%  23.64%  $2.50  $10.00
 152  Buy  2018-01-05 13:00  Buy  $1,392.9  $0.00  1  ($595.00)  -0.41%  $50.00  8.06%    $2.50  $10.00
   Sell  2018-01-08 03:00  Stop Loss  $1,387.2    ($570.00)  $39,520.00    ($570.00)  0.00%  -91.94%  $2.50  $10.00
 153  Sell Short  2018-01-18 15:00  Sell  $1,397.4  $0.00  1  ($435.00)  -0.29%  $140.00  25.45%    $2.50  $10.00
   Buy to Cover  2018-01-18 22:00  Stop Loss  $1,401.5    ($410.00)  $39,085.00    ($410.00)  0.00%  -74.55%  $2.50  $10.00
 154  Buy  2018-01-22 12:00  Buy  $1,404.8  $0.00  1  ($405.00)  -0.27%  $20.00  5.00%    $2.50  $10.00
   Sell  2018-01-22 13:00  Stop Loss  $1,401.0    ($380.00)  $38,680.00    ($380.00)  0.00%  -95.00%  $2.50  $10.00
 155  Buy  2018-01-22 22:00  Buy  $1,406.6  $0.00  1  ($245.00)  -0.16%  $230.00  51.11%    $2.50  $10.00
   Sell  2018-01-23 10:00  Stop Loss  $1,404.4    ($220.00)  $38,435.00    ($220.00)  0.00%  -48.89%  $2.50  $10.00
 156  Buy  2018-01-23 12:00  Buy  $1,408.1  $0.00  1  $1,755.00  1.26%  $2,390.00  93.00%    $2.50  $10.00
   Sell  2018-01-24 20:00  Exit Long  $1,425.9    $1,780.00  $40,190.00    ($180.00)  76.26%  69.26%  $2.50  $10.00
 157  Sell Short  2018-01-28 22:00  Sell  $1,417.6  $0.00  1  $1,015.00  0.73%  $1,480.00  94.27%    $2.50  $10.00
   Buy to Cover  2018-01-30 05:00  Exit Short  $1,407.2    $1,040.00  $41,205.00    ($90.00)  71.97%  66.24%  $2.50  $10.00
 158  Buy  2018-02-11 22:00  Buy  $1,391.3  $0.00  1  ($565.00)  -0.39%  $230.00  29.87%    $2.50  $10.00
   Sell  2018-02-12 08:00  Stop Loss  $1,385.9    ($540.00)  $40,640.00    ($540.00)  0.00%  -70.13%  $2.50  $10.00
 159  Buy  2018-02-15 16:00  Buy  $1,422.8  $0.00  1  ($365.00)  -0.24%  $690.00  66.99%    $2.50  $10.00
   Sell  2018-02-16 10:00  Stop Loss  $1,419.4    ($340.00)  $40,275.00    ($340.00)  0.00%  -33.01%  $2.50  $10.00
 160  Buy  2018-02-25 22:00  Buy  $1,400.8  $0.00  1  $275.00  0.21%  $740.00  100.00%    $2.50  $10.00
   Sell  2018-02-26 09:00  Exit Long  $1,403.8    $300.00  $40,550.00    $0.00  40.54%  40.54%  $2.50  $10.00
 161  Sell Short  2018-02-28 21:00  Sell  $1,381.7  $0.00  1  $435.00  0.33%  $1,280.00  90.14%    $2.50  $10.00
   Buy to Cover  2018-03-01 13:00  Exit Short  $1,377.1    $460.00  $40,985.00    ($140.00)  42.25%  32.39%  $2.50  $10.00
 162  Buy  2018-03-22 21:00  Buy  $1,398.0  $0.00  1  $1,235.00  0.90%  $1,850.00  94.87%    $2.50  $10.00
   Sell  2018-03-26 03:00  Exit Long  $1,410.6    $1,260.00  $42,220.00    ($100.00)  69.74%  64.62%  $2.50  $10.00
 163  Sell Short  2018-04-19 12:00  Sell  $1,408.0  $0.00  1  $2,065.00  1.48%  $2,480.00  96.50%    $2.50  $10.00
   Buy to Cover  2018-04-23 22:00  Exit Short  $1,387.1    $2,090.00  $44,285.00    ($90.00)  84.82%  81.32%  $2.50  $10.00
 164  Buy  2018-04-24 14:00  Buy  $1,393.1  $0.00  1  ($485.00)  -0.33%  $70.00  13.21%    $2.50  $10.00
   Sell  2018-04-25 01:00  Stop Loss  $1,388.5    ($460.00)  $43,800.00    ($460.00)  0.00%  -86.79%  $2.50  $10.00
 165  Sell Short  2018-04-26 12:00  Sell  $1,378.3  $0.00  1  ($195.00)  -0.12%  $310.00  43.06%    $2.50  $10.00
   Buy to Cover  2018-04-27 08:00  Exit Short  $1,380.0    ($170.00)  $43,605.00    ($410.00)  33.33%  -23.61%  $2.50  $10.00
 166  Sell Short  2018-05-14 15:00  Sell  $1,374.9  $0.00  1  $2,205.00  1.62%  $2,730.00  100.00%    $2.50  $10.00
   Buy to Cover  2018-05-16 00:00  Exit Short  $1,352.6    $2,230.00  $45,810.00    $0.00  81.68%  81.68%  $2.50  $10.00
 167  Sell Short  2018-06-01 16:00  Sell  $1,351.6  $0.00  1  ($325.00)  -0.22%  $370.00  55.22%    $2.50  $10.00
   Buy to Cover  2018-06-04 08:00  Stop Loss  $1,354.6    ($300.00)  $45,485.00    ($300.00)  0.00%  -44.78%  $2.50  $10.00
 168  Buy  2018-06-05 13:00  Buy  $1,355.4  $0.00  1  ($95.00)  -0.05%  $350.00  70.00%    $2.50  $10.00
   Sell  2018-06-05 19:00  Exit Long  $1,354.7    ($70.00)  $45,390.00    ($150.00)  16.00%  -14.00%  $2.50  $10.00
 169  Buy  2018-06-13 16:00  Buy  $1,357.3  $0.00  1  $355.00  0.28%  $980.00  81.67%    $2.50  $10.00
   Sell  2018-06-14 11:00  Exit Long  $1,361.1    $380.00  $45,745.00    ($220.00)  50.00%  31.67%  $2.50  $10.00
 170  Sell Short  2018-06-20 15:00  Sell  $1,327.3  $0.00  1  $515.00  0.41%  $1,080.00  99.08%    $2.50  $10.00
   Buy to Cover  2018-06-21 10:00  Exit Short  $1,321.9    $540.00  $46,260.00    ($10.00)  50.46%  49.54%  $2.50  $10.00
 171  Buy  2018-06-24 20:00  Buy  $1,327.1  $0.00  1  ($235.00)  -0.16%  $140.00  40.00%    $2.50  $10.00
   Sell  2018-06-25 00:00  Stop Loss  $1,325.0    ($210.00)  $46,025.00    ($210.00)  0.00%  -60.00%  $2.50  $10.00
 172  Sell Short  2018-06-28 15:00  Sell  $1,303.0  $0.00  1  ($305.00)  -0.21%  $200.00  41.67%    $2.50  $10.00
   Buy to Cover  2018-06-29 01:00  Stop Loss  $1,305.8    ($280.00)  $45,720.00    ($280.00)  0.00%  -58.33%  $2.50  $10.00
 173  Buy  2018-07-08 23:00  Buy  $1,313.6  $0.00  1  $325.00  0.27%  $740.00  91.36%    $2.50  $10.00
   Sell  2018-07-09 11:00  Exit Long  $1,317.1    $350.00  $46,045.00    ($70.00)  51.85%  43.21%  $2.50  $10.00
 174  Buy  2018-07-31 13:00  Buy  $1,277.4  $0.00  1  ($125.00)  -0.08%  $490.00  81.67%    $2.50  $10.00
   Sell  2018-07-31 22:00  Exit Long  $1,276.4    ($100.00)  $45,920.00    ($110.00)  1.67%  -16.67%  $2.50  $10.00
 175  Sell Short  2018-08-01 12:00  Sell  $1,270.6  $0.00  1  ($375.00)  -0.28%  $80.00  18.60%    $2.50  $10.00
   Buy to Cover  2018-08-01 15:00  Stop Loss  $1,274.1    ($350.00)  $45,545.00    ($350.00)  0.00%  -81.40%  $2.50  $10.00
 176  Sell Short  2018-08-12 22:00  Sell  $1,261.2  $0.00  1  $1,295.00  1.05%  $1,810.00  96.79%    $2.50  $10.00
   Buy to Cover  2018-08-14 10:00  Exit Short  $1,248.0    $1,320.00  $46,840.00    ($60.00)  73.80%  70.59%  $2.50  $10.00
 177  Sell Short  2018-08-14 14:00  Sell  $1,245.2  $0.00  1  $2,115.00  1.72%  $3,360.00  96.28%    $2.50  $10.00
   Buy to Cover  2018-08-16 00:00  Exit Short  $1,223.8    $2,140.00  $48,955.00    ($130.00)  65.04%  61.32%  $2.50  $10.00
