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TradeStation TradeManager Performance Report Advantage Fighter - Advantage Pro - Fighter ( Version 4 ), @FDAX, 60 min., 1/4/2016 9:00:00 AM - 4/23/2020 6:00:00 PM
Display:
Column View
 
TradeStation Performance Summary Expand
 
  All Trades
 Long Trades
 Short Trades
Total Net Profit $160,754.42 $84,370.97 $76,383.44
Gross Profit $492,306.65 $260,702.90 $231,603.75
Gross Loss ($331,552.23) ($176,331.93) ($155,220.30)
Profit Factor 1.48 1.48 1.49
       
Roll Over Credit $0.00 $0.00 $0.00
Open Position P/L $0.00 $0.00 $0.00
       
Select Total Net Profit $156,188.81 $109,802.69 $46,386.12
Select Gross Profit $433,584.19 $260,702.90 $172,881.29
Select Gross Loss ($277,395.38) ($150,900.21) ($126,495.17)
Select Profit Factor 1.56 1.73 1.37
       
Adjusted Total Net Profit $96,144.08 $39,933.59 $28,416.61
Adjusted Gross Profit $448,792.48 $231,555.43 $198,174.63
Adjusted Gross Loss ($352,648.40) ($191,621.85) ($169,758.02)
Adjusted Profit Factor 1.27 1.21 1.17
       
Total Number of Trades 375 213 162
Percent Profitable 34.13% 37.56% 29.63%
Winning Trades 128 80 48
Losing Trades 247 133 114
Even Trades 0 0 0
       
Avg. Trade Net Profit $428.68 $396.11 $471.50
Avg. Winning Trade $3,846.15 $3,258.79 $4,825.08
Avg. Losing Trade ($1,342.32) ($1,325.80) ($1,361.58)
Ratio Avg. Win:Avg. Loss 2.87 2.46 3.54
Largest Winning Trade $34,629.86 $16,444.48 $34,629.86
Largest Losing Trade ($11,883.02) ($11,883.02) ($9,993.29)
Largest Winner as % of Gross Profit 7.03% 6.31% 14.95%
Largest Loser as % of Gross Loss 3.58% 6.74% 6.44%
       
Net Profit as % of Largest Loss 1,352.81% 710.01% 764.35%
Select Net Profit as % of Largest Loss 1,314.39% 924.03% 464.17%
Adjusted Net Profit as % of Largest Loss 809.09% 336.06% 284.36%
       
Max. Consecutive Winning Trades 5 5 5
Max. Consecutive Losing Trades 12 10 9
Avg. Bars in Total Trades 11.65 13.23 9.56
Avg. Bars in Winning Trades 22.94 25.04 19.44
Avg. Bars in Losing Trades 5.80 6.14 5.40
Avg. Bars in Even Trades 0.00 0.00 0.00
Max. Shares/Contracts Held 1 1 1
Total Shares/Contracts Held 375 213 162
Account Size Required $22,661.99 $21,334.30 $30,080.30
Total Slippage $8,476.90 $4,818.04 $3,658.86
Total Commission $2,119.23 $1,204.51 $914.72
       
Return on Initial Capital 160.75%
Annual Rate of Return 22.52%
Buy & Hold Return 7.73%
Return on Account 709.36%    
Avg. Monthly Return $3,277.62    
Std. Deviation of Monthly Return $6,668.85    
       
Return Retracement Ratio 7.92    
RINA Index 398.24    
Sharpe Ratio 0.41    
K-Ratio n/a    
       
Trading Period 4 Years, 3 Months, 1 day, 4 hours
Percent of Time in the Market 22.29%
Time in the Market 11 Months, 11 days, 10 hours    
Longest Flat Period 24 days, 18 hours    
       
Max. Equity Run-up
 $207,769.67    
Date of Max. Equity Run-up 3/25/2020 11:00    
Max. Equity Run-up as % of Initial Capital 207.77%    
 
Max. Drawdown (Intra-day Peak to Valley)
Value ($41,913.69) ($24,225.50) ($45,379.30)
Date 4/21/2020 10:00    
as % of Initial Capital 41.91% 24.23% 45.38%
Net Profit as % of Drawdown 383.54% 348.27% 168.32%
Select Net Profit as % of Drawdown 372.64% 453.25% 102.22%
Adjusted Net Profit as % of Drawdown 229.39% 164.84% 62.62%
       
Max. Drawdown (Trade Close to Trade Close)
Value ($22,661.99) ($21,334.30) ($30,080.30)
Date 02/08/17 19:00    
as % of Initial Capital 22.66% 21.33% 30.08%
Net Profit as % of Drawdown 709.36% 395.47% 253.93%
Select Net Profit as % of Drawdown 689.21% 514.68% 154.21%
Adjusted Net Profit as % of Drawdown 424.25% 187.18% 94.47%
       
Max. Trade Drawdown ($11,855.31) ($11,855.31) ($9,965.72)
     
     
     
Created by TradeStation: 4/23/2020 5:41:27 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation TradeManager Performance Report Advantage Fighter - Advantage Pro - Fighter ( Version 4 ), @FDAX, 60 min., 1/4/2016 9:00:00 AM - 4/23/2020 6:00:00 PM
 TradeStation Trade Analysis Collapse
  All Trades
 Winners
 Losers
Total Number of Trades 375 128 247
Avg. Trade Net Profit $428.68 $3,846.15 ($1,342.32)
1 Std. Deviation of Avg. Trade $3,798.59 $4,601.76 $1,333.69
Avg. Trade + 1 Std. Deviation $4,227.27 $8,447.90 ($8.62)
Avg. Trade - 1 Std. Deviation ($3,369.92) ($755.61) ($2,676.01)
Coefficient of Variation 886.12% 119.65% 99.36%
Time Averages
Avg. Time in Trades 22 hours, 10 Minutes 1 day, 20 hours, 8 Minutes 10 hours, 47 Minutes
Avg. Time Between Trades 3 days, 5 hours, 6 Minutes 10 days, 6 hours, 19 Minutes 5 days, 20 hours, 11 Minutes
Avg. Time Between Trade Profit Peaks 249 days, 18 hours, 10 Minutes
Outliers Total Positive Negative
Number of Outliers 9 2 7
Outlier Profit/Loss $4,565.61 $58,722.46 ($54,156.85)
 
Run-up/Drawdown   Run-up Drawdown
Max. Value $45,831.50 ($11,855.31)
Max. Value Date 3/13/2020 11/9/2016
Avg. Value $2,882.06 ($1,162.18)
1 Std. Deviation $4,627.63 $1,217.43
Avg. + 1 Std. Deviation $7,509.69 $55.25
Avg. - 1 Std. Deviation ($1,745.58) ($2,379.61)
Coefficient of Variation 160.57% 104.75%
 
Efficiency Analysis Total
 Entry
 Exit
Avg. Efficiency -25.56% 53.09% 21.36%
1 Std. Deviation 57.70% 33.33% 27.89%
Avg. + 1 Std. Deviation 32.14% 86.42% 49.24%
Avg. - 1 Std. Deviation -83.25% 19.76% -6.53%
Coefficient of Variation 225.78% 62.78% 130.58%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $34,629.86 ($11,883.02)
Largest Profit/Loss as % of Gross 7.03% 3.58%
Largest Consec. Profit/Loss $41,047.94 ($21,987.15)
Largest Consec. Profit/Loss as % of Gross 8.34% 6.63%

Winning Series

Number of Series

Avg. Gain per Series

Avg. Loss Next Trade

1 57 $3,312.70 ($1,461.37)
2 23 $4,813.07 ($1,705.37)
3 4 $2,826.86 ($1,567.41)
4 2 $3,935.90 ($3,203.90)
5 1 $3,334.32 ($1,529.74)

Losing Series

Number of Series

Avg. Loss per Series

Avg. Gain Next Trade

1 26 ($1,341.53) $2,708.44
2 21 ($1,604.34) $2,852.93
3 19 ($1,259.72) $5,444.66
4 8 ($1,475.77) $3,265.03
5 5 ($1,763.06) $9,236.48
6 4 ($828.62) $3,610.38
7 3 ($1,230.08) $5,050.95
8 1 ($1,508.16) $4,177.27
12 1 ($700.10) $1,010.63

Created by TradeStation: 4/23/2020 5:41:27 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation Strategy Performance Report
# Type Date/Time Signal Price Roll Over
Pips		 Shares/Ctrts
Profit/Loss		 Gross P/L
Cum Net Profit		 % Profit Run-up
Drawdown		 Efficiency Total Eff. Comm. Slippage
 1  Buy  1/27/2016 16:00  Buy  â‚¬9,779.5  $0.00  1  ($1,744.83)  -0.64%  $2,840.21  62.39%    $2.72  $10.89
   Sell  1/27/2016 21:00  Stop Loss  â‚¬9,716.5    ($1,717.58)  ($1,744.83)    ($1,717.58)  0.00%  -37.61%  $2.73  $10.91
 2  Buy  1/28/2016 10:00  Buy  â‚¬9,785.0  $0.00  1  ($2,647.50)  -0.98%  $2,125.25  44.83%    $2.73  $10.90
   Sell  1/28/2016 13:00  Stop Loss  â‚¬9,689.0    ($2,620.22)  ($4,392.32)    ($2,620.22)  0.00%  -55.17%  $2.73  $10.92
 3  Sell Short  2/1/2016 12:00  Sell  â‚¬9,673.5  $0.00  1  ($1,688.42)  -0.63%  $2,246.35  57.49%    $2.72  $10.86
   Buy to Cover  2/1/2016 22:00  Stop Loss  â‚¬9,734.5    ($1,661.23)  ($6,080.75)    ($1,661.23)  0.00%  -42.51%  $2.72  $10.89
 4  Sell Short  2/4/2016 11:00  Sell  â‚¬9,441.0  $0.00  1  $433.91  0.17%  $6,160.88  83.18%    $2.79  $11.16
   Buy to Cover  2/4/2016 18:00  Exit Short  â‚¬9,424.5    $461.86  ($5,646.83)    ($1,243.37)  23.06%  6.24%  $2.80  $11.20
 5  Sell Short  2/8/2016 11:00  Sell  â‚¬9,217.5  $0.00  1  $9,611.77  3.70%  $13,797.54  99.69%    $2.80  $11.18
   Buy to Cover  2/9/2016 22:00  Exit Short  â‚¬8,876.0    $9,639.86  $3,964.94    ($41.94)  69.86%  69.55%  $2.82  $11.29
 6  Buy  2/16/2016 20:00  Buy  â‚¬9,138.5  $0.00  1  $4,831.06  1.91%  $7,180.98  84.31%    $2.78  $11.14
   Sell  2/18/2016 11:00  Exit Long  â‚¬9,313.0    $4,858.91  $8,796.00    ($1,340.45)  72.71%  57.03%  $2.78  $11.14
 7  Sell Short  2/25/2016 11:00  Sell  â‚¬9,158.5  $0.00  1  ($1,958.35)  -0.76%  $0.00  0.00%    $2.75  $11.02
   Buy to Cover  2/25/2016 13:00  Stop Loss  â‚¬9,228.5    ($1,930.79)  $6,837.65    ($1,930.79)  0.00%  -100.00%  $2.76  $11.03
 8  Buy  3/4/2016 13:00  Buy  â‚¬9,766.0  $0.00  1  ($399.74)  -0.14%  $2,588.52  82.53%    $2.75  $10.98
   Sell  3/4/2016 16:00  Exit Long  â‚¬9,752.5    ($372.22)  $6,437.91    ($547.94)  5.68%  -11.79%  $2.76  $11.03
 9  Sell Short  3/8/2016 18:00  Sell  â‚¬9,613.0  $0.00  1  ($2,675.80)  -1.00%  $96.47  3.50%    $2.76  $11.03
   Buy to Cover  3/9/2016 10:00  Stop Loss  â‚¬9,709.5    ($2,648.30)  $3,762.11    ($2,648.30)  0.00%  -96.50%  $2.74  $10.98
 10  Buy  3/16/2016 11:00  Buy  â‚¬9,964.0  $0.00  1  ($928.59)  -0.33%  $554.58  38.10%    $2.77  $11.09
   Sell  3/16/2016 12:00  Stop Loss  â‚¬9,931.5    ($900.87)  $2,833.51    ($900.87)  0.00%  -61.90%  $2.77  $11.09
 11  Buy  3/16/2016 17:00  Buy  â‚¬9,952.0  $0.00  1  ($126.85)  -0.04%  $2,194.57  59.32%    $2.77  $11.08
   Sell  3/17/2016 11:00  Exit Long  â‚¬9,948.5    ($98.88)  $2,706.66    ($1,497.29)  38.02%  -2.66%  $2.83  $11.30
 12  Sell Short  3/22/2016 11:00  Sell  â‚¬9,798.0  $0.00  1  ($1,751.48)  -0.63%  $112.08  6.11%    $2.80  $11.21
   Buy to Cover  3/22/2016 11:00  Stop Loss  â‚¬9,859.5    ($1,723.46)  $955.18    ($1,723.46)  0.00%  -93.89%  $2.80  $11.21
 13  Sell Short  4/7/2016 19:00  Sell  â‚¬9,478.0  $0.00  1  ($654.44)  -0.23%  $2,289.52  68.51%    $2.84  $11.38
   Buy to Cover  4/8/2016 10:00  Exit Short  â‚¬9,500.0    ($625.99)  $300.73    ($1,051.50)  12.77%  -18.72%  $2.85  $11.38
 14  Buy  4/12/2016 13:00  Buy  â‚¬9,678.5  $0.00  1  $9,079.15  3.34%  $10,804.25  84.85%    $2.85  $11.42
   Sell  4/15/2016 11:00  Exit Long  â‚¬10,002.0    $9,107.50  $9,379.88    ($1,948.07)  86.73%  71.57%  $2.82  $11.26
 15  Buy  4/18/2016 17:00  Buy  â‚¬10,009.5  $0.00  1  $7,614.13  2.69%  $9,171.47  100.00%    $2.83  $11.33
   Sell  4/20/2016 10:00  Exit Long  â‚¬10,278.5    $7,642.49  $16,994.01    $0.00  83.15%  83.15%  $2.84  $11.36
 16  Buy  4/21/2016 18:00  Buy  â‚¬10,401.5  $0.00  1  ($2,241.77)  -0.75%  $423.75  16.04%    $2.83  $11.30
   Sell  4/22/2016 10:00  Stop Loss  â‚¬10,323.0    ($2,213.54)  $14,752.24    ($2,213.54)  0.00%  -83.96%  $2.82  $11.28
 17  Sell Short  4/26/2016 13:00  Sell  â‚¬10,250.0  $0.00  1  ($28.23)  0.00%  $2,317.77  75.58%    $2.82  $11.28
   Buy to Cover  4/26/2016 23:00  Exit Short  â‚¬10,250.0    $0.00  $14,724.01    ($749.21)  24.42%  0.00%  $2.83  $11.30
 18  Sell Short  5/3/2016 10:00  Sell  â‚¬10,023.5  $0.00  1  $5,331.70  1.87%  $8,191.47  99.83%    $2.90  $11.59
   Buy to Cover  5/5/2016 12:00  Exit Short  â‚¬9,836.0    $5,360.48  $20,055.71    ($14.49)  65.62%  65.45%  $2.86  $11.44
 19  Sell Short  5/12/2016 11:00  Sell  â‚¬9,861.5  $0.00  1  ($1,212.17)  -0.42%  $627.40  34.65%    $2.85  $11.41
   Buy to Cover  5/12/2016 11:00  Stop Loss  â‚¬9,903.0    ($1,183.65)  $18,843.53    ($1,183.65)  0.00%  -65.35%  $2.85  $11.41
 20  Sell Short  5/12/2016 17:00  Sell  â‚¬9,844.0  $0.00  1  ($56.91)  -0.01%  $2,290.06  83.85%    $2.85  $11.41
   Buy to Cover  5/12/2016 22:00  Exit Short  â‚¬9,845.0    ($28.44)  $18,786.62    ($440.82)  15.10%  -1.04%  $2.84  $11.37
 21  Sell Short  5/19/2016 11:00  Sell  â‚¬9,750.0  $0.00  1  ($1,833.07)  -0.66%  $1,655.60  47.77%    $2.81  $11.23
   Buy to Cover  5/19/2016 14:00  Stop Loss  â‚¬9,814.5    ($1,805.05)  $16,953.54    ($1,805.05)  0.00%  -52.23%  $2.80  $11.19
 22  Buy  5/27/2016 22:00  Buy  â‚¬10,211.0  $0.00  1  $347.84  0.13%  $2,462.98  94.65%    $2.78  $11.11
   Sell  5/31/2016 11:00  Exit Long  â‚¬10,224.5    $375.64  $17,301.38    ($138.91)  19.79%  14.44%  $2.78  $11.13
 23  Sell Short  5/31/2016 18:00  Sell  â‚¬10,189.0  $0.00  1  $1,327.74  0.48%  $2,890.73  81.18%    $2.78  $11.13
   Buy to Cover  6/1/2016 20:00  Exit Short  â‚¬10,140.5    $1,355.64  $18,629.13    ($669.11)  56.86%  38.04%  $2.80  $11.18
 24  Sell Short  6/2/2016 16:00  Sell  â‚¬10,099.0  $0.00  1  ($1,032.41)  -0.36%  $167.47  14.29%    $2.79  $11.17
   Buy to Cover  6/2/2016 17:00  Stop Loss  â‚¬10,135.0    ($1,004.50)  $17,596.72    ($1,004.50)  0.00%  -85.71%  $2.79  $11.16
 25  Sell Short  6/14/2016 18:00  Sell  â‚¬9,448.5  $0.00  1  ($1,207.15)  -0.44%  $448.38  21.92%    $2.80  $11.21
   Buy to Cover  6/15/2016 09:00  Exit Short  â‚¬9,490.5    ($1,179.10)  $16,389.57    ($1,596.53)  20.55%  -57.53%  $2.81  $11.23
 26  Buy  6/16/2016 20:00  Buy  â‚¬9,547.5  $0.00  1  ($815.40)  -0.29%  $2,278.91  62.55%    $2.81  $11.22
   Sell  6/17/2016 15:00  Exit Long  â‚¬9,519.5    ($787.32)  $15,574.17    ($1,364.74)  15.83%  -21.62%  $2.81  $11.25
 27  Buy  6/17/2016 20:00  Buy  â‚¬9,594.5  $0.00  1  $10,548.04  3.90%  $13,564.20  97.66%    $2.82  $11.28
   Sell  6/22/2016 23:00  Exit Long  â‚¬9,969.0    $10,576.25  $26,122.20    ($324.24)  78.38%  76.04%  $2.82  $11.30
 28  Buy  6/28/2016 22:00  Buy  â‚¬9,442.5  $0.00  1  $4,872.44  1.87%  $7,640.99  85.85%    $2.77  $11.08
   Sell  7/1/2016 11:00  Exit Long  â‚¬9,619.0    $4,900.17  $30,994.64    ($1,260.16)  69.05%  54.90%  $2.78  $11.11
 29  Buy  7/1/2016 15:00  Buy  â‚¬9,698.0  $0.00  1  ($1,851.47)  -0.68%  $1,029.12  36.10%    $2.78  $11.13
   Sell  7/4/2016 17:00  Stop Loss  â‚¬9,632.5    ($1,823.63)  $29,143.17    ($1,823.63)  0.00%  -63.90%  $2.78  $11.14
 30  Buy  7/8/2016 13:00  Buy  â‚¬9,431.5  $0.00  1  $11,231.19  4.30%  $14,073.74  97.22%    $2.77  $11.07
   Sell  7/13/2016 19:00  Exit Long  â‚¬9,837.0    $11,258.91  $40,374.36    ($401.20)  80.46%  77.68%  $2.78  $11.11
 31  Buy  7/14/2016 16:00  Buy  â‚¬10,007.5  $0.00  1  ($1,627.34)  -0.57%  $777.41  32.75%    $2.78  $11.11
   Sell  7/15/2016 09:00  Stop Loss  â‚¬9,950.0    ($1,599.54)  $38,747.03    ($1,599.54)  0.00%  -67.25%  $2.78  $11.13
 32  Buy  7/28/2016 11:00  Buy  â‚¬10,278.5  $0.00  1  ($1,579.55)  -0.54%  $277.57  15.15%    $2.78  $11.10
   Sell  7/28/2016 17:00  Stop Loss  â‚¬10,222.5    ($1,551.82)  $37,167.48    ($1,551.82)  0.00%  -84.85%  $2.77  $11.08
 33  Sell Short  8/1/2016 16:00  Sell  â‚¬10,227.0  $0.00  1  ($1,299.19)  -0.44%  $613.91  32.59%    $2.79  $11.16
   Buy to Cover  8/1/2016 18:00  Stop Loss  â‚¬10,272.5    ($1,271.27)  $35,868.28    ($1,271.27)  0.00%  -67.41%  $2.79  $11.18
 34  Sell Short  8/1/2016 20:00  Sell  â‚¬10,226.0  $0.00  1  ($1,218.11)  -0.42%  $251.24  17.48%    $2.79  $11.17
   Buy to Cover  8/2/2016 10:00  Stop Loss  â‚¬10,268.5    ($1,190.15)  $34,650.17    ($1,190.15)  0.00%  -82.52%  $2.80  $11.20
 35  Buy  8/5/2016 14:00  Buy  â‚¬10,190.0  $0.00  1  $4,527.09  1.61%  $6,179.61  90.47%    $2.79  $11.16
   Sell  8/8/2016 18:00  Exit Long  â‚¬10,354.5    $4,554.88  $39,177.26    ($655.36)  76.27%  66.73%  $2.77  $11.08
 36  Buy  8/9/2016 12:00  Buy  â‚¬10,410.0  $0.00  1  $4,524.16  1.57%  $6,629.79  98.96%    $2.77  $11.09
   Sell  8/10/2016 13:00  Exit Long  â‚¬10,573.0    $4,551.98  $43,701.42    ($69.30)  68.81%  67.78%  $2.79  $11.17
 37  Sell Short  8/16/2016 15:00  Sell  â‚¬10,577.0  $0.00  1  ($1,705.84)  -0.56%  $169.13  9.16%    $2.82  $11.28
   Buy to Cover  8/16/2016 18:00  Stop Loss  â‚¬10,636.5    ($1,677.65)  $41,995.58    ($1,677.65)  0.00%  -90.84%  $2.82  $11.28
 38  Sell Short  8/16/2016 23:00  Sell  â‚¬10,592.5  $0.00  1  ($563.05)  -0.18%  $0.00  0.00%    $2.82  $11.28
   Buy to Cover  8/17/2016 09:00  Stop Loss  â‚¬10,611.5    ($534.87)  $41,432.53    ($534.87)  0.00%  -100.00%  $2.82  $11.26
 39  Sell Short  8/19/2016 12:00  Sell  â‚¬10,482.0  $0.00  1  ($56.60)  -0.01%  $1,358.71  73.28%    $2.83  $11.32
   Buy to Cover  8/19/2016 20:00  Exit Short  â‚¬10,483.0    ($28.30)  $41,375.93    ($495.13)  25.19%  -1.53%  $2.83  $11.32
 40  Sell Short  8/22/2016 11:00  Sell  â‚¬10,446.0  $0.00  1  ($960.25)  -0.32%  $169.44  15.38%    $2.82  $11.30
   Buy to Cover  8/22/2016 11:00  Stop Loss  â‚¬10,479.0    ($932.01)  $40,415.68    ($932.01)  0.00%  -84.62%  $2.82  $11.30
 41  Buy  8/24/2016 20:00  Buy  â‚¬10,572.0  $0.00  1  ($957.34)  -0.31%  $0.00  0.00%    $2.82  $11.27
   Sell  8/24/2016 22:00  Stop Loss  â‚¬10,539.0    ($929.18)  $39,458.34    ($929.18)  0.00%  -100.00%  $2.82  $11.26
 42  Buy  9/1/2016 11:00  Buy  â‚¬10,576.0  $0.00  1  ($682.19)  -0.22%  $1,003.45  53.73%    $2.79  $11.15
   Sell  9/1/2016 16:00  Exit Long  â‚¬10,552.5    ($654.33)  $38,776.15    ($863.42)  11.19%  -35.07%  $2.78  $11.14
 43  Sell Short  9/15/2016 17:00  Sell  â‚¬10,283.5  $0.00  1  ($1,307.36)  -0.44%  $281.12  18.02%    $2.81  $11.25
   Buy to Cover  9/15/2016 17:00  Stop Loss  â‚¬10,329.0    ($1,279.24)  $37,468.79    ($1,279.24)  0.00%  -81.98%  $2.81  $11.25
 44  Sell Short  9/16/2016 11:00  Sell  â‚¬10,320.5  $0.00  1  $1,185.52  0.42%  $3,943.62  83.88%    $2.81  $11.24
   Buy to Cover  9/19/2016 10:00  Exit Short  â‚¬10,277.0    $1,213.51  $38,654.31    ($757.90)  42.09%  25.97%  $2.79  $11.16
 45  Buy  9/21/2016 22:00  Buy  â‚¬10,401.0  $0.00  1  $4,962.45  1.71%  $6,773.12  96.02%    $2.80  $11.19
   Sell  9/23/2016 12:00  Exit Long  â‚¬10,579.0    $4,990.45  $43,616.76    ($279.68)  74.90%  70.92%  $2.80  $11.21
 46  Sell Short  9/27/2016 11:00  Sell  â‚¬10,336.0  $0.00  1  $1,149.95  0.41%  $3,911.27  93.00%    $2.81  $11.24
   Buy to Cover  9/27/2016 19:00  Exit Short  â‚¬10,294.0    $1,178.03  $44,766.71    ($295.08)  35.00%  28.00%  $2.80  $11.22
 47  Buy  9/29/2016 15:00  Buy  â‚¬10,463.0  $0.00  1  ($1,512.69)  -0.51%  $98.03  6.19%    $2.80  $11.21
   Sell  9/29/2016 15:00  Stop Loss  â‚¬10,410.0    ($1,484.68)  $43,254.02    ($1,484.68)  0.00%  -93.81%  $2.80  $11.21
 48  Sell Short  10/7/2016 14:00  Sell  â‚¬10,434.5  $0.00  1  ($1,594.44)  -0.54%  $13.93  0.67%    $2.79  $11.14
   Buy to Cover  10/7/2016 16:00  Exit Short  â‚¬10,490.5    ($1,566.53)  $41,659.58    ($2,066.36)  24.16%  -75.17%  $2.80  $11.19
 49  Sell Short  10/7/2016 17:00  Sell  â‚¬10,427.0  $0.00  1  ($1,019.12)  -0.34%  $1,143.64  52.56%    $2.80  $11.18
   Buy to Cover  10/10/2016 13:00  Exit Short  â‚¬10,462.5    ($991.18)  $40,640.46    ($1,033.21)  1.92%  -45.51%  $2.79  $11.17
 50  Buy  10/11/2016 14:00  Buy  â‚¬10,599.0  $0.00  1  ($1,341.04)  -0.45%  $817.18  38.31%    $2.77  $11.08
   Sell  10/11/2016 17:00  Stop Loss  â‚¬10,551.5    ($1,313.36)  $39,299.42    ($1,313.36)  0.00%  -61.69%  $2.76  $11.06
 51  Buy  10/18/2016 11:00  Buy  â‚¬10,528.0  $0.00  1  $219.90  0.09%  $1,866.82  87.74%    $2.75  $11.02
   Sell  10/19/2016 11:00  Exit Long  â‚¬10,537.0    $247.42  $39,519.32    ($261.72)  23.87%  11.61%  $2.75  $11.00
 52  Buy  10/19/2016 16:00  Buy  â‚¬10,583.0  $0.00  1  ($864.51)  -0.29%  $1,397.76  62.58%    $2.74  $10.97
   Sell  10/20/2016 15:00  Stop Loss  â‚¬10,552.5    ($837.08)  $38,654.81    ($837.08)  0.00%  -37.42%  $2.74  $10.98
 53  Buy  10/24/2016 10:00  Buy  â‚¬10,679.5  $0.00  1  $979.78  0.35%  $2,246.27  95.38%    $2.72  $10.89
   Sell  10/24/2016 18:00  Exit Long  â‚¬10,716.5    $1,007.00  $39,634.59    ($108.87)  47.40%  42.77%  $2.72  $10.89
 54  Buy  10/25/2016 11:00  Buy  â‚¬10,755.0  $0.00  1  ($829.97)  -0.27%  $408.37  33.71%    $2.72  $10.89
   Sell  10/25/2016 12:00  Stop Loss  â‚¬10,725.5    ($802.75)  $38,804.63    ($802.75)  0.00%  -66.29%  $2.72  $10.88
 55  Sell Short  10/28/2016 21:00  Sell  â‚¬10,576.0  $0.00  1  ($1,356.66)  -0.46%  $137.27  9.35%    $2.75  $10.98
   Buy to Cover  10/31/2016 09:00  Stop Loss  â‚¬10,624.5    ($1,329.23)  $37,447.97    ($1,329.23)  0.00%  -90.65%  $2.74  $10.96
 56  Sell Short  10/31/2016 17:00  Sell  â‚¬10,583.0  $0.00  1  ($794.69)  -0.26%  $95.90  11.11%    $2.74  $10.96
   Buy to Cover  10/31/2016 17:00  Stop Loss  â‚¬10,611.0    ($767.29)  $36,653.27    ($767.29)  0.00%  -88.89%  $2.74  $10.96
 57  Sell Short  11/1/2016 16:00  Sell  â‚¬10,558.5  $0.00  1  $9,787.64  3.34%  $11,334.44  98.79%    $2.76  $11.04
   Buy to Cover  11/4/2016 17:00  Exit Short  â‚¬10,205.5    $9,815.34  $46,440.91    ($138.00)  86.58%  85.37%  $2.78  $11.12
 58  Buy  11/8/2016 15:00  Buy  â‚¬10,395.5  $0.00  1  ($11,883.02)  -4.10%  $2,712.10  18.76%    $2.76  $11.04
   Sell  11/9/2016 09:00  Stop Loss  â‚¬9,969.0    ($11,855.31)  $34,557.89    ($11,855.31)  0.00%  -81.24%  $2.78  $11.12
 59  Sell Short  11/21/2016 12:00  Sell  â‚¬10,572.0  $0.00  1  ($1,422.28)  -0.50%  $0.00  0.00%    $2.66  $10.63
   Buy to Cover  11/21/2016 12:00  Stop Loss  â‚¬10,624.5    ($1,395.70)  $33,135.61    ($1,395.70)  0.00%  -100.00%  $2.66  $10.63
 60  Buy  11/30/2016 14:00  Buy  â‚¬10,599.5  $0.00  1  ($1,499.15)  -0.52%  $515.72  26.00%    $2.66  $10.64
   Sell  12/1/2016 09:00  Stop Loss  â‚¬10,544.0    ($1,472.58)  $31,636.46    ($1,472.58)  0.00%  -74.00%  $2.65  $10.61
 61  Buy  12/12/2016 17:00  Buy  â‚¬11,153.0  $0.00  1  ($1,060.41)  -0.35%  $132.65  11.36%    $2.65  $10.61
   Sell  12/12/2016 18:00  Stop Loss  â‚¬11,114.0    ($1,033.89)  $30,576.05    ($1,033.89)  0.00%  -88.64%  $2.65  $10.60
 62  Buy  12/15/2016 17:00  Buy  â‚¬11,261.5  $0.00  1  $1,604.05  0.55%  $3,552.18  95.10%    $2.60  $10.42