 178  Buy  2018-08-17 16:00  Buy  $1,232.3  $0.00  1  $1,125.00  0.93%  $1,530.00  98.71%    $2.50  $10.00
   Sell  2018-08-21 09:00  Exit Long  $1,243.8    $1,150.00  $50,080.00    ($20.00)  75.48%  74.19%  $2.50  $10.00
 179  Buy  2018-09-11 15:00  Buy  $1,247.2  $0.00  1  ($445.00)  -0.34%  $210.00  33.33%    $2.50  $10.00
   Sell  2018-09-12 01:00  Stop Loss  $1,243.0    ($420.00)  $49,635.00    ($420.00)  0.00%  -66.67%  $2.50  $10.00
 180  Buy  2018-09-12 12:00  Buy  $1,247.6  $0.00  1  $675.00  0.56%  $1,080.00  89.26%    $2.50  $10.00
   Sell  2018-09-13 00:00  Exit Long  $1,254.6    $700.00  $50,310.00    ($130.00)  68.60%  57.85%  $2.50  $10.00
 181  Buy  2018-10-05 16:00  Buy  $1,252.1  $0.00  1  ($275.00)  -0.20%  $40.00  13.79%    $2.50  $10.00
   Sell  2018-10-07 22:00  Stop Loss  $1,249.6    ($250.00)  $50,035.00    ($250.00)  0.00%  -86.21%  $2.50  $10.00
 182  Buy  2018-10-10 17:00  Buy  $1,240.9  $0.00  1  $2,505.00  2.04%  $3,360.00  95.18%    $2.50  $10.00
   Sell  2018-10-11 23:00  Exit Long  $1,266.2    $2,530.00  $52,540.00    ($170.00)  76.49%  71.67%  $2.50  $10.00
 183  Sell Short  2018-10-17 16:00  Sell  $1,270.5  $0.00  1  ($265.00)  -0.19%  $430.00  64.18%    $2.50  $10.00
   Buy to Cover  2018-10-18 09:00  Stop Loss  $1,272.9    ($240.00)  $52,275.00    ($240.00)  0.00%  -35.82%  $2.50  $10.00
 184  Buy  2018-10-18 13:00  Buy  $1,277.0  $0.00  1  ($485.00)  -0.36%  $80.00  14.81%    $2.50  $10.00
   Sell  2018-10-18 16:00  Stop Loss  $1,272.4    ($460.00)  $51,790.00    ($460.00)  0.00%  -85.19%  $2.50  $10.00
 185  Sell Short  2018-11-08 16:00  Sell  $1,266.9  $0.00  1  $1,025.00  0.83%  $1,520.00  85.88%    $2.50  $10.00
   Buy to Cover  2018-11-11 23:00  Exit Short  $1,256.4    $1,050.00  $52,815.00    ($250.00)  73.45%  59.32%  $2.50  $10.00
 186  Sell Short  2019-01-07 23:00  Sell  $1,324.1  $0.00  1  ($295.00)  -0.20%  $590.00  68.60%    $2.50  $10.00
   Buy to Cover  2019-01-09 10:00  Stop Loss  $1,326.8    ($270.00)  $52,520.00    ($270.00)  0.00%  -31.40%  $2.50  $10.00
 187  Buy  2019-01-09 12:00  Buy  $1,329.2  $0.00  1  $235.00  0.20%  $680.00  73.91%    $2.50  $10.00
   Sell  2019-01-10 06:00  Exit Long  $1,331.8    $260.00  $52,755.00    ($240.00)  54.35%  28.26%  $2.50  $10.00
 188  Sell Short  2019-02-03 21:00  Sell  $1,351.9  $0.00  1  $175.00  0.15%  $740.00  97.37%    $2.50  $10.00
   Buy to Cover  2019-02-04 12:00  Exit Short  $1,349.9    $200.00  $52,930.00    ($20.00)  28.95%  26.32%  $2.50  $10.00
 189  Sell Short  2019-02-13 16:00  Sell  $1,341.5  $0.00  1  ($225.00)  -0.15%  $160.00  40.00%    $2.50  $10.00
   Buy to Cover  2019-02-13 22:00  Exit Short  $1,343.5    ($200.00)  $52,705.00    ($240.00)  10.00%  -50.00%  $2.50  $10.00
 190  Sell Short  2019-02-28 12:00  Sell  $1,348.7  $0.00  1  $2,035.00  1.53%  $2,560.00  95.52%    $2.50  $10.00
   Buy to Cover  2019-03-03 20:00  Exit Short  $1,328.1    $2,060.00  $54,740.00    ($120.00)  81.34%  76.87%  $2.50  $10.00
 191  Sell Short  2019-03-20 13:00  Sell  $1,332.0  $0.00  1  ($505.00)  -0.36%  $90.00  15.79%    $2.50  $10.00
   Buy to Cover  2019-03-20 15:00  Stop Loss  $1,336.8    ($480.00)  $54,235.00    ($480.00)  0.00%  -84.21%  $2.50  $10.00
 192  Sell Short  2019-04-01 16:00  Sell  $1,318.1  $0.00  1  ($295.00)  -0.20%  $320.00  54.24%    $2.50  $10.00
   Buy to Cover  2019-04-02 11:00  Stop Loss  $1,320.8    ($270.00)  $53,940.00    ($270.00)  0.00%  -45.76%  $2.50  $10.00
 193  Buy  2019-04-10 12:00  Buy  $1,336.3  $0.00  1  ($35.00)  -0.01%  $380.00  86.36%    $2.50  $10.00
   Sell  2019-04-10 23:00  Exit Long  $1,336.2    ($10.00)  $53,905.00    ($60.00)  11.36%  -2.27%  $2.50  $10.00
 194  Sell Short  2019-04-15 23:00  Sell  $1,313.9  $0.00  1  ($185.00)  -0.12%  $220.00  57.89%    $2.50  $10.00
   Buy to Cover  2019-04-16 04:00  Stop Loss  $1,315.5    ($160.00)  $53,720.00    ($160.00)  0.00%  -42.11%  $2.50  $10.00
 195  Buy  2019-04-21 21:00  Buy  $1,304.3  $0.00  1  ($155.00)  -0.10%  $60.00  31.58%    $2.50  $10.00
   Sell  2019-04-21 21:00  Stop Loss  $1,303.0    ($130.00)  $53,565.00    ($130.00)  0.00%  -68.42%  $2.50  $10.00
 196  Buy  2019-04-24 12:00  Buy  $1,301.5  $0.00  1  ($5.00)  0.02%  $460.00  83.64%    $2.50  $10.00
   Sell  2019-04-24 22:00  Exit Long  $1,301.7    $20.00  $53,560.00    ($90.00)  20.00%  3.64%  $2.50  $10.00
 197  Buy  2019-04-25 23:00  Buy  $1,307.2  $0.00  1  ($205.00)  -0.14%  $420.00  70.00%    $2.50  $10.00
   Sell  2019-04-26 09:00  Stop Loss  $1,305.4    ($180.00)  $53,355.00    ($180.00)  0.00%  -30.00%  $2.50  $10.00
 198  Sell Short  2019-05-01 16:00  Sell  $1,303.4  $0.00  1  $505.00  0.41%  $1,070.00  88.43%    $2.50  $10.00
   Buy to Cover  2019-05-02 13:00  Exit Short  $1,298.1    $530.00  $53,860.00    ($140.00)  55.37%  43.80%  $2.50  $10.00
 199  Buy  2019-05-06 21:00  Buy  $1,309.6  $0.00  1  ($185.00)  -0.12%  $30.00  15.79%    $2.50  $10.00
   Sell  2019-05-06 22:00  Stop Loss  $1,308.0    ($160.00)  $53,675.00    ($160.00)  0.00%  -84.21%  $2.50  $10.00
 200  Buy  2019-05-07 12:00  Buy  $1,310.8  $0.00  1  $115.00  0.11%  $740.00  87.06%    $2.50  $10.00
   Sell  2019-05-08 11:00  Exit Long  $1,312.2    $140.00  $53,790.00    ($110.00)  29.41%  16.47%  $2.50  $10.00
 201  Buy  2019-06-12 23:00  Buy  $1,359.7  $0.00  1  ($265.00)  -0.18%  $300.00  55.56%    $2.50  $10.00
   Sell  2019-06-13 10:00  Stop Loss  $1,357.3    ($240.00)  $53,525.00    ($240.00)  0.00%  -44.44%  $2.50  $10.00
 202  Buy  2019-06-13 13:00  Buy  $1,362.8  $0.00  1  $965.00  0.73%  $1,940.00  98.48%    $2.50  $10.00
   Sell  2019-06-14 10:00  Exit Long  $1,372.7    $990.00  $54,490.00    ($30.00)  51.78%  50.25%  $2.50  $10.00
 203  Buy  2019-06-19 16:00  Buy  $1,376.1  $0.00  1  $4,455.00  3.26%  $5,930.00  97.21%    $2.50  $10.00
   Sell  2019-06-21 03:00  Exit Long  $1,420.9    $4,480.00  $58,945.00    ($170.00)  76.23%  73.44%  $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 - Trader, @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

$12,920.00 8.85% 3.79 32 43.75%
2019-01-01 $6,130.00 4.01% 3.60 18 38.89%
2018-01-01 $12,805.00 9.15% 3.06 35 48.57%
2017-01-01 $6,205.00 4.64% 1.85 37 43.24%
2016-01-01 $16,142.50 13.72% 2.46 42 42.86%
2015-01-01 $8,152.50 7.44% 2.20 30 46.67%
2014-01-01 $9,510.00 9.51% 2.03 42 42.86%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-01-01 - Today $6,130.00 4.01% 3.60 18 38.89%
2018-01-01 - 2019-01-01 $18,935.00 13.52% 3.21 53 45.28%
2017-01-01 - 2019-01-01 $25,140.00 18.79% 2.58 90 44.44%
2016-01-01 - 2019-01-01 $41,282.50 35.09% 2.53 132 43.94%
2015-01-01 - 2019-01-01 $49,435.00 45.14% 2.46 161 44.72%
2014-01-01 - 2019-01-01 $58,945.00 58.95% 2.37 203 44.33%

Created by TradeStation: 2020-01-05 12:25:33, 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 - Trader, @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
2019-06-21 ($892.50) -0.56% 0.00 1 0.00%
2019-06-20 $2,620.00 1.67% 100.00 1 100.00%
2019-06-19 $2,727.50 1.77% 100.00 1 100.00%
2019-06-14 $197.50 0.13% 100.00 1 100.00%
2019-06-13 $445.00 0.29% 2.38 2 50.00%
2019-06-12 $57.50 0.04% 100.00 1 100.00%
2019-05-08 ($32.50) -0.02% 0.00 1 0.00%
2019-05-07 $147.50 0.10% 100.00 1 100.00%
2019-05-06 ($185.00) -0.12% 0.00 1 0.00%
2019-05-02 $197.50 0.13% 100.00 1 100.00%
2019-05-01 $307.50 0.20% 100.00 1 100.00%
2019-04-26 ($292.50) -0.19% 0.00 1 0.00%
2019-04-25 $87.50 0.06% 100.00 1 100.00%
2019-04-24 ($5.00) 0.00% 0.00 1 0.00%
2019-04-21 ($155.00) -0.10% 0.00 1 0.00%
2019-04-16 ($192.50) -0.13% 0.00 1 0.00%
2019-04-15 $7.50 0.00% 100.00 1 100.00%
2019-04-10 ($35.00) -0.02% 0.00 1 0.00%
2019-04-02 ($392.50) -0.25% 0.00 1 0.00%
2019-04-01 $97.50 0.06% 100.00 1 100.00%
2019-03-20 ($505.00) -0.33% 0.00 1 0.00%
2019-03-03 ($192.50) -0.12% 0.00 1 0.00%
2019-03-02 $0.00 0.00% 0.00 1 0.00%
2019-03-01 $2,000.00 1.31% 100.00 1 100.00%
2019-02-28 $227.50 0.15% 100.00 1 100.00%
2019-02-13 ($225.00) -0.15% 0.00 1 0.00%
2019-02-04 $7.50 0.00% 100.00 1 100.00%
2019-02-03 $167.50 0.11% 100.00 1 100.00%
2019-01-10 ($412.50) -0.27% 0.00 1 0.00%
2019-01-09 $175.00 0.11% 1.37 2 50.00%
2019-01-08 $60.00 0.04% 100.00 1 100.00%
2019-01-07 $117.50 0.08% 100.00 1 100.00%
2018-11-11 ($172.50) -0.11% 0.00 1 0.00%
2018-11-10 $0.00 0.00% 0.00 1 0.00%
2018-11-09 $890.00 0.59% 100.00 1 100.00%
2018-11-08 $307.50 0.20% 100.00 1 100.00%
2018-10-18 ($717.50) -0.47% 0.00 2 0.00%
2018-10-17 ($32.50) -0.02% 0.00 1 0.00%
2018-10-11 $2,547.50 1.70% 100.00 1 100.00%
2018-10-10 ($42.50) -0.03% 0.00 1 0.00%
 
Mark-To-Market Rolling Period Analysis:

Period

Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-21 - 2019-06-21 ($892.50) -0.56% 0.00 1 0.00%
2019-06-20 - 2019-06-21 $1,727.50 1.10% 100.00 1 100.00%
2019-06-19 - 2019-06-21 $4,455.00 2.88% 100.00 1 100.00%
2019-06-18 - 2019-06-21 $4,455.00 2.88% 100.00 1 100.00%
2019-06-17 - 2019-06-21 $4,455.00 2.88% 100.00 1 100.00%
2019-06-16 - 2019-06-21 $4,455.00 2.88% 100.00 1 100.00%
2019-06-15 - 2019-06-21 $4,455.00 2.88% 100.00 1 100.00%
2019-06-14 - 2019-06-21 $4,652.50 3.02% 100.00 2 100.00%
2019-06-13 - 2019-06-21 $5,097.50 3.31% 16.81 3 66.67%
2019-06-12 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-06-11 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-06-10 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-06-09 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-06-08 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-06-07 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-06-06 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-06-05 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-06-04 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-06-03 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-06-02 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-06-01 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-31 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-30 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-29 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-28 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-27 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-26 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-25 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-24 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-23 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-22 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-21 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-20 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-19 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-18 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-17 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-16 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-15 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-14 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%
2019-05-13 - 2019-06-21 $5,155.00 3.35% 20.45 3 66.67%

Created by TradeStation: 2020-01-05 12:25:33, 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 - Trader, @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 $644.50 0.64% 50.00%
February $337.08 0.26% 44.00%
March $1,803.33 1.43% 66.67%
April ($108.50) -0.08% 23.53%
May $380.00 0.30% 45.00%
June $2,692.92 2.09% 48.00%
July $369.50 0.28% 46.67%
August $2,300.00 1.82% 57.14%
September $713.50 0.56% 46.67%
October $472.00 0.37% 21.05%
November $475.50 0.37% 38.46%
December $833.13 0.64% 37.50%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

2019-06-01 $5,155.00 3.35% 20.45 3 66.67%
2019-05-01 $435.00 0.28% 3.35 3 66.67%
2019-04-01 ($880.00) -0.57% 0.00 6 0.00%
2019-03-01 $1,302.50 0.85% 3.58 2 50.00%
2019-02-01 $177.50 0.12% 1.79 3 66.67%
2019-01-01 ($60.00) -0.04% 0.80 2 50.00%
2018-11-01 $1,025.00 0.68% 100.00 1 100.00%
2018-10-01 $1,480.00 0.98% 2.44 4 25.00%
2018-09-01 $230.00 0.15% 1.52 2 50.00%
2018-08-01 $4,160.00 2.85% 12.09 4 75.00%
2018-07-01 $200.00 0.14% 2.60 2 50.00%
2018-06-01 ($90.00) -0.06% 0.91 6 33.33%
2018-05-01 $2,205.00 1.54% 100.00 1 100.00%
2018-04-01 $1,385.00 0.97% 3.04 3 33.33%
2018-03-01 $1,662.50 1.18% 100.00 2 100.00%
2018-02-01 ($647.50) -0.46% 0.30 4 50.00%
2018-01-01 $1,195.00 0.85% 1.71 7 42.86%
2017-12-01 $1,490.00 1.08% 8.64 2 50.00%
2017-11-01 $75.00 0.05% 1.10 3 33.33%
2017-10-01 $115.00 0.08% 1.18 3 33.33%
2017-09-01 ($655.00) -0.47% 0.14 3 33.33%
2017-08-01 $2,060.00 1.50% 5.08 2 50.00%
2017-07-01 ($530.00) -0.39% 0.00 2 0.00%
2017-06-01 ($370.00) -0.27% 0.39 4 25.00%
2017-05-01 $1,670.00 1.23% 3.04 4 50.00%
2017-04-01 $670.00 0.49% 100.00 2 100.00%
2017-03-01 ($812.50) -0.60% 0.23 5 40.00%
2017-02-01 $1,272.50 0.94% 1.69 6 33.33%
2017-01-01 $1,220.00 0.91% 100.00 2 100.00%
2016-12-01 ($885.00) -0.66% 0.30 5 20.00%
2016-11-01 $1,407.50 1.06% 1.77 5 40.00%
2016-10-01 $1,802.50 1.37% 1.90 6 16.67%
2016-09-01 $1,305.00 1.00% 100.00 1 100.00%
2016-08-01 ($1,225.00) -0.93% 0.38 5 20.00%
2016-07-01 $95.00 0.07% 1.08 3 33.33%
2016-06-01 $7,260.00 5.85% 15.97 4 75.00%
2016-05-01 ($1,275.00) -1.02% 0.31 5 40.00%
2016-03-01 $2,685.00 2.19% 18.32 3 66.67%
2016-02-01 $4,070.00 3.43% 13.52 4 75.00%
2016-01-01 $902.50 0.77% 9.02 2 50.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

2019-06-01 - Today $5,155.00 3.35% 20.45 3 66.67%
2019-05-01 - 2019-06-01 $5,590.00 3.65% 13.42 6 66.67%
2019-04-01 - 2019-06-01 $4,710.00 3.05% 4.54 12 33.33%
2019-03-01 - 2019-06-01 $6,012.50 3.93% 4.28 14 35.71%
2019-02-01 - 2019-06-01 $6,190.00 4.05% 4.00 16 37.50%
2019-01-01 - 2019-06-01 $6,130.00 4.01% 3.60 18 38.89%
2018-12-01 - 2019-06-01 $6,130.00 4.01% 3.60 18 38.89%
2018-11-01 - 2019-06-01 $7,155.00 4.71% 4.04 19 42.11%
2018-10-01 - 2019-06-01 $8,635.00 5.74% 3.55 23 39.13%
2018-09-01 - 2019-06-01 $8,865.00 5.91% 3.32 25 40.00%
2018-08-01 - 2019-06-01 $13,025.00 8.93% 4.10 29 44.83%
2018-07-01 - 2019-06-01 $13,225.00 9.08% 4.06 31 45.16%
2018-06-01 - 2019-06-01 $13,135.00 9.01% 3.49 37 43.24%
2018-05-01 - 2019-06-01 $15,340.00 10.68% 3.90 38 44.74%
2018-04-01 - 2019-06-01 $16,725.00 11.76% 3.80 41 43.90%
2018-03-01 - 2019-06-01 $18,387.50 13.08% 4.08 43 46.51%
2018-02-01 - 2019-06-01 $17,740.00 12.56% 3.57 46 45.65%
2018-01-01 - 2019-06-01 $18,935.00 13.52% 3.21 53 45.28%
2017-12-01 - 2019-06-01 $20,425.00 14.75% 3.33 55 45.45%
2017-11-01 - 2019-06-01 $20,500.00 14.81% 3.15 58 44.83%
2017-10-01 - 2019-06-01 $20,615.00 14.90% 3.03 61 44.26%
2017-09-01 - 2019-06-01 $19,960.00 14.36% 2.82 64 43.75%
2017-08-01 - 2019-06-01 $22,020.00 16.08% 2.92 66 43.94%
2017-07-01 - 2019-06-01 $21,490.00 15.63% 2.79 68 42.65%
2017-06-01 - 2019-06-01 $21,120.00 15.32% 2.68 72 41.67%
2017-05-01 - 2019-06-01 $22,790.00 16.74% 2.70 76 42.11%
2017-04-01 - 2019-06-01 $23,460.00 17.32% 2.75 78 43.59%
2017-03-01 - 2019-06-01 $22,647.50 16.62% 2.57 83 43.37%
2017-02-01 - 2019-06-01 $23,920.00 17.72% 2.50 88 43.18%
2017-01-01 - 2019-06-01 $25,140.00 18.79% 2.58 90 44.44%
2016-12-01 - 2019-06-01 $24,255.00 18.01% 2.41 95 43.16%
2016-11-01 - 2019-06-01 $25,662.50 19.25% 2.35 100 43.00%
2016-10-01 - 2019-06-01 $27,465.00 20.89% 2.31 105 41.90%
2016-09-01 - 2019-06-01 $28,770.00 22.10% 2.37 106 42.45%
2016-08-01 - 2019-06-01 $27,545.00 20.96% 2.20 111 41.44%
2016-07-01 - 2019-06-01 $27,640.00 21.05% 2.15 114 41.23%
2016-06-01 - 2019-06-01 $34,900.00 28.13% 2.42 118 42.37%
2016-05-01 - 2019-06-01 $33,625.00 26.83% 2.27 123 42.28%
2016-04-01 - 2019-06-01 $33,625.00 26.83% 2.27 123 42.28%
2016-03-01 - 2019-06-01 $36,310.00 29.61% 2.37 126 42.86%