   Sell  12/16/2016 21:00  Exit Long  â‚¬11,324.0    $1,630.11  $32,180.10    ($182.28)  48.60%  43.71%  $2.61  $10.43
 63  Buy  12/21/2016 11:00  Buy  â‚¬11,412.5  $0.00  1  ($547.99)  -0.18%  $428.88  45.21%    $2.60  $10.40
   Sell  12/22/2016 09:00  Stop Loss  â‚¬11,392.5    ($521.94)  $31,632.11    ($521.94)  0.00%  -54.79%  $2.61  $10.44
 64  Buy  12/27/2016 10:00  Buy  â‚¬11,410.0  $0.00  1  ($662.99)  -0.21%  $509.42  44.32%    $2.61  $10.45
   Sell  12/28/2016 20:00  Stop Loss  â‚¬11,385.5    ($636.93)  $30,969.12    ($636.93)  0.00%  -55.68%  $2.60  $10.40
 65  Sell Short  12/29/2016 18:00  Sell  â‚¬11,384.5  $0.00  1  ($499.15)  -0.16%  $222.45  32.08%    $2.62  $10.49
   Buy to Cover  12/30/2016 09:00  Stop Loss  â‚¬11,402.5    ($472.90)  $30,469.97    ($472.90)  0.00%  -67.92%  $2.63  $10.51
 66  Sell Short  12/30/2016 13:00  Sell  â‚¬11,363.0  $0.00  1  ($790.40)  -0.26%  $92.38  10.77%    $2.64  $10.56
   Buy to Cover  12/30/2016 14:00  Stop Loss  â‚¬11,392.0    ($764.03)  $29,679.57    ($764.03)  0.00%  -89.23%  $2.63  $10.54
 67  Buy  1/4/2017 10:00  Buy  â‚¬11,559.5  $0.00  1  ($521.60)  -0.16%  $104.31  17.39%    $2.61  $10.43
   Sell  1/4/2017 10:00  Stop Loss  â‚¬11,540.5    ($495.52)  $29,157.98    ($495.52)  0.00%  -82.61%  $2.61  $10.43
 68  Sell Short  1/4/2017 17:00  Sell  â‚¬11,488.0  $0.00  1  ($811.91)  -0.26%  $39.27  4.76%    $2.62  $10.47
   Buy to Cover  1/4/2017 18:00  Stop Loss  â‚¬11,518.0    ($785.72)  $28,346.07    ($785.72)  0.00%  -95.24%  $2.62  $10.48
 69  Buy  1/19/2017 17:00  Buy  â‚¬11,586.0  $0.00  1  ($914.80)  -0.29%  $13.26  1.47%    $2.65  $10.61
   Sell  1/19/2017 17:00  Stop Loss  â‚¬11,552.5    ($888.29)  $27,431.26    ($888.29)  0.00%  -98.53%  $2.65  $10.61
 70  Buy  1/20/2017 11:00  Buy  â‚¬11,554.5  $0.00  1  ($1,221.74)  -0.39%  $680.72  36.43%    $2.66  $10.65
   Sell  1/23/2017 09:00  Stop Loss  â‚¬11,510.0    ($1,195.00)  $26,209.53    ($1,195.00)  0.00%  -63.57%  $2.69  $10.74
 71  Sell Short  1/24/2017 11:00  Sell  â‚¬11,489.0  $0.00  1  ($631.02)  -0.20%  $67.12  10.00%    $2.69  $10.74
   Buy to Cover  1/24/2017 11:00  Stop Loss  â‚¬11,511.5    ($604.16)  $25,578.51    ($604.16)  0.00%  -90.00%  $2.69  $10.74
 72  Buy  2/3/2017 11:00  Buy  â‚¬11,605.0  $0.00  1  ($738.66)  -0.23%  $13.43  1.85%    $2.69  $10.74
   Sell  2/3/2017 11:00  Stop Loss  â‚¬11,578.5    ($711.80)  $24,839.85    ($711.80)  0.00%  -98.15%  $2.69  $10.74
 73  Buy  2/3/2017 14:00  Buy  â‚¬11,598.5  $0.00  1  ($539.47)  -0.16%  $1,303.32  62.58%    $2.68  $10.74
   Sell  2/3/2017 17:00  Exit Long  â‚¬11,579.5    ($512.56)  $24,300.37    ($780.22)  12.90%  -24.52%  $2.70  $10.79
 74  Sell Short  2/8/2017 16:00  Sell  â‚¬11,461.0  $0.00  1  ($521.46)  -0.16%  $1,070.35  52.29%    $2.68  $10.70
   Buy to Cover  2/8/2017 19:00  Exit Short  â‚¬11,479.5    ($494.70)  $23,778.92    ($976.85)  23.53%  -24.18%  $2.67  $10.70
 75  Buy  2/9/2017 14:00  Buy  â‚¬11,560.0  $0.00  1  $1,010.63  0.34%  $2,752.71  71.88%    $2.67  $10.69
   Sell  2/10/2017 13:00  Exit Long  â‚¬11,599.0    $1,037.28  $24,789.55    ($1,081.16)  55.21%  27.08%  $2.66  $10.64
 76  Buy  2/13/2017 11:00  Buy  â‚¬11,653.5  $0.00  1  $2,190.72  0.72%  $3,657.02  98.23%    $2.66  $10.64
   Sell  2/15/2017 13:00  Exit Long  â‚¬11,737.5    $2,217.22  $26,980.27    ($66.50)  61.35%  59.57%  $2.64  $10.56
 77  Sell Short  2/16/2017 11:00  Sell  â‚¬11,710.5  $0.00  1  $716.39  0.24%  $2,035.99  86.93%    $2.66  $10.64
   Buy to Cover  2/17/2017 18:00  Exit Short  â‚¬11,682.5    $742.96  $27,696.66    ($305.73)  44.89%  31.82%  $2.65  $10.61
 78  Buy  2/28/2017 18:00  Buy  â‚¬11,791.0  $0.00  1  $5,448.39  1.76%  $6,710.08  90.73%    $2.65  $10.62
   Sell  3/2/2017 12:00  Exit Long  â‚¬11,999.0    $5,474.82  $33,145.05    ($689.45)  83.42%  74.15%  $2.63  $10.53
 79  Sell Short  3/7/2017 17:00  Sell  â‚¬11,888.5  $0.00  1  ($714.04)  -0.22%  $66.11  8.77%    $2.64  $10.58
   Buy to Cover  3/7/2017 17:00  Stop Loss  â‚¬11,914.5    ($687.60)  $32,431.01    ($687.60)  0.00%  -91.23%  $2.64  $10.58
 80  Buy  3/9/2017 16:00  Buy  â‚¬11,917.0  $0.00  1  $679.68  0.22%  $2,572.25  75.78%    $2.65  $10.60
   Sell  3/10/2017 17:00  Exit Long  â‚¬11,943.5    $706.25  $33,110.69    ($821.04)  44.92%  20.70%  $2.67  $10.66
 81  Sell Short  3/10/2017 18:00  Sell  â‚¬11,899.5  $0.00  1  ($866.95)  -0.26%  $601.01  38.14%    $2.67  $10.67
   Buy to Cover  3/13/2017 15:00  Exit Short  â‚¬11,931.0    ($840.28)  $32,243.73    ($974.18)  8.47%  -53.39%  $2.67  $10.67
 82  Sell Short  3/14/2017 11:00  Sell  â‚¬11,911.5  $0.00  1  ($598.46)  -0.18%  $39.89  6.52%    $2.66  $10.64
   Buy to Cover  3/14/2017 11:00  Stop Loss  â‚¬11,933.0    ($571.86)  $31,645.28    ($571.86)  0.00%  -93.48%  $2.66  $10.64
 83  Sell Short  3/20/2017 19:00  Sell  â‚¬12,002.5  $0.00  1  ($714.27)  -0.21%  $415.67  37.80%    $2.68  $10.73
   Buy to Cover  3/21/2017 09:00  Stop Loss  â‚¬12,028.0    ($687.38)  $30,931.01    ($687.38)  0.00%  -62.20%  $2.70  $10.78
 84  Sell Short  3/23/2017 11:00  Sell  â‚¬11,844.0  $0.00  1  ($755.39)  -0.23%  $26.93  3.51%    $2.69  $10.77
   Buy to Cover  3/23/2017 12:00  Stop Loss  â‚¬11,871.0    ($728.44)  $30,175.61    ($740.60)  1.75%  -94.74%  $2.70  $10.79
 85  Buy  3/24/2017 22:00  Buy  â‚¬12,016.5  $0.00  1  ($2,036.87)  -0.62%  $134.95  6.33%    $2.70  $10.80
   Sell  3/27/2017 09:00  Stop Loss  â‚¬11,942.5    ($2,009.78)  $28,138.74    ($2,009.78)  0.00%  -93.67%  $2.72  $10.86
 86  Buy  3/30/2017 17:00  Buy  â‚¬12,166.0  $0.00  1  $2,063.54  0.65%  $4,281.42  94.41%    $2.68  $10.74
   Sell  4/3/2017 17:00  Exit Long  â‚¬12,244.5    $2,090.28  $30,202.29    ($253.79)  51.76%  46.18%  $2.66  $10.65
 87  Sell Short  4/5/2017 11:00  Sell  â‚¬12,195.0  $0.00  1  ($493.23)  -0.14%  $1,054.58  61.72%    $2.67  $10.68
   Buy to Cover  4/5/2017 17:00  Exit Short  â‚¬12,212.5    ($466.56)  $29,709.06    ($653.08)  10.94%  -27.34%  $2.67  $10.66
 88  Sell Short  4/5/2017 19:00  Sell  â‚¬12,162.5  $0.00  1  $852.73  0.27%  $2,807.33  75.36%    $2.66  $10.65
   Buy to Cover  4/6/2017 14:00  Exit Short  â‚¬12,129.5    $879.37  $30,561.79    ($918.48)  48.21%  23.57%  $2.66  $10.66
 89  Sell Short  4/7/2017 16:00  Sell  â‚¬12,113.0  $0.00  1  ($837.19)  -0.25%  $93.01  10.29%    $2.66  $10.63
   Buy to Cover  4/7/2017 16:00  Stop Loss  â‚¬12,143.5    ($810.61)  $29,724.60    ($810.61)  0.00%  -89.71%  $2.66  $10.63
 90  Sell Short  4/11/2017 10:00  Sell  â‚¬12,100.0  $0.00  1  ($582.48)  -0.17%  $410.34  42.47%    $2.65  $10.59
   Buy to Cover  4/11/2017 10:00  Stop Loss  â‚¬12,121.0    ($556.01)  $29,142.12    ($556.01)  0.00%  -57.53%  $2.65  $10.59
 91  Sell Short  4/13/2017 20:00  Sell  â‚¬12,025.5  $0.00  1  ($2,010.15)  -0.62%  $530.79  21.16%    $2.65  $10.62
   Buy to Cover  4/18/2017 09:00  Stop Loss  â‚¬12,100.0    ($1,983.56)  $27,131.97    ($1,983.56)  0.00%  -78.84%  $2.66  $10.65
 92  Buy  4/21/2017 15:00  Buy  â‚¬12,004.5  $0.00  1  $9,908.54  3.04%  $11,672.02  93.46%    $2.68  $10.70
   Sell  4/26/2017 23:00  Exit Long  â‚¬12,369.0    $9,935.54  $37,040.51    ($802.41)  85.95%  79.41%  $2.73  $10.90
 93  Buy  5/2/2017 16:00  Buy  â‚¬12,398.0  $0.00  1  $640.99  0.20%  $1,597.71  89.31%    $2.73  $10.91
   Sell  5/3/2017 11:00  Exit Long  â‚¬12,422.5    $668.26  $37,681.49    ($190.92)  48.09%  37.40%  $2.73  $10.91
 94  Buy  5/3/2017 17:00  Buy  â‚¬12,438.0  $0.00  1  $2,428.24  0.72%  $3,838.66  93.96%    $2.73  $10.91
   Sell  5/5/2017 10:00  Exit Long  â‚¬12,527.5    $2,455.59  $40,109.73    ($245.68)  66.11%  60.07%  $2.74  $10.97
 95  Buy  5/5/2017 16:00  Buy  â‚¬12,573.5  $0.00  1  $3,245.80  0.95%  $4,990.02  97.58%    $2.74  $10.98
   Sell  5/8/2017 10:00  Exit Long  â‚¬12,693.0    $3,273.22  $43,355.53    ($123.52)  66.67%  64.25%  $2.74  $10.96
 96  Sell Short  5/10/2017 18:00  Sell  â‚¬12,663.0  $0.00  1  $448.02  0.14%  $2,200.57  71.37%    $2.72  $10.87
   Buy to Cover  5/11/2017 22:00  Exit Short  â‚¬12,645.5    $475.19  $43,803.56    ($884.60)  44.05%  15.42%  $2.72  $10.86
 97  Buy  5/23/2017 11:00  Buy  â‚¬12,589.0  $0.00  1  ($1,529.74)  -0.42%  $787.47  34.36%    $2.81  $11.25
   Sell  5/23/2017 16:00  Stop Loss  â‚¬12,535.5    ($1,501.64)  $42,273.82    ($1,501.64)  0.00%  -65.64%  $2.81  $11.23
 98  Buy  6/1/2017 19:00  Buy  â‚¬12,582.5  $0.00  1  $4,397.64  1.25%  $5,938.97  99.07%    $2.80  $11.21
   Sell  6/2/2017 16:00  Exit Long  â‚¬12,739.5    $4,425.75  $46,671.46    ($56.05)  74.30%  73.36%  $2.82  $11.28
 99  Buy  6/9/2017 17:00  Buy  â‚¬12,704.0  $0.00  1  ($615.82)  -0.17%  $853.06  57.55%    $2.80  $11.18
   Sell  6/9/2017 21:00  Exit Long  â‚¬12,683.0    ($587.85)  $46,055.64    ($629.81)  2.83%  -39.62%  $2.80  $11.20
 100  Sell Short  6/23/2017 13:00  Sell  â‚¬12,647.0  $0.00  1  ($293.91)  -0.08%  $1,635.91  72.67%    $2.79  $11.17
   Buy to Cover  6/23/2017 18:00  Exit Short  â‚¬12,656.5    ($265.95)  $45,761.73    ($615.97)  15.53%  -11.80%  $2.80  $11.20
 101  Buy  7/10/2017 18:00  Buy  â‚¬12,376.0  $0.00  1  ($1,071.44)  -0.29%  $2,292.08  68.80%    $2.85  $11.39
   Sell  7/11/2017 18:00  Stop Loss  â‚¬12,339.5    ($1,042.91)  $44,690.30    ($1,042.91)  0.00%  -31.20%  $2.86  $11.43
 102  Buy  7/12/2017 13:00  Buy  â‚¬12,435.0  $0.00  1  $2,603.98  0.74%  $4,557.64  93.57%    $2.86  $11.45
   Sell  7/14/2017 17:00  Exit Long  â‚¬12,527.0    $2,632.60  $47,294.28    ($315.05)  60.23%  53.80%  $2.86  $11.45
 103  Sell Short  7/21/2017 13:00  Sell  â‚¬12,330.0  $0.00  1  $5,705.31  1.60%  $7,983.26  97.86%    $2.91  $11.64
   Buy to Cover  7/24/2017 17:00  Exit Short  â‚¬12,133.0    $5,734.42  $52,999.59    ($174.66)  72.50%  70.36%  $2.91  $11.64
 104  Sell Short  7/31/2017 17:00  Sell  â‚¬12,051.0  $0.00  1  ($576.12)  -0.15%  $1,520.19  73.05%    $2.95  $11.79
   Buy to Cover  8/1/2017 10:00  Exit Short  â‚¬12,069.5    ($546.61)  $52,423.47    ($561.53)  0.71%  -26.24%  $2.95  $11.82
 105  Sell Short  8/10/2017 11:00  Sell  â‚¬12,049.5  $0.00  1  $3,848.83  1.09%  $5,891.94  97.09%    $2.93  $11.73
   Buy to Cover  8/11/2017 16:00  Exit Short  â‚¬11,918.0    $3,878.23  $56,272.30    ($175.91)  66.59%  63.68%  $2.95  $11.80
 106  Sell Short  8/17/2017 18:00  Sell  â‚¬12,118.5  $0.00  1  $1,539.77  0.44%  $3,530.98  81.69%    $2.93  $11.74
   Buy to Cover  8/18/2017 14:00  Exit Short  â‚¬12,065.0    $1,569.10  $57,812.06    ($792.23)  54.58%  36.27%  $2.93  $11.73
 107  Sell Short  8/21/2017 10:00  Sell  â‚¬12,032.0  $0.00  1  ($984.66)  -0.27%  $719.00  42.98%    $2.94  $11.74
   Buy to Cover  8/21/2017 13:00  Stop Loss  â‚¬12,064.5    ($955.29)  $56,827.40    ($955.29)  0.00%  -57.02%  $2.94  $11.76
 108  Sell Short  8/21/2017 16:00  Sell  â‚¬12,025.5  $0.00  1  ($943.17)  -0.26%  $2,643.96  73.66%    $2.95  $11.79
   Buy to Cover  8/22/2017 10:00  Exit Short  â‚¬12,056.5    ($913.70)  $55,884.23    ($943.33)  0.82%  -25.51%  $2.95  $11.79
 109  Buy  8/24/2017 12:00  Buy  â‚¬12,130.5  $0.00  1  ($486.89)  -0.13%  $1,371.77  66.43%    $2.95  $11.79
   Sell  8/24/2017 18:00  Exit Long  â‚¬12,115.0    ($457.39)  $55,397.34    ($693.50)  11.43%  -22.14%  $2.95  $11.80
 110  Buy  9/13/2017 12:00  Buy  â‚¬12,447.0  $0.00  1  $1,074.77  0.30%  $2,727.50  77.54%    $2.99  $11.97
   Sell  9/18/2017 14:00  Exit Long  â‚¬12,484.0    $1,104.66  $56,472.11    ($788.34)  53.81%  31.36%  $2.99  $11.94
 111  Sell Short  9/19/2017 11:00  Sell  â‚¬12,458.0  $0.00  1  ($733.62)  -0.19%  $194.83  21.67%    $3.00  $11.98
   Buy to Cover  9/19/2017 17:00  Stop Loss  â‚¬12,481.5    ($703.67)  $55,738.49    ($703.67)  0.00%  -78.33%  $2.99  $11.98
 112  Buy  9/25/2017 11:00  Buy  â‚¬12,536.0  $0.00  1  ($1,273.51)  -0.34%  $669.59  34.88%    $2.98  $11.90
   Sell  9/25/2017 19:00  Stop Loss  â‚¬12,494.0    ($1,243.82)  $54,464.98    ($1,243.82)  0.00%  -65.12%  $2.96  $11.85
 113  Buy  9/27/2017 21:00  Buy  â‚¬12,597.5  $0.00  1  $5,329.82  1.45%  $6,766.96  96.04%    $2.94  $11.76
   Sell  10/2/2017 16:00  Exit Long  â‚¬12,780.0    $5,359.20  $59,794.80    ($279.19)  80.00%  76.04%  $2.94  $11.75
 114  Buy  10/4/2017 16:00  Buy  â‚¬12,860.0  $0.00  1  $176.45  0.05%  $1,426.14  89.81%    $2.94  $11.77
   Sell  10/4/2017 21:00  Exit Long  â‚¬12,867.0    $205.86  $59,971.25    ($161.77)  23.15%  12.96%  $2.94  $11.76
 115  Buy  10/5/2017 19:00  Buy  â‚¬12,893.0  $0.00  1  ($718.73)  -0.18%  $759.82  52.53%    $2.93  $11.71
   Sell  10/6/2017 17:00  Stop Loss  â‚¬12,869.5    ($689.42)  $59,252.53    ($689.42)  0.00%  -47.47%  $2.93  $11.73
 116  Buy  10/10/2017 11:00  Buy  â‚¬12,901.5  $0.00  1  ($618.49)  -0.16%  $132.52  18.37%    $2.95  $11.78
   Sell  10/10/2017 11:00  Stop Loss  â‚¬12,881.5    ($589.04)  $58,634.03    ($589.04)  0.00%  -81.63%  $2.95  $11.78
 117  Buy  10/17/2017 13:00  Buy  â‚¬12,935.0  $0.00  1  $1,133.21  0.31%  $2,583.42  85.44%    $2.94  $11.76
   Sell  10/18/2017 18:00  Exit Long  â‚¬12,974.5    $1,162.62  $59,767.24    ($440.76)  52.91%  38.35%  $2.94  $11.77
 118  Buy  10/23/2017 12:00  Buy  â‚¬12,957.5  $0.00  1  ($836.18)  -0.21%  $1,247.31  54.14%    $2.94  $11.74
   Sell  10/23/2017 15:00  Exit Long  â‚¬12,930.0    ($806.84)  $58,931.06    ($1,056.51)  10.83%  -35.03%  $2.93  $11.74
 119  Buy  10/24/2017 12:00  Buy  â‚¬12,955.5  $0.00  1  ($970.44)  -0.25%  $881.55  48.39%    $2.94  $11.76
   Sell  10/25/2017 09:00  Stop Loss  â‚¬12,923.5    ($941.03)  $57,960.62    ($941.03)  0.00%  -51.61%  $2.94  $11.76
 120  Buy  10/26/2017 15:00  Buy  â‚¬12,945.0  $0.00  1  $12,321.12  3.28%  $13,786.28  99.27%    $2.94  $11.75
   Sell  11/2/2017 13:00  Exit Long  â‚¬13,369.0    $12,350.38  $70,281.74    ($102.59)  89.34%  88.61%  $2.91  $11.65
 121  Sell Short  11/8/2017 13:00  Sell  â‚¬13,294.5  $0.00  1  ($1,174.05)  -0.30%  $550.95  32.48%    $2.90  $11.60
   Buy to Cover  11/8/2017 21:00  Stop Loss  â‚¬13,334.0    ($1,145.06)  $69,107.69    ($1,145.06)  0.00%  -67.52%  $2.90  $11.60
 122  Sell Short  11/13/2017 12:00  Sell  â‚¬13,049.5  $0.00  1  $1,588.10  0.43%  $4,606.02  98.44%    $2.91  $11.65
   Buy to Cover  11/13/2017 18:00  Exit Short  â‚¬12,994.0    $1,617.23  $70,695.79    ($72.80)  36.14%  34.58%  $2.91  $11.66
 123  Sell Short  11/14/2017 15:00  Sell  â‚¬12,986.5  $0.00  1  $2,476.24  0.65%  $6,218.15  96.55%    $2.94  $11.75
   Buy to Cover  11/15/2017 18:00  Exit Short  â‚¬12,901.5    $2,505.67  $73,172.04    ($220.43)  42.53%  39.08%  $2.95  $11.79
 124  Buy  11/20/2017 17:00  Buy  â‚¬13,011.0  $0.00  1  ($1,482.14)  -0.38%  $205.58  12.39%    $2.94  $11.75
   Sell  11/21/2017 10:00  Stop Loss  â‚¬12,961.5    ($1,452.78)  $71,689.90    ($1,452.78)  0.00%  -87.61%  $2.93  $11.74
 125  Buy  11/21/2017 13:00  Buy  â‚¬13,049.5  $0.00  1  $852.38  0.23%  $2,743.59  93.50%    $2.93  $11.73
   Sell  11/22/2017 11:00  Exit Long  â‚¬13,079.5    $881.73  $72,542.28    ($190.56)  36.50%  30.00%  $2.94  $11.76
 126  Buy  11/22/2017 15:00  Buy  â‚¬13,100.0  $0.00  1  ($1,236.51)  -0.31%  $14.69  1.20%    $2.94  $11.75
   Sell  11/22/2017 16:00  Stop Loss  â‚¬13,059.0    ($1,207.10)  $71,305.77    ($1,207.10)  0.00%  -98.80%  $2.94  $11.78
 127  Buy  11/28/2017 20:00  Buy  â‚¬13,033.0  $0.00  1  $177.87  0.05%  $2,901.83  81.67%    $2.97  $11.86
   Sell  11/29/2017 18:00  Exit Long  â‚¬13,040.0    $207.52  $71,483.64    ($651.02)  24.17%  5.83%  $2.96  $11.86
 128  Sell Short  11/30/2017 19:00  Sell  â‚¬12,974.5  $0.00  1  $3,249.36  0.85%  $6,968.11  85.58%    $2.97  $11.89
   Buy to Cover  12/1/2017 15:00  Exit Short  â‚¬12,864.0    $3,279.06  $74,733.00    ($1,174.48)  54.74%  40.33%  $2.97  $11.87
 129  Sell Short  12/1/2017 19:00  Sell  â‚¬12,850.5  $0.00  1  ($3,276.27)  -0.85%  $639.85  16.41%    $2.98  $11.91
   Buy to Cover  12/4/2017 13:00  Stop Loss  â‚¬12,960.0    ($3,246.57)  $71,456.72    ($3,246.57)  0.00%  -83.59%  $2.96  $11.86
 130  Buy  12/5/2017 18:00  Buy  â‚¬13,002.0  $0.00  1  ($2,038.54)  -0.52%  $354.59  15.00%    $2.96  $11.82
   Sell  12/5/2017 21:00  Stop Loss  â‚¬12,934.0    ($2,008.99)  $69,418.18    ($2,008.99)  0.00%  -85.00%  $2.95  $11.82
 131  Buy  12/7/2017 19:00  Buy  â‚¬13,002.0  $0.00  1  $2,775.90  0.73%  $5,166.39  93.37%    $2.95  $11.80
   Sell  12/8/2017 17:00  Exit Long  â‚¬13,097.5    $2,805.34  $72,194.09    ($368.65)  57.29%  50.66%  $2.94  $11.75
 132  Buy  12/13/2017 15:00  Buy  â‚¬13,103.0  $0.00  1  ($911.15)  -0.23%  $367.44  29.41%    $2.94  $11.76
   Sell  12/13/2017 17:00  Stop Loss  â‚¬13,073.0    ($881.75)  $71,282.94    ($881.75)  0.00%  -70.59%  $2.94  $11.76
 133  Sell Short  12/14/2017 19:00  Sell  â‚¬13,001.0  $0.00  1  ($2,131.37)  -0.55%  $1,796.92  46.04%    $2.95  $11.79
   Buy to Cover  12/15/2017 21:00  Stop Loss  â‚¬13,072.5    ($2,101.94)  $69,151.57    ($2,101.94)  0.00%  -53.96%  $2.94  $11.76
 134  Buy  1/9/2018 15:00  Buy  â‚¬13,342.5  $0.00  1  ($1,013.09)  -0.25%  $566.29  36.54%    $2.98  $11.92
   Sell  1/9/2018 16:00  Stop Loss  â‚¬13,309.5    ($983.29)  $68,138.47    ($983.29)  0.00%  -63.46%  $2.98  $11.92
 135  Sell Short  1/15/2018 13:00  Sell  â‚¬13,120.0  $0.00  1  ($1,622.54)  -0.40%  $260.41  14.05%    $3.06  $12.26
   Buy to Cover  1/16/2018 09:00  Stop Loss  â‚¬13,172.0    ($1,591.92)  $66,515.93    ($1,591.92)  0.00%  -85.95%  $3.06  $12.25
 136  Sell Short  1/17/2018 17:00  Sell  â‚¬13,075.5  $0.00  1  ($1,638.93)  -0.40%  $61.21  3.67%    $3.06  $12.24
   Buy to Cover  1/17/2018 19:00  Stop Loss  â‚¬13,128.0    ($1,608.31)  $64,877.00    ($1,608.31)  0.00%  -96.33%  $3.06  $12.25
 137  Buy  1/18/2018 20:00  Buy  â‚¬13,226.0  $0.00  1  $4,164.65  1.04%  $5,575.92  84.10%    $3.06  $12.23
   Sell  1/22/2018 11:00  Exit Long  â‚¬13,363.0    $4,195.25  $69,041.65    ($1,058.70)  79.03%  63.13%  $3.06  $12.25
 138  Buy  1/22/2018 20:00  Buy  â‚¬13,428.5  $0.00  1  $1,306.34  0.32%  $3,292.62  93.89%    $3.06  $12.25
   Sell  1/23/2018 17:00  Exit Long  â‚¬13,472.0    $1,337.02  $70,347.98    ($214.50)  44.10%  37.99%  $3.07  $12.29
 139  Sell Short  1/29/2018 11:00  Sell  â‚¬13,270.0  $0.00  1  ($868.88)  -0.20%  $0.00  0.00%    $3.10  $12.41
   Buy to Cover  1/29/2018 11:00  Stop Loss  â‚¬13,297.0    ($837.84)  $69,479.11    ($837.84)  0.00%  -100.00%  $3.10  $12.41
 140  Sell Short  1/29/2018 12:00  Sell  â‚¬13,228.5  $0.00  1  ($1,565.16)  -0.37%  $325.71  17.50%    $3.10  $12.41
   Buy to Cover  1/29/2018 13:00  Stop Loss  â‚¬13,278.0    ($1,534.15)  $67,913.95    ($1,534.15)  0.00%  -82.50%  $3.10  $12.40
 141  Sell Short  1/29/2018 23:00  Sell  â‚¬13,241.0  $0.00  1  $93.15  0.03%  $2,949.57  93.63%    $3.10  $12.38
   Buy to Cover  1/30/2018 12:00  Exit Short  â‚¬13,237.0    $124.15  $68,007.10    ($201.58)  10.29%  3.92%  $3.10  $12.41
 142  Sell Short  1/30/2018 14:00  Sell  â‚¬13,160.0  $0.00  1  ($840.32)  -0.20%  $1,660.28  53.23%    $3.11  $12.42
   Buy to Cover  1/31/2018 11:00  Exit Short  â‚¬13,186.0    ($809.23)  $67,166.78    ($1,462.53)  20.90%  -25.87%  $3.11  $12.45
 143  Sell Short  1/31/2018 18:00  Sell  â‚¬13,105.0  $0.00  1  ($1,428.45)  -0.34%  $295.19  17.43%    $3.11  $12.43
   Buy to Cover  1/31/2018 20:00  Stop Loss  â‚¬13,150.0    ($1,397.39)  $65,738.33    ($1,397.39)  0.00%  -82.57%  $3.11  $12.42
 144  Sell Short  1/31/2018 22:00  Sell  â‚¬13,123.0  $0.00  1  ($1,906.92)  -0.46%  $605.20  24.38%    $3.10  $12.42
   Buy to Cover  2/1/2018 09:00  Stop Loss  â‚¬13,183.5    ($1,875.89)  $63,831.41    ($1,875.89)  0.00%  -75.63%  $3.10  $12.40
 145  Sell Short  2/1/2018 12:00  Sell  â‚¬13,138.5  $0.00  1  $24,092.60  5.92%  $34,953.90  96.20%    $3.11  $12.43
   Buy to Cover  2/6/2018 11:00  Exit Short  â‚¬12,360.5    $24,123.64  $87,924.01    ($1,383.07)  70.15%  66.35%  $3.10  $12.40
 146  Buy  2/16/2018 10:00  Buy  â‚¬12,341.5  $0.00  1  ($1,222.15)  -0.31%  $0.00  0.00%    $3.13  $12.53
   Sell  2/16/2018 10:00  Stop Loss  â‚¬12,303.5    ($1,190.82)  $86,701.86    ($1,190.82)  0.00%  -100.00%  $3.13  $12.53
 147  Buy  2/16/2018 11:00  Buy  â‚¬12,381.0  $0.00  1  ($1,732.64)  -0.44%  $1,201.76  41.40%    $3.13  $12.53
   Sell  2/16/2018 12:00  Stop Loss  â‚¬12,326.5    ($1,701.37)  $84,969.21    ($1,701.37)  0.00%  -58.60%  $3.12  $12.49
 148  Buy  2/16/2018 15:00  Buy  â‚¬12,366.0  $0.00  1  $745.40  0.20%  $3,219.11  62.35%    $3.11  $12.45
   Sell  2/19/2018 12:00  Exit Long  â‚¬12,391.0    $776.50  $85,714.62    ($1,944.63)  52.71%  15.06%  $3.11  $12.42
 149  Buy  2/20/2018 19:00  Buy  â‚¬12,430.0  $0.00  1  ($1,881.48)  -0.48%  $308.69  14.29%    $3.09  $12.35
   Sell  2/20/2018 22:00  Stop Loss  â‚¬12,370.0    ($1,850.62)  $83,833.13    ($1,850.62)  0.00%  -85.71%  $3.08  $12.34
 150  Buy  2/22/2018 19:00  Buy  â‚¬12,405.5  $0.00  1  ($630.89)  -0.16%  $2,151.59  48.11%    $3.08  $12.34
   Sell  2/23/2018 11:00  Exit Long  â‚¬12,386.0    ($600.08)  $83,202.24    ($2,326.83)  38.49%  -13.40%  $3.08  $12.31
 151  Buy  2/26/2018 20:00  Buy  â‚¬12,505.0  $0.00  1  ($1,418.73)  -0.36%  $723.32  34.31%    $3.08  $12.31
   Sell  2/27/2018 10:00  Stop Loss  â‚¬12,460.0    ($1,387.92)  $81,783.51    ($1,387.92)  0.00%  -65.69%  $3.08  $12.34
 152  Sell Short  2/28/2018 19:00  Sell  â‚¬12,371.5  $0.00  1  $13,989.30  3.68%  $17,366.98  96.33%    $3.05  $12.21
   Buy to Cover  3/2/2018 19:00  Exit Short  â‚¬11,916.0    $14,019.95  $95,772.80    ($655.89)  81.40%  77.73%  $3.08  $12.31
 153  Buy  3/7/2018 15:00  Buy  â‚¬12,094.5  $0.00  1  $974.95  0.27%  $3,718.83  86.02%    $3.10  $12.41
   Sell  3/8/2018 12:00  Exit Long  â‚¬12,127.0    $1,005.95  $96,747.76    ($605.19)  37.28%  23.30%  $3.10  $12.38
 154  Buy  3/21/2018 18:00  Buy  â‚¬12,250.0  $0.00  1  ($1,448.69)  -0.38%  $785.94  35.66%    $3.07  $12.26
   Sell  3/21/2018 20:00  Stop Loss  â‚¬12,204.0    ($1,417.95)  $95,299.07    ($1,417.95)  0.00%  -64.34%  $3.08  $12.33
 155  Sell Short  3/22/2018 13:00  Sell  â‚¬12,103.0  $0.00  1  $6,492.47  1.75%  $10,597.44  93.48%    $3.08  $12.32
   Buy to Cover  3/23/2018 16:00  Exit Short  â‚¬11,891.5    $6,523.29  $101,791.53    ($738.76)  63.99%  57.47%  $3.08  $12.34
 156  Buy  4/6/2018 17:00  Buy  â‚¬12,219.0  $0.00  1  ($1,872.21)  -0.49%  $337.12  15.49%    $3.07  $12.26
   Sell  4/6/2018 18:00  Stop Loss  â‚¬12,159.0    ($1,841.53)  $99,919.33    ($1,841.53)  0.00%  -84.51%  $3.07  $12.28
 157  Buy  4/9/2018 10:00  Buy  â‚¬12,256.5  $0.00  1  ($2,708.73)  -0.71%  $1,704.32  38.95%    $3.07  $12.28
   Sell  4/9/2018 15:00  Stop Loss  â‚¬12,169.5    ($2,677.99)  $97,210.59    ($2,677.99)  0.00%  -61.05%  $3.08  $12.31
 158  Buy  4/9/2018 19:00  Buy  â‚¬12,234.0  $0.00  1  $696.16  0.19%  $4,068.54  65.35%    $3.08  $12.32
   Sell  4/11/2018 14:00  Exit Long  â‚¬12,257.5    $727.03  $97,906.76    ($2,156.67)  46.29%  11.63%  $3.09  $12.37
 159  Sell Short  4/24/2018 17:00  Sell  â‚¬12,457.0  $0.00  1  $3,348.37  0.89%  $6,179.17  82.86%    $3.05  $12.22
   Buy to Cover  4/25/2018 20:00  Exit Short  â‚¬12,346.0    $3,378.87  $101,255.13    ($1,283.71)  62.45%  45.31%  $3.04  $12.18
 160  Buy  5/8/2018 19:00  Buy  â‚¬12,850.5  $0.00  1  ($1,156.58)  -0.30%  $59.39  5.00%    $2.97  $11.88
   Sell  5/8/2018 21:00  Stop Loss  â‚¬12,812.5    ($1,126.90)  $100,098.55    ($1,126.90)  0.00%  -95.00%  $2.97  $11.86
 161  Buy  5/8/2018 23:00  Buy  â‚¬12,871.5  $0.00  1  ($1,068.91)  -0.27%  $948.55  47.76%    $2.97  $11.86
   Sell  5/9/2018 13:00  Stop Loss  â‚¬12,836.5    ($1,039.23)  $99,029.65    ($1,039.23)  0.00%  -52.24%  $2.97  $11.88
 162  Buy  5/9/2018 19:00  Buy  â‚¬12,895.0  $0.00  1  $430.67  0.12%  $2,149.43  96.03%    $2.96  $11.86
   Sell  5/10/2018 14:00  Exit Long  â‚¬12,910.5    $460.34  $99,460.32    ($88.95)  24.50%  20.53%  $2.97  $11.88
 163  Buy  5/10/2018 19:00  Buy  â‚¬12,952.0  $0.00  1  ($1,596.54)  -0.41%  $996.66  38.95%    $2.98  $11.91
   Sell  5/11/2018 12:00  Stop Loss  â‚¬12,899.5    ($1,566.73)  $97,863.78    ($1,566.73)  0.00%  -61.05%  $2.98  $11.94
 164  Buy  5/17/2018 13:00  Buy  â‚¬12,976.5  $0.00  1  $1,357.96  0.36%  $2,761.60  79.57%    $2.95  $11.79
   Sell  5/18/2018 11:00  Exit Long  â‚¬13,023.5    $1,387.46  $99,221.74    ($707.46)  60.43%  40.00%  $2.95  $11.81
 165  Buy  5/22/2018 15:00  Buy  â‚¬13,078.5  $0.00  1  ($395.39)  -0.10%  $1,751.23  69.59%    $2.95  $11.78
   Sell  5/23/2018 10:00  Exit Long  â‚¬13,066.0    ($366.02)  $98,826.35    ($764.84)  15.79%  -14.62%  $2.93  $11.71
 166  Sell Short  5/24/2018 15:00  Sell  â‚¬12,879.0  $0.00  1  $1,611.51  0.43%  $4,396.24  95.24%    $2.93  $11.73
   Buy to Cover  5/24/2018 23:00  Exit Short  â‚¬12,823.0    $1,640.82  $100,437.86    ($219.91)  40.32%  35.56%  $2.93  $11.72
 167  Buy  6/4/2018 17:00  Buy  â‚¬12,715.5  $0.00  1  $1,662.33  0.46%  $4,131.98  78.61%    $2.92  $11.69
   Sell  6/5/2018 16:00  Exit Long  â‚¬12,773.5    $1,691.53  $102,100.19    ($1,125.57)  53.61%  32.22%  $2.92  $11.67
 168  Sell Short  6/6/2018 17:00  Sell  â‚¬12,671.0  $0.00  1  ($1,943.38)  -0.51%  $441.84  18.75%    $2.95  $11.78
   Buy to Cover  6/6/2018 18:00  Stop Loss  â‚¬12,736.0    ($1,913.93)  $100,156.81    ($1,913.93)  0.00%  -81.25%  $2.94  $11.78
 169  Buy  6/11/2018 11:00  Buy  â‚¬12,780.0  $0.00  1  ($1,488.99)  -0.39%  $397.98  21.43%    $2.95  $11.79
   Sell  6/11/2018 11:00  Stop Loss  â‚¬12,730.5    ($1,459.51)  $98,667.82    ($1,459.51)  0.00%  -78.57%  $2.95  $11.79
 170  Buy  6/11/2018 19:00  Buy  â‚¬12,809.0  $0.00  1  ($471.94)  -0.12%  $2,299.93  65.00%    $2.95  $11.79
   Sell  6/12/2018 12:00  Exit Long  â‚¬12,794.0    ($442.46)  $98,195.88    ($1,238.33)  22.50%  -12.50%  $2.95  $11.80
 171  Buy  6/14/2018 15:00  Buy  â‚¬12,844.5  $0.00  1  $5,304.82  1.43%  $7,992.08  99.82%    $2.92  $11.69
   Sell  6/15/2018 13:00  Exit Long  â‚¬13,028.5    $5,333.93  $103,500.70    ($14.61)  66.85%  66.67%  $2.90  $11.60
 172  Sell Short  6/25/2018 10:00  Sell  â‚¬12,428.5  $0.00  1  $4,338.18  1.20%  $7,182.16  90.76%    $2.91  $11.65
   Buy to Cover  6/26/2018 10:00  Exit Short  â‚¬12,279.0    $4,367.34  $107,838.88    ($728.84)  64.51%  55.27%  $2.92  $11.69
 173  Sell Short  6/27/2018 10:00  Sell  â‚¬12,172.0  $0.00  1  ($567.47)  -0.15%  $3,415.67  83.04%    $2.91  $11.66
   Buy to Cover  6/27/2018 13:00  Exit Short  â‚¬12,190.5    ($538.35)  $107,271.41    ($698.40)  3.89%  -13.07%  $2.91  $11.64
 174  Sell Short  6/28/2018 15:00  Sell  â‚¬12,144.5  $0.00  1  ($867.45)  -0.24%  $3,154.87  77.58%    $2.89  $11.57
   Buy to Cover  6/28/2018 22:00  Exit Short  â‚¬12,173.5    ($838.53)  $106,403.96    ($910.11)  1.78%  -20.64%  $2.89  $11.57
 175  Buy  7/3/2018 12:00  Buy  â‚¬12,299.5  $0.00  1  ($990.67)  -0.27%  $1,893.56  61.90%    $2.91  $11.65
   Sell  7/3/2018 18:00  Exit Long  â‚¬12,266.5    ($961.54)  $105,413.28    ($1,165.37)  6.67%  -31.43%  $2.91  $11.66
 176  Buy  7/9/2018 18:00  Buy  â‚¬12,482.5  $0.00  1  ($1,143.94)  -0.30%  $2,823.35  71.75%    $2.94  $11.74
   Sell  7/11/2018 09:00  Stop Loss  â‚¬12,444.5    ($1,114.60)  $104,269.34    ($1,114.60)  0.00%  -28.25%  $2.93  $11.73
 177  Buy  7/13/2018 14:00  Buy  â‚¬12,477.0  $0.00  1  ($248.77)  -0.06%  $1,915.51  64.22%    $2.91  $11.62
   Sell  7/16/2018 15:00  Exit Long  â‚¬12,469.5    ($219.60)  $104,020.57    ($1,068.99)  28.43%  -7.35%  $2.93  $11.71
 178  Buy  8/1/2018 09:00  Buy  â‚¬12,765.0  $0.00  1  ($803.61)  -0.21%  $467.29  37.65%    $2.92  $11.68
   Sell  8/1/2018 10:00  Stop Loss  â‚¬12,738.5    ($774.40)  $103,216.96    ($774.40)  0.00%  -62.35%  $2.92  $11.69
 179  Sell Short  8/1/2018 15:00  Sell  â‚¬12,674.0  $0.00  1  $4,524.61  1.24%  $6,988.24  82.08%    $2.92  $11.69
   Buy to Cover  8/2/2018 20:00  Exit Short  â‚¬12,517.0    $4,553.73  $107,741.58    ($1,531.96)  71.50%  53.58%  $2.90  $11.60
 180  Sell Short  8/6/2018 11:00  Sell  â‚¬12,508.0  $0.00  1  ($1,488.68)  -0.40%  $896.08  38.04%    $2.89  $11.56
   Buy to Cover  8/6/2018 12:00  Stop Loss  â‚¬12,558.5    ($1,459.78)  $106,252.89    ($1,459.78)  0.00%  -61.96%  $2.89  $11.56
 181  Buy  8/6/2018 13:00  Buy  â‚¬12,596.5  $0.00  1  ($1,399.51)  -0.38%  $1,860.10  57.33%    $2.88  $11.54
   Sell  8/6/2018 15:00  Exit Long  â‚¬12,549.0    ($1,370.66)  $104,853.38    ($1,385.06)  0.44%  -42.22%  $2.89  $11.54
 182  Buy  8/7/2018 10:00  Buy  â‚¬12,586.5  $0.00  1  $275.37  0.08%  $2,796.21  98.47%    $2.89  $11.58
   Sell  8/7/2018 19:00  Exit Long  â‚¬12,597.0    $304.33  $105,128.75    ($43.42)  12.24%  10.71%  $2.90  $11.59
 183  Buy  8/8/2018 14:00  Buy  â‚¬12,632.5  $0.00  1  ($1,825.40)  -0.49%  $492.18  21.52%    $2.90  $11.58
   Sell  8/8/2018 16:00  Stop Loss  â‚¬12,570.5    ($1,796.43)  $103,303.35    ($1,796.43)  0.00%  -78.48%  $2.90  $11.59
 184  Sell Short  8/13/2018 19:00  Sell  â‚¬12,289.5  $0.00  1  ($1,170.96)  -0.33%  $156.65  12.09%    $2.85  $11.39
   Buy to Cover  8/14/2018 09:00  Stop Loss  â‚¬12,329.5    ($1,142.44)  $102,132.39    ($1,142.44)  0.00%  -87.91%  $2.86  $11.42
 185  Sell Short  8/15/2018 13:00  Sell  â‚¬12,294.0  $0.00  1  $3,807.47  1.10%  $6,805.92  97.17%    $2.83  $11.32
   Buy to Cover  8/16/2018 10:00  Exit Short  â‚¬12,159.0    $3,835.82  $105,939.86    ($198.04)  57.49%  54.66%  $2.84  $11.37
 186  Sell Short  8/17/2018 13:00  Sell  â‚¬12,135.5  $0.00  1  ($955.59)  -0.27%  $1,682.68  62.43%    $2.85  $11.39
   Buy to Cover  8/17/2018 19:00  Exit Short  â‚¬12,168.0    ($927.09)  $104,984.28    ($1,012.64)  3.17%  -34.39%  $2.85  $11.41
 187  Buy  8/24/2018 11:00  Buy  â‚¬12,367.5  $0.00  1  ($925.09)  -0.25%  $737.16  45.13%    $2.89  $11.56
   Sell  8/24/2018 11:00  Stop Loss  â‚¬12,336.5    ($896.18)  $104,059.19    ($896.18)  0.00%  -54.87%  $2.89  $11.56
 188  Buy  8/29/2018 19:00  Buy  â‚¬12,513.5  $0.00  1  ($877.60)  -0.23%  $204.85  19.44%    $2.93  $11.71