Created by TradeStation: 2020-01-05 12:25:33, 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 - Trader, @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
2019-06-16 $4,455.00 2.88% 100.00 1 100.00%
2019-06-09 $700.00 0.46% 3.64 2 50.00%
2019-05-05 ($70.00) -0.05% 0.62 2 50.00%
2019-04-28 $505.00 0.33% 100.00 1 100.00%
2019-04-21 ($365.00) -0.24% 0.00 3 0.00%
2019-04-14 ($185.00) -0.12% 0.00 1 0.00%
2019-04-07 ($35.00) -0.02% 0.00 1 0.00%
2019-03-31 ($295.00) -0.19% 0.00 1 0.00%
2019-03-17 ($505.00) -0.33% 0.00 1 0.00%
2019-03-03 ($192.50) -0.12% 0.00 1 0.00%
2019-02-24 $2,227.50 1.46% 100.00 1 100.00%
2019-02-10 ($225.00) -0.15% 0.00 1 0.00%
2019-02-03 $175.00 0.11% 100.00 1 100.00%
2019-01-06 ($60.00) -0.04% 0.80 2 50.00%
2018-11-11 ($172.50) -0.11% 0.00 1 0.00%
2018-11-04 $1,197.50 0.79% 100.00 1 100.00%
2018-10-14 ($750.00) -0.49% 0.00 2 0.00%
2018-10-07 $2,332.50 1.55% 14.52 2 50.00%
2018-09-30 ($102.50) -0.07% 0.00 1 0.00%
2018-09-09 $230.00 0.15% 1.52 2 50.00%
2018-08-19 $737.50 0.49% 100.00 1 100.00%
2018-08-12 $3,797.50 2.61% 100.00 3 100.00%
2018-07-29 ($500.00) -0.34% 0.00 2 0.00%
2018-07-08 $325.00 0.22% 100.00 1 100.00%
2018-06-24 ($540.00) -0.37% 0.00 2 0.00%
2018-06-17 $515.00 0.35% 100.00 1 100.00%
2018-06-10 $355.00 0.24% 100.00 1 100.00%
2018-06-03 ($367.50) -0.25% 0.00 2 0.00%
2018-05-27 ($52.50) -0.04% 0.00 1 0.00%
2018-05-13 $2,205.00 1.54% 100.00 1 100.00%
2018-04-22 $297.50 0.21% 1.44 3 33.33%
2018-04-15 $1,087.50 0.76% 100.00 1 100.00%
2018-03-25 ($212.50) -0.15% 0.00 1 0.00%
2018-03-18 $1,447.50 1.03% 100.00 1 100.00%
2018-02-25 $710.00 0.51% 100.00 2 100.00%
2018-02-11 ($930.00) -0.66% 0.00 2 0.00%
2018-01-28 $1,015.00 0.72% 100.00 1 100.00%
2018-01-21 $1,105.00 0.79% 2.70 3 33.33%
2018-01-14 ($435.00) -0.31% 0.00 1 0.00%
2018-01-07 ($362.50) -0.26% 0.00 1 0.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-16 - Today $4,455.00 2.88% 100.00 1 100.00%
2019-06-09 - 2019-06-16 $5,155.00 3.35% 20.45 3 66.67%
2019-06-02 - 2019-06-16 $5,155.00 3.35% 20.45 3 66.67%
2019-05-26 - 2019-06-16 $5,155.00 3.35% 20.45 3 66.67%
2019-05-19 - 2019-06-16 $5,155.00 3.35% 20.45 3 66.67%
2019-05-12 - 2019-06-16 $5,155.00 3.35% 20.45 3 66.67%
2019-05-05 - 2019-06-16 $5,085.00 3.30% 12.30 5 60.00%
2019-04-28 - 2019-06-16 $5,590.00 3.65% 13.42 6 66.67%
2019-04-21 - 2019-06-16 $5,225.00 3.40% 7.41 9 44.44%
2019-04-14 - 2019-06-16 $5,040.00 3.27% 6.04 10 40.00%
2019-04-07 - 2019-06-16 $5,005.00 3.25% 5.84 11 36.36%
2019-03-31 - 2019-06-16 $4,710.00 3.05% 4.54 12 33.33%
2019-03-24 - 2019-06-16 $4,710.00 3.05% 4.54 12 33.33%
2019-03-17 - 2019-06-16 $4,205.00 2.72% 3.29 13 30.77%
2019-03-10 - 2019-06-16 $4,205.00 2.72% 3.29 13 30.77%
2019-03-03 - 2019-06-16 $4,012.50 2.59% 2.98 14 28.57%
2019-02-24 - 2019-06-16 $6,240.00 4.09% 4.40 14 35.71%
2019-02-17 - 2019-06-16 $6,240.00 4.09% 4.40 14 35.71%
2019-02-10 - 2019-06-16 $6,015.00 3.93% 3.92 15 33.33%
2019-02-03 - 2019-06-16 $6,190.00 4.05% 4.00 16 37.50%
2019-01-27 - 2019-06-16 $6,190.00 4.05% 4.00 16 37.50%
2019-01-20 - 2019-06-16 $6,190.00 4.05% 4.00 16 37.50%
2019-01-13 - 2019-06-16 $6,190.00 4.05% 4.00 16 37.50%
2019-01-06 - 2019-06-16 $6,130.00 4.01% 3.60 18 38.89%
2018-12-30 - 2019-06-16 $6,130.00 4.01% 3.60 18 38.89%
2018-12-23 - 2019-06-16 $6,130.00 4.01% 3.60 18 38.89%
2018-12-16 - 2019-06-16 $6,130.00 4.01% 3.60 18 38.89%
2018-12-09 - 2019-06-16 $6,130.00 4.01% 3.60 18 38.89%
2018-12-02 - 2019-06-16 $6,130.00 4.01% 3.60 18 38.89%
2018-11-25 - 2019-06-16 $6,130.00 4.01% 3.60 18 38.89%
2018-11-18 - 2019-06-16 $6,130.00 4.01% 3.60 18 38.89%
2018-11-11 - 2019-06-16 $5,957.50 3.89% 3.36 19 36.84%
2018-11-04 - 2019-06-16 $7,155.00 4.71% 4.04 19 42.11%
2018-10-28 - 2019-06-16 $7,155.00 4.71% 4.04 19 42.11%
2018-10-21 - 2019-06-16 $7,155.00 4.71% 4.04 19 42.11%
2018-10-14 - 2019-06-16 $6,405.00 4.20% 3.06 21 38.10%
2018-10-07 - 2019-06-16 $8,737.50 5.82% 3.67 23 39.13%
2018-09-30 - 2019-06-16 $8,635.00 5.74% 3.55 23 39.13%
2018-09-23 - 2019-06-16 $8,635.00 5.74% 3.55 23 39.13%
2018-09-16 - 2019-06-16 $8,635.00 5.74% 3.55 23 39.13%