   Sell  8/30/2018 09:00  Stop Loss  â‚¬12,484.5    ($848.34)  $103,181.59    ($848.34)  0.00%  -80.56%  $2.93  $11.70
 189  Sell Short  8/30/2018 22:00  Sell  â‚¬12,402.5  $0.00  1  $1,980.95  0.56%  $4,615.17  92.44%    $2.92  $11.68
   Buy to Cover  9/4/2018 10:00  Exit Short  â‚¬12,333.0    $2,010.01  $105,162.54    ($379.42)  47.97%  40.41%  $2.89  $11.57
 190  Sell Short  9/7/2018 20:00  Sell  â‚¬11,868.5  $0.00  1  ($1,355.13)  -0.39%  $361.30  21.37%    $2.89  $11.56
   Buy to Cover  9/10/2018 09:00  Stop Loss  â‚¬11,914.5    ($1,326.26)  $103,807.41    ($1,326.26)  0.00%  -78.63%  $2.88  $11.53
 191  Buy  9/12/2018 11:00  Buy  â‚¬11,971.0  $0.00  1  ($942.23)  -0.26%  $651.83  41.67%    $2.90  $11.59
   Sell  9/12/2018 12:00  Stop Loss  â‚¬11,939.5    ($913.25)  $102,865.18    ($913.25)  0.00%  -58.33%  $2.90  $11.60
 192  Buy  9/17/2018 12:00  Buy  â‚¬12,057.5  $0.00  1  ($1,514.58)  -0.42%  $72.81  4.67%    $2.91  $11.65
   Sell  9/17/2018 12:00  Stop Loss  â‚¬12,006.5    ($1,485.45)  $101,350.61    ($1,485.45)  0.00%  -95.33%  $2.91  $11.65
 193  Buy  9/17/2018 17:00  Buy  â‚¬12,040.5  $0.00  1  ($905.47)  -0.25%  $569.82  39.39%    $2.92  $11.69
   Sell  9/17/2018 22:00  Stop Loss  â‚¬12,010.5    ($876.25)  $100,445.13    ($876.25)  0.00%  -60.61%  $2.92  $11.68
 194  Buy  9/18/2018 19:00  Buy  â‚¬12,111.5  $0.00  1  $6,615.52  1.87%  $8,798.85  96.92%    $2.92  $11.66
   Sell  9/21/2018 17:00  Exit Long  â‚¬12,337.5    $6,644.80  $107,060.65    ($277.91)  76.46%  73.38%  $2.94  $11.76
 195  Sell Short  10/5/2018 11:00  Sell  â‚¬12,138.0  $0.00  1  $6,264.72  1.80%  $8,247.30  100.00%    $2.87  $11.49
   Buy to Cover  10/8/2018 22:00  Exit Short  â‚¬11,919.0    $6,293.46  $113,325.37    $0.00  76.17%  76.17%  $2.87  $11.49
 196  Buy  10/17/2018 19:00  Buy  â‚¬11,710.5  $0.00  1  ($1,866.95)  -0.55%  $777.27  29.67%    $2.88  $11.53
   Sell  10/18/2018 09:00  Stop Loss  â‚¬11,646.5    ($1,838.18)  $111,458.42    ($1,838.18)  0.00%  -70.33%  $2.87  $11.49
 197  Sell Short  10/22/2018 17:00  Sell  â‚¬11,487.5  $0.00  1  $3,283.00  1.01%  $8,799.04  91.08%    $2.87  $11.47
   Buy to Cover  10/23/2018 22:00  Exit Short  â‚¬11,372.0    $3,311.67  $114,741.42    ($860.26)  43.24%  34.32%  $2.87  $11.47
 198  Sell Short  10/24/2018 11:00  Sell  â‚¬11,250.5  $0.00  1  ($2,179.34)  -0.67%  $1,056.12  32.89%    $2.85  $11.42
   Buy to Cover  10/24/2018 14:00  Stop Loss  â‚¬11,326.0    ($2,150.83)  $112,562.08    ($2,150.83)  0.00%  -67.11%  $2.85  $11.40
 199  Buy  10/29/2018 12:00  Buy  â‚¬11,314.0  $0.00  1  ($783.10)  -0.23%  $2,544.14  70.75%    $2.85  $11.39
   Sell  10/29/2018 19:00  Exit Long  â‚¬11,287.5    ($754.61)  $111,778.99    ($1,052.56)  8.30%  -20.95%  $2.85  $11.39
 200  Buy  10/30/2018 10:00  Buy  â‚¬11,352.0  $0.00  1  ($3,566.57)  -1.10%  $241.78  6.39%    $2.84  $11.38
   Sell  10/30/2018 11:00  Stop Loss  â‚¬11,227.5    ($3,538.13)  $108,212.42    ($3,538.13)  0.00%  -93.61%  $2.84  $11.37
 201  Buy  11/1/2018 11:00  Buy  â‚¬11,459.0  $0.00  1  ($626.70)  -0.18%  $2,047.06  65.16%    $2.85  $11.38
   Sell  11/1/2018 15:00  Exit Long  â‚¬11,438.0    ($598.23)  $107,585.72    ($1,096.10)  15.84%  -19.00%  $2.85  $11.39
 202  Sell Short  11/6/2018 12:00  Sell  â‚¬11,410.5  $0.00  1  ($1,584.23)  -0.48%  $385.71  19.85%    $2.85  $11.40
   Buy to Cover  11/6/2018 16:00  Stop Loss  â‚¬11,465.0    ($1,555.70)  $106,001.49    ($1,555.70)  0.00%  -80.15%  $2.85  $11.42
 203  Sell Short  11/15/2018 18:00  Sell  â‚¬11,262.0  $0.00  1  ($2,335.37)  -0.72%  $367.99  13.76%    $2.83  $11.32
   Buy to Cover  11/15/2018 18:00  Stop Loss  â‚¬11,343.5    ($2,307.06)  $103,666.12    ($2,307.06)  0.00%  -86.24%  $2.83  $11.32
 204  Sell Short  11/16/2018 13:00  Sell  â‚¬11,328.5  $0.00  1  ($28.42)  0.00%  $3,986.27  80.46%    $2.83  $11.33
   Buy to Cover  11/16/2018 18:00  Exit Short  â‚¬11,328.5    $0.00  $103,637.69    ($968.66)  19.54%  0.00%  $2.85  $11.40
 205  Sell Short  11/19/2018 14:00  Sell  â‚¬11,277.0  $0.00  1  $4,888.17  1.53%  $8,843.02  88.57%    $2.86  $11.42
   Buy to Cover  11/21/2018 10:00  Exit Short  â‚¬11,104.5    $4,916.70  $108,525.87    ($1,142.94)  60.71%  49.29%  $2.85  $11.40
 206  Buy  11/23/2018 22:00  Buy  â‚¬11,137.0  $0.00  1  $3,905.23  1.25%  $7,579.64  98.71%    $2.83  $11.33
   Sell  11/27/2018 15:00  Exit Long  â‚¬11,276.0    $3,933.54  $112,431.09    ($99.18)  52.49%  51.20%  $2.83  $11.32
 207  Buy  11/28/2018 21:00  Buy  â‚¬11,348.5  $0.00  1  ($1,362.29)  -0.41%  $966.25  41.98%    $2.84  $11.38
   Sell  11/29/2018 12:00  Stop Loss  â‚¬11,301.5    ($1,333.88)  $111,068.80    ($1,333.88)  0.00%  -58.02%  $2.84  $11.35
 208  Sell Short  12/10/2018 18:00  Sell  â‚¬10,589.5  $0.00  1  ($2,301.41)  -0.76%  $1,221.75  34.96%    $2.84  $11.37
   Buy to Cover  12/10/2018 20:00  Stop Loss  â‚¬10,669.5    ($2,273.00)  $108,767.39    ($2,273.00)  0.00%  -65.04%  $2.84  $11.37
 209  Buy  12/12/2018 12:00  Buy  â‚¬10,876.0  $0.00  1  $71.15  0.03%  $2,106.69  57.81%    $2.83  $11.34
   Sell  12/13/2018 11:00  Exit Long  â‚¬10,879.5    $99.54  $108,838.53    ($1,530.35)  44.92%  2.73%  $2.84  $11.38
 210  Buy  12/19/2018 14:00  Buy  â‚¬10,781.5  $0.00  1  ($1,128.00)  -0.36%  $498.85  31.25%    $2.85  $11.40
   Sell  12/19/2018 17:00  Stop Loss  â‚¬10,743.0    ($1,099.46)  $107,710.54    ($1,099.46)  0.00%  -68.75%  $2.86  $11.42
 211  Buy  12/19/2018 21:00  Buy  â‚¬10,785.5  $0.00  1  ($1,293.54)  -0.41%  $184.79  12.75%    $2.84  $11.37
   Sell  12/19/2018 21:00  Stop Loss  â‚¬10,741.0    ($1,265.11)  $106,417.00    ($1,265.11)  0.00%  -87.25%  $2.84  $11.37
 212  Sell Short  12/20/2018 19:00  Sell  â‚¬10,532.0  $0.00  1  ($684.78)  -0.22%  $2,394.18  63.98%    $2.87  $11.46
   Buy to Cover  12/21/2018 15:00  Exit Short  â‚¬10,555.0    ($656.19)  $105,732.21    ($1,347.47)  18.39%  -17.62%  $2.85  $11.41
 213  Sell Short  12/27/2018 02:00  Sell  â‚¬10,620.5  $0.00  1  $5,093.79  1.69%  $10,771.02  87.28%    $2.84  $11.37
   Buy to Cover  12/28/2018 02:00  Exit Short  â‚¬10,441.5    $5,122.31  $110,826.00    ($1,565.31)  54.10%  41.39%  $2.86  $11.45
 214  Sell Short  1/3/2019 18:00  Sell  â‚¬10,401.0  $0.00  1  ($1,838.03)  -0.61%  $955.13  34.54%    $2.85  $11.40
   Buy to Cover  1/4/2019 05:00  Stop Loss  â‚¬10,464.5    ($1,809.53)  $108,987.97    ($1,809.53)  0.00%  -65.46%  $2.85  $11.40
 215  Buy  1/9/2019 16:00  Buy  â‚¬10,922.0  $0.00  1  ($1,310.40)  -0.41%  $28.80  2.20%    $2.88  $11.52
   Sell  1/9/2019 16:00  Stop Loss  â‚¬10,877.5    ($1,281.60)  $107,677.57    ($1,281.60)  0.00%  -97.80%  $2.88  $11.52
 216  Buy  1/17/2019 18:00  Buy  â‚¬10,888.5  $0.00  1  $7,806.08  2.53%  $9,659.95  94.58%    $2.85  $11.38
   Sell  1/21/2019 10:00  Exit Long  â‚¬11,164.0    $7,834.53  $115,483.65    ($555.07)  82.06%  76.63%  $2.84  $11.38
 217  Sell Short  1/22/2019 13:00  Sell  â‚¬11,061.0  $0.00  1  ($127.85)  -0.03%  $2,429.05  89.53%    $2.84  $11.36
   Buy to Cover  1/23/2019 04:00  Exit Short  â‚¬11,064.5    ($99.45)  $115,355.80    ($283.98)  6.81%  -3.66%  $2.84  $11.37
 218  Sell Short  1/23/2019 10:00  Sell  â‚¬11,004.0  $0.00  1  ($979.53)  -0.30%  $766.90  44.63%    $2.84  $11.36
   Buy to Cover  1/23/2019 11:00  Stop Loss  â‚¬11,037.5    ($951.13)  $114,376.27    ($951.13)  0.00%  -55.37%  $2.84  $11.36
 219  Buy  1/24/2019 08:00  Buy  â‚¬11,049.5  $0.00  1  ($639.57)  -0.19%  $113.69  15.69%    $2.84  $11.38
   Sell  1/24/2019 09:00  Stop Loss  â‚¬11,028.0    ($611.14)  $113,736.69    ($611.14)  0.00%  -84.31%  $2.84  $11.37
 220  Buy  1/24/2019 19:00  Buy  â‚¬11,119.5  $0.00  1  $3,207.98  1.02%  $4,954.25  80.79%    $2.82  $11.30
   Sell  1/25/2019 20:00  Exit Long  â‚¬11,233.0    $3,236.35  $116,944.67    ($1,172.62)  71.76%  52.55%  $2.85  $11.41
 221  Buy  1/28/2019 12:00  Buy  â‚¬11,236.5  $0.00  1  ($1,127.68)  -0.34%  $328.12  23.00%    $2.85  $11.41
   Sell  1/28/2019 15:00  Stop Loss  â‚¬11,198.0    ($1,099.14)  $115,816.99    ($1,099.14)  0.00%  -77.00%  $2.85  $11.42
 222  Sell Short  1/29/2019 10:00  Sell  â‚¬11,175.0  $0.00  1  ($799.69)  -0.24%  $1,272.78  61.38%    $2.86  $11.44
   Buy to Cover  1/29/2019 14:00  Exit Short  â‚¬11,202.0    ($771.11)  $115,017.30    ($800.60)  1.38%  -37.24%  $2.86  $11.42
 223  Sell Short  1/30/2019 08:00  Sell  â‚¬11,168.5  $0.00  1  ($585.97)  -0.17%  $385.81  40.91%    $2.86  $11.44
   Buy to Cover  1/30/2019 10:00  Stop Loss  â‚¬11,188.0    ($557.38)  $114,431.33    ($557.38)  0.00%  -59.09%  $2.86  $11.43
 224  Buy  1/31/2019 10:00  Buy  â‚¬11,210.0  $0.00  1  ($1,191.77)  -0.36%  $2,025.42  63.51%    $2.87  $11.49
   Sell  1/31/2019 11:00  Stop Loss  â‚¬11,169.5    ($1,163.05)  $113,239.56    ($1,163.05)  0.00%  -36.49%  $2.87  $11.49
 225  Sell Short  1/31/2019 13:00  Sell  â‚¬11,144.5  $0.00  1  ($357.79)  -0.10%  $3,716.54  87.80%    $2.87  $11.49
   Buy to Cover  1/31/2019 19:00  Exit Short  â‚¬11,156.0    ($329.12)  $112,881.77    ($516.97)  4.41%  -7.80%  $2.86  $11.45
 226  Buy  2/4/2019 09:00  Buy  â‚¬11,166.5  $0.00  1  ($386.21)  -0.11%  $0.00  0.00%    $2.86  $11.44
   Sell  2/4/2019 09:00  Stop Loss  â‚¬11,154.0    ($357.60)  $112,495.56    ($357.60)  0.00%  -100.00%  $2.86  $11.44
 227  Buy  2/11/2019 23:00  Buy  â‚¬10,980.0  $0.00  1  $3,720.43  1.21%  $6,013.48  100.00%    $2.82  $11.28
   Sell  2/13/2019 12:00  Exit Long  â‚¬11,112.5    $3,748.67  $116,216.00    $0.00  62.35%  62.35%  $2.83  $11.32
 228  Buy  2/13/2019 16:00  Buy  â‚¬11,173.5  $0.00  1  ($1,283.88)  -0.40%  $84.73  6.32%    $2.82  $11.30
   Sell  2/13/2019 17:00  Stop Loss  â‚¬11,129.0    ($1,255.65)  $114,932.12    ($1,255.65)  0.00%  -93.68%  $2.82  $11.29
 229  Buy  2/14/2019 06:00  Buy  â‚¬11,161.0  $0.00  1  $281.65  0.10%  $2,294.50  89.07%    $2.82  $11.28
   Sell  2/14/2019 11:00  Exit Long  â‚¬11,172.0    $309.84  $115,213.77    ($282.00)  22.95%  12.02%  $2.82  $11.27
 230  Buy  2/20/2019 04:00  Buy  â‚¬11,296.5  $0.00  1  ($538.84)  -0.16%  $28.38  5.26%    $2.84  $11.35
   Sell  2/20/2019 05:00  Stop Loss  â‚¬11,278.5    ($510.48)  $114,674.93    ($510.48)  0.00%  -94.74%  $2.84  $11.34
 231  Buy  2/20/2019 08:00  Buy  â‚¬11,284.5  $0.00  1  $467.89  0.16%  $2,864.52  100.00%    $2.83  $11.33
   Sell  2/20/2019 12:00  Exit Long  â‚¬11,302.0    $496.23  $115,142.82    $0.00  17.33%  17.33%  $2.84  $11.34
 232  Buy  2/22/2019 11:00  Buy  â‚¬11,429.0  $0.00  1  ($184.26)  -0.05%  $1,332.57  67.14%    $2.84  $11.34
   Sell  2/22/2019 21:00  Exit Long  â‚¬11,423.5    ($155.91)  $114,958.55    ($652.12)  25.00%  -7.86%  $2.83  $11.34
 233  Buy  2/25/2019 16:00  Buy  â‚¬11,497.0  $0.00  1  ($1,036.17)  -0.31%  $581.82  36.61%    $2.84  $11.35
   Sell  2/25/2019 20:00  Stop Loss  â‚¬11,461.5    ($1,007.78)  $113,922.39    ($1,007.78)  0.00%  -63.39%  $2.84  $11.36
 234  Sell Short  2/27/2019 18:00  Sell  â‚¬11,437.0  $0.00  1  ($1,208.17)  -0.36%  $0.00  0.00%    $2.84  $11.37
   Buy to Cover  2/27/2019 18:00  Stop Loss  â‚¬11,478.5    ($1,179.74)  $112,714.22    ($1,179.74)  0.00%  -100.00%  $2.84  $11.37
 235  Sell Short  2/28/2019 02:00  Sell  â‚¬11,471.0  $0.00  1  $1,224.48  0.38%  $2,831.41  98.03%    $2.84  $11.38
   Buy to Cover  2/28/2019 11:00  Exit Short  â‚¬11,427.0    $1,252.94  $113,938.69    ($56.89)  45.32%  43.35%  $2.85  $11.39
 236  Buy  2/28/2019 19:00  Buy  â‚¬11,498.0  $0.00  1  $2,488.60  0.77%  $4,323.74  91.57%    $2.85  $11.38
   Sell  3/1/2019 18:00  Exit Long  â‚¬11,586.5    $2,517.05  $116,427.30    ($398.13)  61.75%  53.31%  $2.84  $11.38
 237  Sell Short  3/5/2019 13:00  Sell  â‚¬11,557.0  $0.00  1  ($1,228.92)  -0.37%  $990.89  45.16%    $2.83  $11.33
   Buy to Cover  3/5/2019 18:00  Stop Loss  â‚¬11,599.5    ($1,200.62)  $115,198.38    ($1,200.62)  0.00%  -54.84%  $2.82  $11.30
 238  Buy  3/6/2019 16:00  Buy  â‚¬11,595.0  $0.00  1  ($904.72)  -0.27%  $932.97  51.56%    $2.83  $11.31
   Sell  3/6/2019 16:00  Stop Loss  â‚¬11,564.0    ($876.45)  $114,293.66    ($876.45)  0.00%  -48.44%  $2.83  $11.31
 239  Sell Short  3/7/2019 12:00  Sell  â‚¬11,491.5  $0.00  1  ($973.91)  -0.29%  $98.95  9.46%    $2.83  $11.32
   Buy to Cover  3/7/2019 14:00  Stop Loss  â‚¬11,525.0    ($945.65)  $113,319.75    ($945.65)  0.00%  -90.54%  $2.82  $11.29
 240  Buy  3/11/2019 17:00  Buy  â‚¬11,499.5  $0.00  1  $1,240.23  0.39%  $3,069.73  95.20%    $2.81  $11.22
   Sell  3/12/2019 11:00  Exit Long  â‚¬11,544.5    $1,268.35  $114,559.98    ($154.33)  44.10%  39.30%  $2.82  $11.27
 241  Buy  3/15/2019 10:00  Buy  â‚¬11,603.5  $0.00  1  ($665.28)  -0.19%  $70.77  10.00%    $2.83  $11.32
   Sell  3/15/2019 10:00  Stop Loss  â‚¬11,581.0    ($636.97)  $113,894.70    ($636.97)  0.00%  -90.00%  $2.83  $11.32
 242  Buy  3/15/2019 19:00  Buy  â‚¬11,664.5  $0.00  1  ($1,404.05)  -0.42%  $567.13  29.20%    $2.83  $11.32
   Sell  3/18/2019 15:00  Stop Loss  â‚¬11,616.0    ($1,375.71)  $112,490.66    ($1,375.71)  0.00%  -70.80%  $2.84  $11.35
 243  Sell Short  3/21/2019 10:00  Sell  â‚¬11,540.0  $0.00  1  $809.52  0.26%  $2,903.39  85.00%    $2.85  $11.40
   Buy to Cover  3/21/2019 17:00  Exit Short  â‚¬11,510.5    $837.97  $113,300.18    ($513.27)  39.58%  24.58%  $2.84  $11.36
 244  Sell Short  3/22/2019 05:00  Sell  â‚¬11,502.5  $0.00  1  ($910.39)  -0.27%  $156.40  15.07%    $2.84  $11.38
   Buy to Cover  3/22/2019 08:00  Stop Loss  â‚¬11,533.5    ($881.95)  $112,389.78    ($881.95)  0.00%  -84.93%  $2.85  $11.38
 245  Buy  3/27/2019 15:00  Buy  â‚¬11,439.0  $0.00  1  ($1,364.60)  -0.42%  $1,083.63  37.93%    $2.82  $11.26
   Sell  3/27/2019 17:00  Exit Long  â‚¬11,391.5    ($1,336.46)  $111,025.18    ($1,772.30)  15.27%  -46.80%  $2.81  $11.25
 246  Buy  3/27/2019 20:00  Buy  â‚¬11,429.0  $0.00  1  ($1,715.43)  -0.52%  $309.38  15.49%    $2.82  $11.26
   Sell  3/28/2019 02:00  Stop Loss  â‚¬11,369.0    ($1,687.29)  $109,309.75    ($1,687.29)  0.00%  -84.51%  $2.81  $11.25
 247  Buy  3/28/2019 11:00  Buy  â‚¬11,443.5  $0.00  1  ($1,530.92)  -0.47%  $717.56  32.28%    $2.81  $11.26
   Sell  3/28/2019 17:00  Stop Loss  â‚¬11,390.0    ($1,502.80)  $107,778.84    ($1,502.80)  0.00%  -67.72%  $2.81  $11.24
 248  Buy  3/28/2019 22:00  Buy  â‚¬11,440.5  $0.00  1  ($533.12)  -0.16%  $1,165.34  69.75%    $2.81  $11.22
   Sell  3/29/2019 12:00  Stop Loss  â‚¬11,422.5    ($505.06)  $107,245.72    ($505.06)  0.00%  -30.25%  $2.81  $11.22
 249  Buy  4/2/2019 14:00  Buy  â‚¬11,712.5  $0.00  1  $5,310.59  1.62%  $6,774.66  94.70%    $2.80  $11.20
   Sell  4/4/2019 10:00  Exit Long  â‚¬11,902.5    $5,338.64  $112,556.31    ($378.11)  79.96%  74.66%  $2.81  $11.24
 250  Buy  4/4/2019 14:00  Buy  â‚¬11,957.0  $0.00  1  ($154.30)  -0.04%  $1,458.14  67.97%    $2.81  $11.22
   Sell  4/4/2019 21:00  Exit Long  â‚¬11,952.5    ($126.25)  $112,402.01    ($687.41)  26.14%  -5.88%  $2.81  $11.22
 251  Sell Short  4/9/2019 15:00  Sell  â‚¬11,919.5  $0.00  1  $1,267.75  0.39%  $2,731.45  97.98%    $2.82  $11.28
   Buy to Cover  4/10/2019 11:00  Exit Short  â‚¬11,873.5    $1,295.93  $113,669.76    ($56.39)  48.48%  46.46%  $2.82  $11.27
 252  Buy  4/15/2019 13:00  Buy  â‚¬11,989.0  $0.00  1  $3,613.53  1.08%  $5,313.14  95.43%    $2.83  $11.31
   Sell  4/18/2019 05:00  Exit Long  â‚¬12,118.0    $3,641.78  $117,283.29    ($254.49)  70.05%  65.48%  $2.82  $11.29
 253  Buy  4/18/2019 12:00  Buy  â‚¬12,130.0  $0.00  1  $1,575.19  0.47%  $3,312.75  94.78%    $2.81  $11.25
   Sell  4/23/2019 11:00  Exit Long  â‚¬12,187.0    $1,603.32  $118,858.48    ($182.82)  51.00%  45.78%  $2.81  $11.25
 254  Buy  4/23/2019 17:00  Buy  â‚¬12,209.0  $0.00  1  ($784.91)  -0.22%  $728.47  49.06%    $2.80  $11.21
   Sell  4/24/2019 06:00  Stop Loss  â‚¬12,182.0    ($756.88)  $118,073.57    ($756.88)  0.00%  -50.94%  $2.80  $11.21
 255  Buy  4/24/2019 10:00  Buy  â‚¬12,215.5  $0.00  1  $1,748.99  0.52%  $3,348.64  90.19%    $2.80  $11.22
   Sell  4/24/2019 16:00  Exit Long  â‚¬12,279.0    $1,777.00  $119,822.55    ($364.53)  57.74%  47.92%  $2.80  $11.19
 256  Buy  4/25/2019 19:00  Buy  â‚¬12,276.5  $0.00  1  ($1,001.68)  -0.29%  $333.87  25.53%    $2.78  $11.14
   Sell  4/26/2019 03:00  Stop Loss  â‚¬12,241.5    ($973.85)  $118,820.87    ($973.85)  0.00%  -74.47%  $2.78  $11.13
 257  Buy  4/26/2019 13:00  Buy  â‚¬12,279.5  $0.00  1  ($69.73)  -0.01%  $2,037.84  80.22%    $2.78  $11.14
   Sell  4/29/2019 12:00  Exit Long  â‚¬12,278.0    ($41.86)  $118,751.14    ($501.70)  18.13%  -1.65%  $2.79  $11.16
 258  Buy  4/30/2019 21:00  Buy  â‚¬12,338.5  $0.00  1  ($2,058.72)  -0.59%  $350.50  14.71%    $2.81  $11.22
   Sell  5/2/2019 03:00  Stop Loss  â‚¬12,266.0    ($2,030.69)  $116,692.42    ($2,030.69)  0.00%  -85.29%  $2.80  $11.20
 259  Buy  5/2/2019 13:00  Buy  â‚¬12,360.0  $0.00  1  ($1,554.55)  -0.44%  $56.01  3.54%    $2.80  $11.20
   Sell  5/2/2019 14:00  Stop Loss  â‚¬12,305.5    ($1,526.54)  $115,137.87    ($1,526.54)  0.00%  -96.46%  $2.80  $11.20
 260  Buy  5/3/2019 19:00  Buy  â‚¬12,395.0  $0.00  1  ($2,936.63)  -0.84%  $601.98  17.13%    $2.80  $11.20
   Sell  5/6/2019 03:00  Stop Loss  â‚¬12,291.0    ($2,908.65)  $112,201.24    ($2,908.65)  0.00%  -82.87%  $2.80  $11.19
 261  Sell Short  5/8/2019 13:00  Sell  â‚¬12,039.5  $0.00  1  ($1,819.57)  -0.53%  $252.09  12.33%    $2.80  $11.20
   Buy to Cover  5/8/2019 15:00  Stop Loss  â‚¬12,103.5    ($1,791.57)  $110,381.67    ($1,791.57)  0.00%  -87.67%  $2.80  $11.20
 262  Buy  5/17/2019 18:00  Buy  â‚¬12,204.5  $0.00  1  ($1,910.82)  -0.55%  $502.29  21.05%    $2.79  $11.17
   Sell  5/20/2019 11:00  Stop Loss  â‚¬12,137.0    ($1,882.91)  $108,470.85    ($1,882.91)  0.00%  -78.95%  $2.79  $11.16
 263  Buy  5/27/2019 16:00  Buy  â‚¬12,032.0  $0.00  1  ($713.62)  -0.20%  $181.88  20.97%    $2.80  $11.19
   Sell  5/27/2019 17:00  Stop Loss  â‚¬12,007.5    ($685.63)  $107,757.24    ($685.63)  0.00%  -79.03%  $2.80  $11.19
 264  Sell Short  5/28/2019 18:00  Sell  â‚¬11,979.0  $0.00  1  $4,177.27  1.26%  $6,041.69  87.32%    $2.79  $11.18
   Buy to Cover  5/30/2019 07:00  Exit Short  â‚¬11,828.0    $4,205.16  $111,934.50    ($880.17)  73.44%  60.76%  $2.78  $11.14
 265  Buy  6/6/2019 12:00  Buy  â‚¬12,002.0  $0.00  1  ($1,408.41)  -0.41%  $873.22  38.75%    $2.81  $11.23
   Sell  6/6/2019 14:00  Stop Loss  â‚¬11,953.0    ($1,380.28)  $110,526.10    ($1,380.28)  0.00%  -61.25%  $2.82  $11.27
 266  Sell Short  6/6/2019 16:00  Sell  â‚¬11,895.0  $0.00  1  ($817.49)  -0.24%  $1,240.91  37.61%    $2.81  $11.26
   Buy to Cover  6/7/2019 03:00  Exit Short  â‚¬11,923.0    ($789.32)  $109,708.61    ($2,057.65)  38.46%  -23.93%  $2.82  $11.28
 267  Buy  6/7/2019 17:00  Buy  â‚¬12,036.5  $0.00  1  ($663.85)  -0.19%  $1,313.21  46.73%    $2.83  $11.34
   Sell  6/10/2019 14:00  Exit Long  â‚¬12,014.0    ($635.55)  $109,044.76    ($1,500.68)  30.65%  -22.61%  $2.82  $11.30
 268  Buy  6/10/2019 19:00  Buy  â‚¬12,079.0  $0.00  1  ($890.96)  -0.25%  $42.43  4.69%    $2.83  $11.32
   Sell  6/10/2019 21:00  Stop Loss  â‚¬12,048.5    ($862.67)  $108,153.81    ($862.67)  0.00%  -95.31%  $2.83  $11.31
 269  Buy  6/11/2019 05:00  Buy  â‚¬12,075.0  $0.00  1  $1,541.76  0.46%  $2,970.07  91.70%    $2.83  $11.32
   Sell  6/11/2019 18:00  Exit Long  â‚¬12,130.5    $1,570.05  $109,695.56    ($268.81)  56.77%  48.47%  $2.83  $11.32
 270  Sell Short  6/12/2019 12:00  Sell  â‚¬12,036.0  $0.00  1  ($1,200.04)  -0.34%  $297.11  17.65%    $2.83  $11.33
   Buy to Cover  6/12/2019 20:00  Exit Short  â‚¬12,077.5    ($1,171.76)  $108,495.52    ($1,386.58)  12.61%  -69.75%  $2.82  $11.29
 271  Sell Short  6/13/2019 06:00  Sell  â‚¬12,030.5  $0.00  1  ($1,058.99)  -0.30%  $211.85  17.05%    $2.82  $11.29
   Buy to Cover  6/13/2019 10:00  Stop Loss  â‚¬12,067.0    ($1,030.75)  $107,436.53    ($1,030.75)  0.00%  -82.95%  $2.82  $11.30
 272  Sell Short  6/17/2019 16:00  Sell  â‚¬12,020.0  $0.00  1  ($1,094.55)  -0.32%  $196.69  15.56%    $2.81  $11.24
   Buy to Cover  6/17/2019 17:00  Stop Loss  â‚¬12,058.0    ($1,066.47)  $106,341.98    ($1,066.47)  0.00%  -84.44%  $2.81  $11.23
 273  Sell Short  6/18/2019 03:00  Sell  â‚¬12,043.0  $0.00  1  ($363.76)  -0.10%  $2,867.68  89.52%    $2.81  $11.23
   Buy to Cover  6/18/2019 11:00  Stop Loss  â‚¬12,055.0    ($335.74)  $105,978.22    ($335.74)  0.00%  -10.48%  $2.80  $11.19
 274  Sell Short  6/21/2019 14:00  Sell  â‚¬12,291.0  $0.00  1  $497.71  0.15%  $1,991.24  65.73%    $2.83  $11.32
   Buy to Cover  6/24/2019 10:00  Exit Short  â‚¬12,272.5    $526.07  $106,475.93    ($1,032.65)  51.64%  17.37%  $2.84  $11.37
 275  Sell Short  6/25/2019 06:00  Sell  â‚¬12,191.0  $0.00  1  ($882.33)  -0.25%  $826.41  49.15%    $2.85  $11.41
   Buy to Cover  6/25/2019 11:00  Stop Loss  â‚¬12,221.0    ($853.84)  $105,593.60    ($853.84)  0.00%  -50.85%  $2.85  $11.38
 276  Buy  6/27/2019 05:00  Buy  â‚¬12,234.5  $0.00  1  ($611.38)  -0.17%  $1,562.89  72.85%    $2.84  $11.36
   Sell  6/27/2019 12:00  Stop Loss  â‚¬12,214.0    ($582.96)  $104,982.22    ($582.96)  0.00%  -27.15%  $2.84  $11.37
 277  Buy  6/27/2019 16:00  Buy  â‚¬12,231.5  $0.00  1  $7,630.99  2.21%  $9,791.11  95.58%    $2.84  $11.36
   Sell  7/1/2019 17:00  Exit Long  â‚¬12,502.0    $7,659.34  $112,613.21    ($454.84)  79.14%  74.72%  $2.83  $11.33
 278  Buy  7/2/2019 18:00  Buy  â‚¬12,489.0  $0.00  1  $2,566.68  0.74%  $3,651.25  84.09%    $2.83  $11.30
   Sell  7/4/2019 06:00  Exit Long  â‚¬12,581.0    $2,594.91  $115,179.89    ($692.58)  75.65%  59.74%  $2.82  $11.28
 279  Buy  7/5/2019 09:00  Buy  â‚¬12,596.5  $0.00  1  ($408.45)  -0.11%  $155.01  28.95%    $2.82  $11.27
   Sell  7/5/2019 10:00  Stop Loss  â‚¬12,583.0    ($380.27)  $114,771.44    ($380.27)  0.00%  -71.05%  $2.82  $11.27
 280  Sell Short  7/8/2019 21:00  Sell  â‚¬12,473.5  $0.00  1  $2,408.24  0.70%  $4,201.50  99.67%    $2.80  $11.21
   Buy to Cover  7/9/2019 14:00  Exit Short  â‚¬12,386.5    $2,436.26  $117,179.68    ($14.02)  58.14%  57.81%  $2.80  $11.20
 281  Sell Short  7/10/2019 10:00  Sell  â‚¬12,387.0  $0.00  1  ($238.84)  -0.06%  $2,047.07  77.25%    $2.80  $11.22
   Buy to Cover  7/10/2019 16:00  Exit Short  â‚¬12,394.5    ($210.77)  $116,940.84    ($604.68)  14.81%  -7.94%  $2.81  $11.24
 282  Sell Short  7/10/2019 18:00  Sell  â‚¬12,327.0  $0.00  1  ($1,593.01)  -0.45%  $98.53  5.93%    $2.82  $11.26
   Buy to Cover  7/11/2019 06:00  Stop Loss  â‚¬12,382.5    ($1,564.84)  $115,347.83    ($1,564.84)  0.00%  -94.07%  $2.82  $11.28
 283  Sell Short  7/11/2019 11:00  Sell  â‚¬12,349.5  $0.00  1  $478.71  0.15%  $2,377.22  83.25%    $2.82  $11.27
   Buy to Cover  7/12/2019 04:00  Exit Short  â‚¬12,331.5    $506.88  $115,826.54    ($478.93)  34.48%  17.73%  $2.82  $11.26
 284  Sell Short  7/12/2019 18:00  Sell  â‚¬12,271.5  $0.00  1  ($859.41)  -0.24%  $549.38  39.80%    $2.81  $11.25
   Buy to Cover  7/15/2019 05:00  Stop Loss  â‚¬12,301.0    ($831.25)  $114,967.13    ($831.25)  0.00%  -60.20%  $2.82  $11.27
 285  Buy  7/15/2019 15:00  Buy  â‚¬12,351.5  $0.00  1  $350.29  0.11%  $2,062.19  71.36%    $2.82  $11.27
   Sell  7/17/2019 04:00  Exit Long  â‚¬12,365.0    $378.39  $115,317.42    ($831.07)  41.75%  13.11%  $2.80  $11.21
 286  Sell Short  7/18/2019 19:00  Sell  â‚¬12,170.5  $0.00  1  ($1,112.46)  -0.32%  $56.12  4.94%    $2.81  $11.22
   Buy to Cover  7/18/2019 21:00  Stop Loss  â‚¬12,209.0    ($1,084.34)  $114,204.97    ($1,084.34)  0.00%  -95.06%  $2.82  $11.27
 287  Buy  7/19/2019 20:00  Buy  â‚¬12,241.5  $0.00  1  ($1,023.60)  -0.29%  $70.13  6.58%    $2.81  $11.22
   Sell  7/19/2019 22:00  Stop Loss  â‚¬12,206.0    ($995.54)  $113,181.37    ($995.54)  0.00%  -93.42%  $2.80  $11.22
 288  Buy  7/22/2019 12:00  Buy  â‚¬12,250.5  $0.00  1  ($406.53)  -0.11%  $1,654.74  71.08%    $2.80  $11.22
   Sell  7/22/2019 18:00  Exit Long  â‚¬12,237.0    ($378.49)  $112,774.84    ($673.25)  12.65%  -16.27%  $2.80  $11.21
 289  Buy  7/24/2019 14:00  Buy  â‚¬12,497.0  $0.00  1  $556.46  0.17%  $1,739.06  73.53%    $2.79  $11.14
   Sell  7/25/2019 11:00  Exit Long  â‚¬12,518.0    $584.30  $113,331.30    ($626.74)  51.18%  24.71%  $2.78  $11.13
 290  Sell Short  7/29/2019 06:00  Sell  â‚¬12,354.0  $0.00  1  ($625.59)  -0.17%  $347.60  36.76%    $2.78  $11.13
   Buy to Cover  7/29/2019 10:00  Stop Loss  â‚¬12,375.5    ($597.78)  $112,705.71    ($597.78)  0.00%  -63.24%  $2.78  $11.12
 291  Sell Short  7/31/2019 22:00  Sell  â‚¬12,074.0  $0.00  1  ($1,781.87)  -0.53%  $581.02  24.85%    $2.77  $11.07
   Buy to Cover  8/1/2019 04:00  Stop Loss  â‚¬12,137.5    ($1,754.22)  $110,923.85    ($1,754.22)  0.00%  -75.15%  $2.76  $11.05
 292  Sell Short  8/1/2019 10:00  Sell  â‚¬12,082.5  $0.00  1  ($1,117.28)  -0.33%  $468.97  30.09%    $2.76  $11.03
   Buy to Cover  8/1/2019 10:00  Stop Loss  â‚¬12,122.0    ($1,089.70)  $109,806.56    ($1,089.70)  0.00%  -69.91%  $2.76  $11.03
 293  Buy  8/1/2019 19:00  Buy  â‚¬12,210.5  $0.00  1  ($1,593.55)  -0.46%  $290.56  15.67%    $2.77  $11.07
   Sell  8/1/2019 20:00  Stop Loss  â‚¬12,154.0    ($1,565.86)  $108,213.01    ($1,565.86)  0.00%  -84.33%  $2.77  $11.09
 294  Sell Short  8/2/2019 18:00  Sell  â‚¬11,828.0  $0.00  1  $8,884.14  2.68%  $11,875.63  85.87%    $2.78  $11.11
   Buy to Cover  8/6/2019 05:00  Exit Short  â‚¬11,510.5    $8,912.07  $117,097.15    ($1,930.52)  78.66%  64.53%  $2.81  $11.23
 295  Buy  8/7/2019 11:00  Buy  â‚¬11,673.0  $0.00  1  ($1,877.17)  -0.57%  $950.84  34.00%    $2.80  $11.19
   Sell  8/7/2019 15:00  Stop Loss  â‚¬11,607.0    ($1,849.17)  $115,219.98    ($1,849.17)  0.00%  -66.00%  $2.80  $11.21
 296  Buy  8/7/2019 18:00  Buy  â‚¬11,649.0  $0.00  1  $1,190.62  0.37%  $4,879.89  70.79%    $2.81  $11.23
   Sell  8/9/2019 13:00  Exit Long  â‚¬11,692.5    $1,218.67  $116,410.61    ($2,020.99)  46.86%  17.65%  $2.80  $11.21
 297  Buy  8/12/2019 11:00  Buy  â‚¬11,740.0  $0.00  1  ($1,075.76)  -0.32%  $27.94  2.60%    $2.79  $11.18
   Sell  8/12/2019 11:00  Stop Loss  â‚¬11,702.5    ($1,047.82)  $115,334.85    ($1,047.82)  0.00%  -97.40%  $2.79  $11.18
 298  Sell Short  8/13/2019 10:00  Sell  â‚¬11,600.5  $0.00  1  ($1,174.14)  -0.35%  $2,832.62  71.13%    $2.80  $11.19
   Buy to Cover  8/13/2019 16:00  Stop Loss  â‚¬11,641.5    ($1,146.18)  $114,160.70    ($1,146.18)  0.00%  -28.87%  $2.80  $11.18
 299  Sell Short  8/15/2019 21:00  Sell  â‚¬11,316.5  $0.00  1  ($2,276.39)  -0.72%  $222.14  8.99%    $2.78  $11.11
   Buy to Cover  8/16/2019 03:00  Stop Loss  â‚¬11,397.5    ($2,248.62)  $111,884.32    ($2,248.62)  0.00%  -91.01%  $2.78  $11.10
 300  Buy  8/16/2019 14:00  Buy  â‚¬11,494.5  $0.00  1  $4,114.53  1.30%  $6,532.83  80.96%    $2.77  $11.08
   Sell  8/20/2019 16:00  Exit Long  â‚¬11,644.0    $4,142.23  $115,998.85    ($1,536.95)  70.33%  51.29%  $2.77  $11.08
 301  Buy  8/27/2019 14:00  Buy  â‚¬11,662.0  $0.00  1  ($277.30)  -0.08%  $2,331.59  86.15%    $2.78  $11.10
   Sell  8/27/2019 20:00  Exit Long  â‚¬11,653.0    ($249.56)  $115,721.54    ($374.50)  4.62%  -9.23%  $2.77  $11.09
 302  Sell Short  8/29/2019 05:00  Sell  â‚¬11,606.5  $0.00  1  ($872.90)  -0.26%  $27.70  3.17%    $2.77  $11.08
   Buy to Cover  8/29/2019 08:00  Stop Loss  â‚¬11,637.0    ($845.19)  $114,848.64    ($845.19)  0.00%  -96.83%  $2.77  $11.08
 303  Buy  9/2/2019 03:00  Buy  â‚¬11,875.0  $0.00  1  $713.24  0.23%  $2,398.90  91.15%    $2.75  $10.99
   Sell  9/2/2019 19:00  Exit Long  â‚¬11,902.0    $740.69  $115,561.89    ($233.55)  36.98%  28.13%  $2.74  $10.97
 304  Buy  9/3/2019 05:00  Buy  â‚¬11,946.5  $0.00  1  ($697.17)  -0.21%  $150.30  18.33%    $2.73  $10.93
   Sell  9/3/2019 06:00  Stop Loss  â‚¬11,922.0    ($669.84)  $114,864.72    ($669.84)  0.00%  -81.67%  $2.73  $10.94
 305  Buy  9/5/2019 04:00  Buy  â‚¬12,039.5  $0.00  1  $869.23  0.27%  $2,606.17  96.92%    $2.76  $11.03
   Sell  9/5/2019 11:00  Exit Long  â‚¬12,072.0    $896.81  $115,733.95    ($82.72)  36.41%  33.33%  $2.76  $11.04
 306  Buy  9/6/2019 19:00  Buy  â‚¬12,155.0  $0.00  1  $483.82  0.15%  $1,710.95  74.70%    $2.76  $11.04
   Sell  9/9/2019 17:00  Exit Long  â‚¬12,173.5    $511.44  $116,217.77    ($578.93)  47.59%  22.29%  $2.76  $11.06
 307  Buy  9/10/2019 15:00  Buy  â‚¬12,223.0  $0.00  1  $3,938.12  1.18%  $5,327.34  88.76%    $2.76  $11.04
   Sell  9/12/2019 10:00  Exit Long  â‚¬12,367.0    $3,965.69  $120,155.89    ($676.20)  77.29%  66.06%  $2.75  $11.02
 308  Buy  9/12/2019 15:00  Buy  â‚¬12,395.5  $0.00  1  ($2,013.68)  -0.58%  $1,326.88  40.25%    $2.74  $10.94
   Sell  9/12/2019 16:00  Stop Loss  â‚¬12,323.5    ($1,986.21)  $118,142.20    ($1,986.21)  0.00%  -59.75%  $2.76  $11.03
 309  Sell Short  9/17/2019 11:00  Sell  â‚¬12,330.5  $0.00  1  ($27.58)  0.00%  $1,571.32  68.67%    $2.75  $11.01
   Buy to Cover  9/17/2019 17:00  Exit Short  â‚¬12,330.5    $0.00  $118,114.62    ($715.90)  31.33%  0.00%  $2.76  $11.05
 310  Buy  9/19/2019 04:00  Buy  â‚¬12,406.5  $0.00  1  ($1,117.38)  -0.32%  $0.00  0.00%    $2.76  $11.03
   Sell  9/19/2019 06:00  Stop Loss  â‚¬12,367.0    ($1,089.80)  $116,997.24    ($1,089.80)  0.00%  -100.00%  $2.76  $11.04
 311  Buy  9/19/2019 11:00  Buy  â‚¬12,403.0  $0.00  1  ($1,106.53)  -0.31%  $331.77  23.53%    $2.76  $11.06
   Sell  9/19/2019 13:00  Stop Loss  â‚¬12,364.0    ($1,078.88)  $115,890.71    ($1,078.88)  0.00%  -76.47%  $2.77  $11.07
 312  Buy  9/19/2019 16:00  Buy  â‚¬12,419.5  $0.00  1  ($676.67)  -0.19%  $662.72  44.44%    $2.77  $11.06
   Sell  9/20/2019 12:00  Exit Long  â‚¬12,396.0    ($649.03)  $115,214.04    ($828.67)  12.04%  -43.52%  $2.76  $11.05
 313  Sell Short  9/24/2019 11:00  Sell  â‚¬12,319.0  $0.00  1  ($659.59)  -0.19%  $233.60  26.98%    $2.75  $10.99
   Buy to Cover  9/24/2019 11:00  Stop Loss  â‚¬12,342.0    ($632.11)  $114,554.45    ($632.11)  0.00%  -73.02%  $2.75  $10.99