Created by TradeStation: 2020-01-05 12:25:33, 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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oKOiZRFnsHpseh4N9NmCHA32wvbX6H/msrBulEiY1VAKlWAAVzsaGKMN3Efh+7wUGxDHUUfD92gLsqB7f/vgsaOIyhBVHCPc+PDCLYKUAhxsb8c6BpREdHLBXL0/vh7+R+vPYtlwB8p/iC21MJ7Zm9tbC5dKbdEzvpWexbQORwhuf3QqEFWBMuV8z79L5HD7Lr4HUo4YSc21HIPek8H60B82CoL86MOxRfXw/pdN5KRbsrv0j30VUBZZ6AOKF7XbfUVD3WAQM6/Q/wDPIo0fof8AngoMzjylQ3d7t+zNtNUKYRbr0j+TxUAQCoUDv5Fby2YkcRJ/5/egDSuW4At937TQcwsCxJXplD38X0xzneqfAe2hkrJZgP0J9v8AEFpvFt2CuizCkKYhsFCKRzLrJQwQMC5W1XCcbvkKpkRsNcqhzi9B8QCmVt0RM9z7XyYfZdfBkwFY5LHGerrja+D+5VcchPZ6jU7nXwAKZW3REz3PtfCVIy1QhgnG/A57bmh3hm2JA+A8FAMkBV1nUP1iEmNEwgCvtphwWXtHf6Xvr7/dpWiYugQA8l1jOVzwgHhnqTYnHcHRgGeHAjDrk9zp5PPYn0QR+hoaNWOag/7/AF4nVCrd1Hw/dpcNN92rXyHv/iC0FMxO4m2lyKrEZgyBRkLq9OsQMOhy9jQbCoUTrHJ75/E+fYfZddBBsAl0xdCBjCbtrm9eDvfBNuZcS1OnTCnv4vtumxt7L7f9dtMBWljhcyc7e/HgMkZLcJ+gPv4KP2P/ADXUOplMuvnDtOdOKXAigiJ1HQJQC7gGj3unNuybqE/T58JcnS2Y7vRPjrpxUcKpEA6r+JALn493BvUB8fFo6q1bso+X6vxi1If6mCCsOj/wa1atWrVq1atWrVq1atWVh/q6ICU6vwhmw4UbC793bWYSawAMg1OmOvnfRUglLESPqIPtpZgxT8J/71MyYvXA/wB1wVtSb8fbD20xAHM6CnYCz00K8TBIIBGc7OLxdMuL9sVKdqeH6XwiVBB3oT94tXYhELAZfQBfbQXH0c2FnZjeJePI/Ufsf+eD4FxkKpAAO7oC4jF2hf6Hv5T4f4ZtgQfAaN0FSD4Ep6lek511M0k432w9vPtgw85be3P20YitH1AfTf8A8EW+tECcMFZ8rohSJhlqM2kdwMOdRgPZhqIryYQe2kJyFhjgiJbzcbaEW22V+o2N1uoRIwAgYDOgT8741ETOXchkwizdzoNhKsImKcb+d99f16YCoUjvnT9X/wAa+v6dftdTLq7bkSL3hoZHBI7lzcT055dpn6Hp4e2oSbinFnhlYM0qoDOiaUFHS9idPAF7wVnO1N/B9Mc53qnwHtocNM02Ansg+Kh8igFRAXbWM+HS8Y7zvkvgPbxrdjwnB/8Afvq7xLuxufI+dDDE6CwUHx8zHdGsFyYhHbGczp/HznhpnGwU9kHV8prOEWHsP/BFvi6kCDYAP6aAy82rVFO2XYHYs3SiwihgCqkhzhjvqiQrFQsgVV62dDq9o+EBaKUQ6nGqFhuYmz3/ADvhOqAjvs0PGZ9NCh7G1zWQd6+rzvvr+vTngM19NI8ilH26ioe6wCBnR4KRbsJP2D38FQiiEAxhLna5vXg704EYLcr+xPv5fDnCG2Ap8jqagsGBAzjMuvSeA02JZoWRPGxSGfGueA3Lzn3w99LZiRxEn/n96CxZjFG0pMKlOm+vv9nlVn/f7tIkIqhOCRp3uJt+D6/r0SoaGdGPvB+MWElhAVRSobvhBDrSIIoCzqf/ACH1EhAao1TcAdJznSgQU0t5Fcl3b4r/ADTlgr+vI++v69JDnTRAPtX/ALoNkQColAyO1R7PhvoM0oimNRJGgxTL2uhSTxnSsOqZxxe+qobsJSinaiez4EZyWu4ov0x4oWIwdoT/AEPfQWz0HNhZ2Y3iXjxQfX9fi/qOuJYYZGGExbE0ot2TYSn6fHju82Ftfff/AI7+H3+7R7pPeVm9lL3nP4AwugUDuJr6/p/OLFKPserQ1hHMOOP/AGadaC20hRvVlxpFtwzZZO/EE76hbH0hzCsYHohxnAmJ8lgvrL7mo6upUoIpvRd/XVV7BBAKJWzYky6VopKNIamg0ZuR07hWULdgl4Axm6ENk6sEARy9WJzqACEFyEe6XJ1NR3N6EAAWr+nuIpBGwq/hV4yzo0UwN3vGghtOTktMEcdfBK2GEH5B/wCacSGZzjHZU0VXIhIK5VHnN6JpEpFQZwCEO1zd9GRmRGBLcTPMDfE0zNADjG7trideXtDmrFuwH8v1eB9TBAI4xsztcTry9oyoCeg7ISb9V39tITIAYgnYBuO2KOoqMMgO5c0mJCRzVMGgYuNxFg7bRut5mNGRmRGBLcTPMDfE0pggEcY2Z2uJ15e0RKRUGcAhDtc3fRkZkRgS3EzzA3xNMBhsG6lphMHGc3h0hBFhFvh4uP8Am+jIzIjAluJnmBvieCBFACVBy2Al65ed+iLxqoxQ56oOueNxTBAI4xsztcTry9oFWtvg3ihZS3Ll7GgQjBpRhdoUowMLJpTBAI4xsztcTry9oiUioM4BCHa5u+simRGAbcTPMDfE0pggEcY2Z2uJ15e0ZaRQM4MIdrm76GhBqQQZ2wagO2FkhpTBAI4xsztcTry9oiUioM4BCHa5u+jIzIjAluJnmBviaUwQCOMbM7XE68vaIlIqDOAQh2ubvoyMyIwJbiZ5gb4mlMEAjjGzO1xOvL2iJSKgzgEIdrm763yxoFBQpsybWPDpTBAI4xsztcTry9oiUioM4BCHa5u+jIzIjAluJnmBviaUwQCOMbM7XE68vaIlIqDOAQh2ubvoyMyIwJbiZ5gb4mmYIDcY3JtcTry9p426UF2rNm819J/mkfXCNglmZZt4VCJUlHfbTMrsPewodJqYsiTgNBvgmjWsrV9vcVcOpJqu5uUM5uYQuhhAAHBp1WekREQD6GlCpJ0GoES1zzqPdBVhWu/d04ZVGIblA0cuztjbSo3oHFXA2PJZpxyUIoIRJtxowZxnMUU3zsZc6ypBSwAN/wAFmgXSiR0Ic4Lo3JxDPFvtprLCVjkKrlsmd9jzvux/y4Es99YRlU8qfSEUQgGMJc7XN68He+XggIhRlCwvavy6YCt7HC5k529+PMgQOwDIUJJcYE56c+Tantjeq3t/34Obdk3UJ+nzpEhFUJwSNO9xNvwowgBle5gHwflFivr+nw+x6tDzZR5psZazfGLo1ZgLAyYCx3jZ0joiQKBuVOi9drh3D9qB3LMT1dtf8aJeDSlwC4iNKKXEzc6iKDQLcK3RdhtTo6OUZNgSYhHcD96y/NSGBSpcqDL1rBdD2v7DnOs7Z4efyPhBUHMemzXG4j30aHgs72KFWBty3/I+fn0PBZu0d/S99CknjOlYdUzji99DBqxxEH/f68wXHwc2FnZjeJePAmrCnYGJPn+vIgCDKuPZyLfTnyczTEuUvbl7eJ7pPeVm9lL3nP4QBwvj