 314  Buy  9/27/2019 09:00  Buy  â‚¬12,298.5  $0.00  1  $779.74  0.24%  $2,132.48  80.83%    $2.73  $10.92
   Sell  9/27/2019 19:00  Exit Long  â‚¬12,328.0    $807.06  $115,334.19    ($504.98)  49.74%  30.57%  $2.74  $10.94
 315  Buy  10/7/2019 17:00  Buy  â‚¬12,023.0  $0.00  1  ($398.43)  -0.11%  $2,827.58  82.07%    $2.75  $11.00
   Sell  10/8/2019 11:00  Exit Long  â‚¬12,009.5    ($370.95)  $114,935.75    ($617.60)  7.17%  -10.76%  $2.75  $10.99
 316  Buy  10/9/2019 13:00  Buy  â‚¬12,067.0  $0.00  1  ($1,689.47)  -0.50%  $1,029.00  31.38%    $2.75  $10.98
   Sell  10/10/2019 04:00  Exit Long  â‚¬12,006.5    ($1,662.01)  $113,246.28    ($2,251.29)  17.99%  -50.63%  $2.75  $10.99
 317  Buy  10/10/2019 18:00  Buy  â‚¬12,140.0  $0.00  1  ($1,623.62)  -0.48%  $964.07  37.63%    $2.75  $11.02
   Sell  10/10/2019 21:00  Stop Loss  â‚¬12,082.0    ($1,596.09)  $111,622.66    ($1,596.09)  0.00%  -62.37%  $2.75  $11.01
 318  Buy  10/11/2019 04:00  Buy  â‚¬12,150.5  $0.00  1  $7,515.16  2.25%  $10,726.39  98.98%    $2.75  $11.02
   Sell  10/14/2019 11:00  Exit Long  â‚¬12,424.0    $7,542.72  $119,137.82    ($110.16)  70.70%  69.68%  $2.76  $11.03
 319  Buy  10/14/2019 17:00  Buy  â‚¬12,443.5  $0.00  1  $6,377.92  1.85%  $9,730.18  100.00%    $2.76  $11.02
   Sell  10/17/2019 15:00  Exit Long  â‚¬12,674.0    $6,405.60  $125,515.74    $0.00  65.86%  65.86%  $2.78  $11.12
 320  Sell Short  10/18/2019 18:00  Sell  â‚¬12,597.5  $0.00  1  ($1,213.88)  -0.34%  $627.57  34.62%    $2.79  $11.16
   Buy to Cover  10/18/2019 22:00  Stop Loss  â‚¬12,640.0    ($1,185.98)  $124,301.86    ($1,185.98)  0.00%  -65.38%  $2.79  $11.16
 321  Buy  10/22/2019 13:00  Buy  â‚¬12,761.5  $0.00  1  ($1,084.83)  -0.30%  $69.63  6.17%    $2.79  $11.14
   Sell  10/22/2019 15:00  Stop Loss  â‚¬12,723.5    ($1,057.00)  $123,217.03    ($1,057.00)  0.00%  -93.83%  $2.78  $11.13
 322  Buy  10/25/2019 18:00  Buy  â‚¬12,859.0  $0.00  1  $955.64  0.28%  $2,911.33  96.33%    $2.77  $11.08
   Sell  10/29/2019 11:00  Exit Long  â‚¬12,894.5    $983.34  $124,172.67    ($110.82)  36.24%  32.57%  $2.77  $11.08
 323  Buy  10/29/2019 17:00  Buy  â‚¬12,926.0  $0.00  1  ($916.76)  -0.25%  $55.56  5.88%    $2.78  $11.11
   Sell  10/29/2019 17:00  Stop Loss  â‚¬12,894.0    ($888.98)  $123,255.90    ($888.98)  0.00%  -94.12%  $2.78  $11.11
 324  Buy  11/1/2019 15:00  Buy  â‚¬12,933.5  $0.00  1  $4,665.20  1.30%  $6,076.42  97.10%    $2.79  $11.15
   Sell  11/4/2019 19:00  Exit Long  â‚¬13,102.0    $4,693.06  $127,921.10    ($181.47)  77.95%  75.06%  $2.79  $11.14
 325  Buy  11/5/2019 12:00  Buy  â‚¬13,133.5  $0.00  1  ($764.27)  -0.20%  $236.34  24.29%    $2.78  $11.12
   Sell  11/5/2019 13:00  Stop Loss  â‚¬13,107.0    ($736.47)  $127,156.83    ($736.47)  0.00%  -75.71%  $2.78  $11.12
 326  Buy  11/6/2019 11:00  Buy  â‚¬13,152.5  $0.00  1  ($748.68)  -0.20%  $41.59  5.45%    $2.77  $11.09
   Sell  11/6/2019 11:00  Stop Loss  â‚¬13,126.5    ($720.95)  $126,408.15    ($720.95)  0.00%  -94.55%  $2.77  $11.09
 327  Buy  11/8/2019 13:00  Buy  â‚¬13,248.0  $0.00  1  ($896.38)  -0.24%  $275.69  24.10%    $2.76  $11.03
   Sell  11/8/2019 14:00  Stop Loss  â‚¬13,216.5    ($868.80)  $125,511.77    ($868.80)  0.00%  -75.90%  $2.76  $11.03
 328  Buy  11/11/2019 02:00  Buy  â‚¬13,224.0  $0.00  1  ($523.38)  -0.14%  $41.32  7.69%    $2.75  $11.02
   Sell  11/11/2019 03:00  Stop Loss  â‚¬13,206.0    ($495.84)  $124,988.39    ($495.84)  0.00%  -92.31%  $2.75  $11.02
 329  Buy  11/12/2019 08:00  Buy  â‚¬13,231.0  $0.00  1  ($813.13)  -0.22%  $758.57  49.11%    $2.76  $11.03
   Sell  11/12/2019 10:00  Stop Loss  â‚¬13,202.5    ($785.56)  $124,175.25    ($785.56)  0.00%  -50.89%  $2.76  $11.03
 330  Buy  11/12/2019 13:00  Buy  â‚¬13,235.0  $0.00  1  $13.75  0.01%  $1,555.97  92.62%    $2.75  $11.02
   Sell  11/12/2019 22:00  Exit Long  â‚¬13,236.5    $41.29  $124,189.01    ($123.88)  9.84%  2.46%  $2.75  $11.01
 331  Buy  11/15/2019 19:00  Buy  â‚¬13,219.0  $0.00  1  ($732.45)  -0.19%  $110.55  13.56%    $2.76  $11.05
   Sell  11/18/2019 02:00  Stop Loss  â‚¬13,193.5    ($704.81)  $123,456.55    ($704.81)  0.00%  -86.44%  $2.76  $11.06
 332  Buy  11/18/2019 04:00  Buy  â‚¬13,223.0  $0.00  1  ($649.83)  -0.17%  $1,271.99  67.15%    $2.77  $11.06
   Sell  11/18/2019 11:00  Stop Loss  â‚¬13,200.5    ($622.18)  $122,806.73    ($622.18)  0.00%  -32.85%  $2.77  $11.06
 333  Sell Short  11/20/2019 20:00  Sell  â‚¬13,105.0  $0.00  1  $526.06  0.15%  $2,257.06  85.79%    $2.77  $11.07
   Buy to Cover  11/21/2019 08:00  Exit Short  â‚¬13,085.0    $553.74  $123,332.79    ($373.69)  35.26%  21.05%  $2.77  $11.07
 334  Sell Short  12/2/2019 15:00  Sell  â‚¬13,193.5  $0.00  1  $4,777.01  1.32%  $7,213.11  99.81%    $2.76  $11.03
   Buy to Cover  12/3/2019 08:00  Exit Short  â‚¬13,020.0    $4,804.65  $128,109.80    ($13.79)  66.67%  66.48%  $2.77  $11.08
 335  Sell Short  12/3/2019 16:00  Sell  â‚¬12,961.0  $0.00  1  ($1,440.66)  -0.39%  $1,440.67  45.81%    $2.77  $11.08
   Buy to Cover  12/3/2019 21:00  Exit Short  â‚¬13,012.0    ($1,412.95)  $126,669.14    ($1,704.04)  9.25%  -44.93%  $2.77  $11.08
 336  Sell Short  12/17/2019 12:00  Sell  â‚¬13,319.0  $0.00  1  ($111.52)  -0.02%  $1,827.25  85.62%    $2.79  $11.16
   Buy to Cover  12/17/2019 16:00  Exit Short  â‚¬13,322.0    ($83.63)  $126,557.62    ($306.58)  10.46%  -3.92%  $2.79  $11.15
 337  Sell Short  12/18/2019 18:00  Sell  â‚¬13,212.0  $0.00  1  ($264.24)  -0.06%  $611.94  64.71%    $2.78  $11.11
   Buy to Cover  12/19/2019 09:00  Exit Short  â‚¬13,220.5    ($236.44)  $126,293.38    ($333.50)  10.29%  -25.00%  $2.78  $11.13
 338  Buy  12/27/2019 14:00  Buy  â‚¬13,357.5  $0.00  1  ($1,018.25)  -0.27%  $27.88  2.74%    $2.79  $11.15
   Sell  12/27/2019 16:00  Stop Loss  â‚¬13,322.0    ($990.36)  $125,275.13    ($990.36)  0.00%  -97.26%  $2.79  $11.16
 339  Sell Short  12/30/2019 11:00  Sell  â‚¬13,261.5  $0.00  1  $2,230.04  0.61%  $5,052.47  99.72%    $2.80  $11.20
   Buy to Cover  1/2/2020 03:00  Exit Short  â‚¬13,181.0    $2,258.07  $127,505.17    ($14.00)  44.75%  44.48%  $2.81  $11.22
 340  Buy  1/8/2020 14:00  Buy  â‚¬13,215.5  $0.00  1  $6,909.92  1.89%  $8,663.38  95.71%    $2.78  $11.12
   Sell  1/10/2020 19:00  Exit Long  â‚¬13,465.0    $6,937.72  $134,415.10    ($389.24)  80.83%  76.53%  $2.78  $11.12
 341  Sell Short  1/14/2020 08:00  Sell  â‚¬13,436.5  $0.00  1  ($654.07)  -0.17%  $2,755.81  81.48%    $2.79  $11.14
   Buy to Cover  1/14/2020 11:00  Stop Loss  â‚¬13,459.0    ($626.23)  $133,761.02    ($626.23)  0.00%  -18.52%  $2.78  $11.13
 342  Sell Short  1/15/2020 05:00  Sell  â‚¬13,390.5  $0.00  1  ($765.06)  -0.20%  $333.91  31.17%    $2.78  $11.13
   Buy to Cover  1/15/2020 09:00  Stop Loss  â‚¬13,417.0    ($737.24)  $132,995.96    ($737.24)  0.00%  -68.83%  $2.78  $11.13
 343  Sell Short  1/15/2020 16:00  Sell  â‚¬13,371.0  $0.00  1  ($1,185.17)  -0.31%  $139.41  10.75%    $2.79  $11.15
   Buy to Cover  1/16/2020 02:00  Stop Loss  â‚¬13,412.5    ($1,157.29)  $131,810.79    ($1,157.29)  0.00%  -89.25%  $2.79  $11.15
 344  Buy  1/20/2020 14:00  Buy  â‚¬13,522.5  $0.00  1  ($596.40)  -0.15%  $943.30  54.84%    $2.77  $11.08
   Sell  1/21/2020 04:00  Exit Long  â‚¬13,502.0    ($568.67)  $131,214.39    ($776.41)  12.10%  -33.06%  $2.77  $11.10
 345  Sell Short  1/23/2020 17:00  Sell  â‚¬13,388.0  $0.00  1  ($1,147.02)  -0.30%  $745.25  39.42%    $2.76  $11.05
   Buy to Cover  1/23/2020 22:00  Exit Short  â‚¬13,428.5    ($1,119.39)  $130,067.38    ($1,147.03)  1.46%  -59.12%  $2.76  $11.06
 346  Sell Short  1/28/2020 11:00  Sell  â‚¬13,192.0  $0.00  1  ($866.63)  -0.23%  $1,486.53  54.55%    $2.75  $11.02
   Buy to Cover  1/28/2020 15:00  Exit Short  â‚¬13,222.5    ($839.10)  $129,200.75    ($1,238.28)  14.65%  -30.81%  $2.75  $11.00
 347  Sell Short  1/31/2020 10:00  Sell  â‚¬13,171.5  $0.00  1  $5,416.75  1.49%  $8,609.23  95.10%    $2.76  $11.02
   Buy to Cover  2/3/2020 03:00  Exit Short  â‚¬12,975.0    $5,444.38  $134,617.49    ($440.89)  65.08%  60.18%  $2.77  $11.08
 348  Buy  2/4/2020 06:00  Buy  â‚¬13,072.5  $0.00  1  $4,083.29  1.14%  $5,521.95  97.09%    $2.77  $11.06
   Sell  2/5/2020 08:00  Exit Long  â‚¬13,221.5    $4,110.91  $138,700.78    ($165.90)  75.24%  72.33%  $2.76  $11.04
 349  Sell Short  2/10/2020 11:00  Sell  â‚¬13,437.5  $0.00  1  ($1,200.56)  -0.32%  $423.47  26.50%    $2.74  $10.95
   Buy to Cover  2/10/2020 22:00  Stop Loss  â‚¬13,480.5    ($1,173.23)  $137,500.22    ($1,173.23)  0.00%  -73.50%  $2.73  $10.91
 350  Buy  2/13/2020 19:00  Buy  â‚¬13,722.5  $0.00  1  $501.53  0.14%  $1,692.99  62.81%    $2.71  $10.84
   Sell  2/17/2020 11:00  Exit Long  â‚¬13,742.0    $528.64  $138,001.75    ($1,002.66)  56.78%  19.60%  $2.71  $10.84
 351  Sell Short  2/18/2020 19:00  Sell  â‚¬13,637.0  $0.00  1  ($1,255.01)  -0.33%  $27.01  2.15%    $2.70  $10.80
   Buy to Cover  2/18/2020 21:00  Stop Loss  â‚¬13,682.5    ($1,228.01)  $136,746.74    ($1,228.01)  0.00%  -97.85%  $2.70  $10.80
 352  Buy  2/19/2020 13:00  Buy  â‚¬13,727.0  $0.00  1  $161.96  0.05%  $2,094.76  83.78%    $2.70  $10.79
   Sell  2/20/2020 05:00  Exit Long  â‚¬13,734.0    $188.95  $136,908.70    ($405.04)  23.78%  7.57%  $2.70  $10.80
 353  Sell Short  2/25/2020 11:00  Sell  â‚¬12,999.5  $0.00  1  $7,606.75  2.16%  $11,235.72  94.62%    $2.71  $10.85
   Buy to Cover  2/26/2020 05:00  Exit Short  â‚¬12,718.5    $7,633.89  $144,515.45    ($637.41)  69.76%  64.38%  $2.72  $10.87
 354  Sell Short  2/26/2020 21:00  Sell  â‚¬12,560.5  $0.00  1  $3,749.20  1.09%  $10,315.17  85.05%    $2.72  $10.90
   Buy to Cover  2/27/2020 20:00  Exit Short  â‚¬12,423.0    $3,776.56  $148,264.65    ($1,796.19)  46.09%  31.14%  $2.75  $10.99
 355  Sell Short  2/27/2020 21:00  Sell  â‚¬12,316.5  $0.00  1  $10,603.18  3.14%  $17,063.75  95.22%    $2.75  $10.99
   Buy to Cover  2/28/2020 15:00  Exit Short  â‚¬11,929.5    $10,630.65  $158,867.83    ($851.59)  64.41%  59.63%  $2.75  $10.99
 356  Sell Short  2/28/2020 21:00  Sell  â‚¬11,805.5  $0.00  1  ($5,693.76)  -1.74%  $2,212.68  28.07%    $2.76  $11.03
   Buy to Cover  3/2/2020 04:00  Stop Loss  â‚¬12,010.5    ($5,666.15)  $153,174.07    ($5,666.15)  0.00%  -71.93%  $2.76  $11.06
 357  Sell Short  3/3/2020 08:00  Sell  â‚¬11,895.5  $0.00  1  ($2,821.78)  -0.84%  $1,894.21  40.36%    $2.79  $11.14
   Buy to Cover  3/3/2020 09:00  Stop Loss  â‚¬11,996.0    ($2,793.95)  $150,352.29    ($2,793.95)  0.00%  -59.64%  $2.78  $11.12
 358  Buy  3/3/2020 11:00  Buy  â‚¬12,125.5  $0.00  1  ($4,287.62)  -1.26%  $3,464.84  44.85%    $2.78  $11.13
   Sell  3/3/2020 18:00  Stop Loss  â‚¬11,973.0    ($4,259.74)  $146,064.67    ($4,259.74)  0.00%  -55.15%  $2.79  $11.17
 359  Buy  3/4/2020 11:00  Buy  â‚¬12,043.5  $0.00  1  ($3,043.48)  -0.90%  $5,915.73  66.30%    $2.79  $11.16
   Sell  3/5/2020 12:00  Stop Loss  â‚¬11,935.5    ($3,015.58)  $143,021.19    ($3,015.58)  0.00%  -33.70%  $2.79  $11.17
 360  Buy  3/10/2020 22:00  Buy  â‚¬10,840.5  $0.00  1  ($6,140.51)  -1.99%  $479.53  7.30%    $2.82  $11.28
   Sell  3/11/2020 02:00  Stop Loss  â‚¬10,624.5    ($6,112.26)  $136,880.68    ($6,112.26)  0.00%  -92.70%  $2.83  $11.32
 361  Sell Short  3/11/2020 15:00  Sell  â‚¬10,425.0  $0.00  1  $34,629.86  11.87%  $45,831.50  91.73%    $2.84  $11.34
   Buy to Cover  3/13/2020 07:00  Exit Short  â‚¬9,187.5    $34,658.04  $171,510.54    ($4,183.17)  77.70%  69.42%  $2.80  $11.20
 362  Sell Short  3/16/2020 03:00  Sell  â‚¬8,926.5  $0.00  1  $6,418.08  2.59%  $20,066.31  93.81%    $2.78  $11.10
   Buy to Cover  3/16/2020 17:00  Exit Short  â‚¬8,695.0    $6,445.89  $177,928.62    ($1,318.69)  36.38%  30.18%  $2.78  $11.14
 363  Sell Short  3/17/2020 11:00  Sell  â‚¬8,645.0  $0.00  1  ($9,993.29)  -4.20%  $6,892.64  40.60%    $2.77  $11.10
   Buy to Cover  3/17/2020 18:00  Stop Loss  â‚¬9,008.5    ($9,965.72)  $167,935.33    ($9,965.72)  0.00%  -59.40%  $2.74  $10.97
 364  Sell Short  3/18/2020 08:00  Sell  â‚¬8,485.0  $0.00  1  ($627.42)  -0.26%  $8,684.05  63.20%    $2.75  $11.00
   Buy to Cover  3/19/2020 03:00  Exit Short  â‚¬8,507.0    ($600.03)  $167,307.91    ($5,071.71)  32.44%  -4.35%  $2.73  $10.91
 365  Buy  3/19/2020 19:00  Buy  â‚¬8,662.5  $0.00  1  $5,142.43  2.24%  $13,824.97  73.81%    $2.67  $10.68
   Sell  3/20/2020 20:00  Exit Long  â‚¬8,856.5    $5,169.11  $172,450.34    ($4,853.30)  54.10%  27.91%  $2.66  $10.66
 366  Buy  3/23/2020 15:00  Buy  â‚¬8,865.5  $0.00  1  ($7,408.19)  -3.10%  $1,026.53  12.16%    $2.70  $10.81
   Sell  3/23/2020 17:00  Stop Loss  â‚¬8,591.0    ($7,381.24)  $165,042.15    ($7,381.24)  0.00%  -87.84%  $2.69  $10.76
 367  Buy  3/23/2020 19:00  Buy  â‚¬8,811.0  $0.00  1  $16,444.48  6.92%  $35,402.88  89.91%    $2.69  $10.75
   Sell  3/25/2020 13:00  Exit Long  â‚¬9,420.5    $16,471.43  $181,486.63    ($3,928.76)  52.05%  41.96%  $2.70  $10.81
 368  Sell Short  3/30/2020 04:00  Sell  â‚¬9,478.0  $0.00  1  ($3,420.78)  -1.29%  $1,303.64  27.73%    $2.77  $11.10
   Buy to Cover  3/30/2020 07:00  Stop Loss  â‚¬9,600.5    ($3,393.07)  $178,065.85    ($3,393.07)  0.00%  -72.27%  $2.77  $11.08
 369  Sell Short  3/30/2020 11:00  Sell  â‚¬9,443.0  $0.00  1  ($6,398.28)  -2.45%  $13.86  0.22%    $2.77  $11.09
   Buy to Cover  3/30/2020 16:00  Stop Loss  â‚¬9,674.0    ($6,370.63)  $171,667.56    ($6,370.63)  0.00%  -99.78%  $2.76  $11.03
 370  Sell Short  4/2/2020 16:00  Sell  â‚¬9,408.0  $0.00  1  ($3,000.72)  -1.16%  $2,672.13  47.36%    $2.71  $10.85
   Buy to Cover  4/2/2020 17:00  Stop Loss  â‚¬9,517.5    ($2,973.58)  $168,666.84    ($2,973.58)  0.00%  -52.64%  $2.72  $10.86
 371  Buy  4/9/2020 16:00  Buy  â‚¬10,457.0  $0.00  1  $423.47  0.16%  $9,720.48  95.30%    $2.73  $10.93
   Sell  4/15/2020 11:00  Exit Long  â‚¬10,473.5    $450.79  $169,090.32    ($478.07)  9.14%  4.44%  $2.73  $10.93
 372  Sell Short  4/16/2020 20:00  Sell  â‚¬10,255.0  $0.00  1  ($6,639.80)  -2.37%  $1,288.00  16.32%    $2.71  $10.84
   Buy to Cover  4/17/2020 03:00  Stop Loss  â‚¬10,498.5    ($6,612.67)  $162,450.52    ($6,612.67)  0.00%  -83.68%  $2.72  $10.86
 373  Buy  4/20/2020 03:00  Buy  â‚¬10,647.5  $0.00  1  ($2,267.96)  -0.77%  $3,258.30  59.26%    $2.72  $10.86
   Sell  4/20/2020 13:00  Stop Loss  â‚¬10,565.0    ($2,240.80)  $160,182.55    ($2,240.80)  0.00%  -40.74%  $2.72  $10.86
 374  Sell Short  4/21/2020 06:00  Sell  â‚¬10,457.5  $0.00  1  $2,837.73  1.01%  $6,350.12  79.32%    $2.71  $10.84
   Buy to Cover  4/22/2020 09:00  Exit Short  â‚¬10,352.0    $2,864.85  $163,020.28    ($1,651.10)  56.44%  35.76%  $2.72  $10.86
 375  Sell Short  4/23/2020 11:00  Sell  â‚¬10,338.0  $0.00  1  ($2,265.87)  -0.80%  $620.85  21.70%    $2.70  $10.80
   Buy to Cover  4/23/2020 15:00  Stop Loss  â‚¬10,421.0    ($2,238.88)  $160,754.42    ($2,238.88)  0.00%  -78.30%  $2.70  $10.79