0wVJ6cfjF2UHEGC4o9PCslgYRKNL7PCqRKEo77aCE0HQLBBNwLg9I2OmkXc7rIljoirTOv8A81Xd3KYt2xtpLbKFXK137uopAusDBvocKpYWKkUqFzkLl66K60cE9xXB2NZxtSFhXY7js7nXRBhQLOqlXjd4/I+2aupamJIy7ob6hwJEcvKQDtv7/wAD7KodpRAmNTZguoq+rnxBawp2BxPn+tDI4JHcubienPLtM+Z8jQNqGLXDxfXtv4cqjAu4pzL4dkRE3FOLPBABglZbKMy654x18yNYLkxCO2M5nT+P4E0QhFAeYwvwfjF87bhZt5fQ19p/mvtP819p/mvtP819p/mvtP8ANfaf5r7T/Nfaf5r7T/Nfaf5r7T/Nfaf5r7T/ADX2n+a+0/zXG24WLaz1fwkXzCLVgL9zq1RxKUxm4Z9w/C+AfcI2UNPhfH7/AGaEUQgGMJc7XN68HeqoYkRkGUveHwebtGHimDc2T9OOvmWWZxACVwZKJ8nnRIRVCcEjTvcTb8KMIAZXuYB8H+KLaxlnKxLcCdcKdtOkL4NZyysex5G7NWPUOQk6uxzPKCxzfmwofA+PXxXEFJyJi9xoUk8Z0rDqmccXv55lCxhIwAxKXjfHGkHBZ+0a/pe/kWnCfd3QYVwsHnPdJ7ys3spe85/CAOF8emCpPTj/ABBbXVk6Bvq6xI13wwMG7eusQJBy2GKA875/C+AvoKzkZh7jyPhkcEjuXNxPTnl2mfMyKFMQxc8PF9e2/hhIGDckPsr27eRZFAIxAXisZ8PnRrBcmIR2xnM6fx/AmiEIoDzGF+D/ABBeRIPSqg10mkqwl211ufymbGd/wPh/hm2IE+R0iAuhGMRcm/iVQxIjIMpe8Pg0IohAMYS52ub14O98zAK0bHDZk529+PIcmrHESf8Af68EYQISvcUT5POiQiqE4JGne4m34UYQAyvcwD4P9MW+8KSeM6Vh1TOOL385R46OaIzsxvEvHmFhDlfHpki305857pPeVm9lL3nP4QBwvj0wVJ6cf6Yt94ZHBI7lzcT055dpnzMihTEMXPDxfXtv5E1joEqBXrgD28EUAjEBeKxnw+dGsFyYhHbGczp/H8CaIQigPMYX4P8AJF1FKRsjsIIXGF5OvlfdTMpOP9sPbyiKIQDGEudrm9eDvfMwCtGxw2ZOdvfjzIwgQle4onyedEhFUJwSNO9xNvwowgBle5gHwf5AtK2GEH5B/wCaeXCpCibS5Cx2OYVXIhIK5VHnN6JpEpFQZwCEO1zd9GRmRGBLcTPMDfE0pggEcY2Z2uJ15e0DWOEkQp1yJ7aMjMiMCW4meYG+JpTBAI4xsztcTry9oiUioM4BCHa5u+jIzIjAluJnmBviaMdCDhFeDM4DiqZNIlIqDOAQh2ubvoyMyIwJbiZ5gb4mlMEAjjGzO1xOvL2iJSKgzgEIdrm76MjMiMCW4meYG+JpTBAI4xsztcTry9odKYTNpIBwlrtvQMGRmRGBLcTPMDfE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gx2bYGWYc64lhgtNlxM389dmpkGsFwIhDec5vj9oQsO1rWBcXMyz3xLDBabLiZv567NTINYLgRCG85zfH7QhYdrWsC4uZlnviWGC02XEzfz12amQawXAiEN5zm+P2hKiFhZXyYxrLv1lLDBabLiZv567NTINYLgRCG85zfH7QhYdrWsC4uZlnviWGC02XEzfz12amQawXAiEN5zm+P2hCw7WtYFxczLPfEsMFpsuJm/nrs1Mg1guBEIbznN8ftCFh2tawLi5mWe+fgH3VX+gD829TINYLgRCG85zfH7REw7WscC4uZlnvnx/j/kr3BqQf6eSUXKYYIaOLe+hp+S60cH9MUpeB2bf9/afIlIqDOgQh6ubv7SJSKgzoEIerm7+vx/n/OuiUioM6BCHq5u/siKIQDGEudXN89Hu/ZEUQgGMJc6ub56Pd58/058f4/4qMykA0dvcbCvAQVamh4FwPviyWLEExkcDP58h/IxPlEjYp2Oi58n2T7Se5Gb6Qvqdfy/z/b+B9pPcjN9IX1Ovr8f5/wA659pPcjN9IX1OvsiknrOlYeUzjq+/tCknrOlYeUzjq+/p8/058f4/4tDBAMbyKD/vvp9AI93oYv5x64G1JjhS4oUzsx998nGA5FUhvGM3z+j+P+f7fwTjAciqQ3jGb5/R9Pj/AD/nXTjAciqQ3jGb5/R9gZHBI7Lm4n477dTP2RkcEjsubifjvt1M8+f6c+P8f8XfwfQjFcRZN/1OS5EqCDXkd8SnDE7og0WOizufRmkm7T7ejK+h4uJliVDCImWnHXHhJPCJSqMh6jneOMSOFgcystxkTXd43Zqx6hyEnl0dzghCnGo6HF3vZ+OuCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s/HXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fjrgkeiOxJSU3m67k5tSGLE2Xzm5c1mDAhCnGo6HF3vZ+OuCT4MdgSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fjrgkeiOxJSU3m67k4JNQQ1Meejeu8+HghCnGo6HF3vZ+OuCR6I7ElJTebruTiSCgo1MTvRvXefDzw8pRhYpk95yviBgDBnEMYOrv8AvHEkFBRqYnejeu8+HggCjtR2cXe9n464aghDI7Dr8763xJBQUamJ3o3rvPh4IQpxqOhxd72fjrgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97Px1wiitIrcAkpnLdVsDCSCgo1MTvRvXefDwQhTjUdDi73s/HXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fjrgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97Px1wEWkVWzuSNlup1niSCgo1MTvRvXefDwQhTjUdDi73s/HXBI9EdiSkpvN13JwyakDUx5aN67z4eCAKO1HZi73s/HXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4IQpxqOhxd72fjrgkeiOxJSU3m67k5ZC2vQjls2xhesGHghCnGo6HF3vZ+OuIl0R2DKSm83XcnPj/H+GPu3jSIIuh19itWrVq1asrD/AFdEBKeX2cKdjXAW0Yy/1xrwDJCNEcf7xwFiIEKL0NfRqSCMRd7F1xEC10IFw4ZBMwnKZiCItRpGIud64IbMMYZKwbCOvf8AgPvf5/t/AeQj3O19IX1OufH+P0+P8/51z7Se5Gb6QvqdfZFJPWdKw8pnHV9/w+P8+fH+P8RST1nSsPKZx1ff0+f6c+P8f4i5QEnDJT/0OGpFGobcgmTu55D+h6PYtRzHBXHE6aHBIKZtzoJkzyI78VvTd0mycIZ4YCMEVNuGOdfbfSwJKlRRCLmuv6+lZKqLYAMNJjO8f4r73+f7fwThAuKpW8YzfP6Pj/H6fH+f866cYDkVSG8YzfP6PsDI4JHZc3E/HfbqZ+vx/nz4/wAf4jI4JHZc3E/HfbqZ58/058f4/wARbCaBRsogP+uCSZDWh33wZvnHIxTvPChGBZypIk1zWc1ooAy6YOnuJcEWBR/6brv64D1p2rCrlPQ/H23zu4EEINhTtxPfGIIQHmLFvk64kpDKDDDEPE/k7OrYUCr5Onr+FwZxCOWHc+37/P8Ab+CISLBnYQh6ubvnx/j9Pj/P+ddEpFQZ0CEPVzd/ZEUQgGMJc6ub56Pd+vx/nz4/x/iIohAMYS51c3z0e7z5/pz4/wAf4Iy6GoosPD6Vy6OHGgg7PD775pAAQKqlQ9zmfspN5R2f+XHAlg7eAn0IMyDZ4AV/o4oRoaA3gUkbjHfE58REFICQYZMsOJnEAKQWwYgswLn+L75/p9v3+f7fwHkI9ztfSF9Trnx/j9Pj/P8AnXPtJ7kZvpC+p19kUk9Z0rDymcdX3/D4/wA+fH+P8RST1nSsPKZx1ff0+f6c+P8AH7CZfWGuyvwUHvL1zpdg5cuKMA3WZ0csWSQyAOgnEbN54UQeWEibO2eMbmZdcABegrP9/Zz4aFMLuP8Ajj1rhr8J2H5W3855EKhJWZYav0vaiVAc3UQ/vHJ4CXwkodUJ99dHH8xsxxPu4vfAEso8IoejM9ThVciEgrlUe83wnESkVBnQIQ9XN3wyMyIwJbiZ7gbxOKYIBHGNmdXE89vqIpImDOkhD1c3fDIzIjAluJnuBvE4pggEcY2Z1cTz2+oiUioM6BCHq5u+GRmRGBLcTPcDeJxmKAHGN21cTz2+oiUioM6BCHq5u+GTlKMAW4me4G8TimCARxjZnVxPPb6iJSKgzoEIerm74ZGZEYEtxM9wN4nEZoAOMbvq4nnt9REpFQZ0CEPVzd8MjMiMCW4me4G8TimCARxjZnVxPPb6gCKpc7D+hM3z+ehhq2sdJMnev764pggEcY2Z1cTz2+oiEiwZ2EIerm74wlaWOkmTvX99cUwQCOMbM6uJ57fURKRUGdAhD1c3fDIzIjAluJnuBvE4pggEcY2Z1cTz2+oiUioM6BCHq5u+Y5lwERIsYFaM61OlMEAjjGzOriee31ESkVBnQIQ9XN3wyMyIwJbiZ7gbxOKYIBHGNmdXE89vqIlIqDOgQh6ubvhkZkRgS3Ez3A3icUwQCOMbM6uJ57fURKRUGdAhD1c3fCZSG8uOxgUDXlkg8UwQCOMbM6uJ57fURKRUGdAhD1c3fDIzIjAluJnuBvE4zNADjG7auJ57fURCRYM6EIerm74ZGZEYEtxM9wN4nFMEAjjGzOriee31ESkVBnQIQ9XN3wyMyIwJbiZ7gbxORUYZAdlzSYkJHNUwcRKRUGdAhD1c3fMimRGAbcTPcDeJz4/x/gngDNY2P1e+fCf1xPiJg7Gb29vf0tIo64Yn/i8LyASplCP+w4De0LEhpapMRS4PHF0FERWRU77f/wCcwpkKKeZy/ZtyltRGZgZl4doso3JJh3jkQDTJRKb+0++f6fb9/n+38EQkWDOwhD1c3fNThmMDFrrH0+P8/wCddEpFQZ0CEPVzd/ZEUQgGMJc6ub56Pd+vx/nz4/x/iIohAMYS51c3z0e7z5/pz4/x+zJ1axMEbSCEATbtcTloUjysrRPITPp5VttaV3GS4EZns/wnzmPaJOhXs9Mx4f4fP9Pt+/z/AG/gPIR7na+kL6nX19+P8/51z7Se5Gb6QvqdfZFJPWdKw8pnHV9/w+P8+fH+P8RST1nSsPKZx1ff0+f6c+P8f4Kq5Ji5Fo+H0gsUdQ4BRdDw+gYdzARNodLw7bVWW7Oo+LOQsRw06AQHppl88oLgQAxpapMZS4PH2nxZtdkECxGSb9XjeQVqGA9N174xtAKoMv2n3z/T7fv8/wBuZkiyCxRw52P1ThAuKpW8YzfP6Pp78f5/zrpxgORVIbxjN8/o+wMjgkdlzcT8d9upnnYuaOC5aMefp8f58+P8f4jI4JHZc3E/HfbqZ58/058f4/w3IKQdZU58p/XPlP658p/XPlP658p/XPlP658p/XOttwsWrPy/ZN1YuwXIe0pyR8pzBpJhHKvh3ywJx5AX6A0pYMBxCOUceJ3xJ9tsgIM4Kj6vGnkUhKUGzHDjLwkuakYZtG3l1CcKpkRsNcqh3i+B4gUigs6DSPuZmuGBmRWRLczHcXWLxRRCK4wkxu5vjp9VBJERZ0tI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeMVQo4wmm7m+On1UCkUFnQaR9zM1wwcpVkC3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXDAzIrIluZjuLrF4hdCJxhNd3N8dPqoJIgLO1SPuZmuGBmRWRLczHcXWLxRRCK4wkxu5vjp9XwB4RPRmW7zb1Pp6oohFcYSY3c3x0+qgEgxZ2NI+5ma4ylYSOwuXrf9d8UUQiuMJMbub46fVQKRQWdBpH3MzXDAzIrIluZjuLrF4oohFcYSY3c3x0+qgUigs6DSPuZmuEo6ledQTDMZXL3Lg4oohFcYSY3c3x0+qgUigs6DSPuZmuGBmRWRLczHcXWLwobk8eBkb4wmG9cQKRQWdBpH3MzXDAzIrIluZjuLrF4oohFcYSY3c3x0+qgUigs6DSPuZmuECuTXny29XOXw9qKIRXGEmN3N8dPqoJIiLOlpH3MzXDAzIrIluZjuLrF4xdCjjCabub46fVQCQYs7FI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeYdn5oH/db7PTtApFBZ0GkfczNcwKZFZBtzMdxdYvPj/H/F/H/8TmzG7wV2sUfKUP7PZxNQWY1Rmer9BAgGQo1RBm/zxz4gIe5hg11cHAixYIDigs3qOXPLOwmHeGLTGkMH8X3z/T6bTMk8s5Xyr/f2ff5/t/DAeQj3O19IX1Ovr78f5/wr/wDGykRuHj6n2k9yM30hfU6+z4Uk9Z0rDymcdX39Pn+n0+P8+fH+P8RST1nSsPKZx1ff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Trade Graphs - Total Efficiency



Trade Graphs - Entry Efficiency



Trade Graphs - Exit Efficiency



Trade Graphs - Total Trades



Trade Graphs - Winning Trades



Trade Graphs - Losing Trades



Trade Graphs - Drawdown



Trade Graphs - Drawdown P/L



Trade Graphs - Maximum Adverse Excursion



Trade Graphs - Maximum Adverse Excursion Percent



Trade Graphs - Run-up



Trade Graphs - Run-up P/L



Trade Graphs - Maximum Favorable Excursion



Trade Graphs - Maximum Favorable Excursion Percent

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