--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Annual Trading Summary
TradeStation Strategy Performance Report Advantage Fighter - Advantage Pro - Fighter ( Version 4 ), @FDAX, 60 min., 1/4/2016 9:00:00 AM - 4/23/2020 6:00:00 PM
TradeStation Periodical Returns: Annual 
 
Mark-To-Market Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable

Last 12 month

 $40,812.97 18.58% 1.30 123 32.52%
1/1/2020 $30,991.14 13.49% 1.42 37 37.84%
1/1/2019 $18,927.77 8.98% 1.22 126 30.95%
1/1/2018 $41,674.43 24.64% 1.60 80 33.75%
1/1/2017 $39,472.00 30.44% 2.00 67 41.79%
1/1/2016 $29,679.57 29.68% 1.46 66 30.30%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
1/1/2020 - Today $30,991.14 13.49% 1.42 37 37.84%
1/1/2019 - 1/1/2020 $49,928.42 23.68% 1.32 162 32.72%
1/1/2018 - 1/1/2020 $91,602.85 54.15% 1.40 242 33.06%
1/1/2017 - 1/1/2020 $131,074.84 101.08% 1.49 309 34.95%
1/1/2016 - 1/1/2020 $160,754.42 160.75% 1.48 375 34.13%

Created by TradeStation: 4/23/2020 5:41:27 PM, 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 Fighter - Advantage Pro - Fighter ( Version 4 ), @FDAX, 60 min., 1/4/2016 9:00:00 AM - 4/23/2020 6:00:00 PM
TradeStation Periodical Returns: Daily
 
Mark-To-Market Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable
4/23/2020 ($2,265.87) -0.86% 0.00 1 0.00%
4/22/2020 ($2,131.69) -0.81% 0.00 1 0.00%
4/21/2020 $4,969.95 1.91% 100.00 1 100.00%
4/20/2020 ($2,267.96) -0.87% 0.00 1 0.00%
4/17/2020 ($5,268.41) -1.97% 0.00 1 0.00%
4/16/2020 ($1,369.43) -0.51% 0.00 1 0.00%
4/15/2020 ($6,475.14) -2.35% 0.00 1 0.00%
4/14/2020 $1,538.01 0.56% 100.00 1 100.00%
4/13/2020 $0.00 0.00% 0.00 1 0.00%
4/12/2020 $0.00 0.00% 0.00 1 0.00%
4/11/2020 $0.00 0.00% 0.00 1 0.00%
4/10/2020 $0.00 0.00% 0.00 1 0.00%
4/9/2020 $5,370.45 2.00% 100.00 1 100.00%
4/2/2020 ($3,000.72) -1.11% 0.00 1 0.00%
3/30/2020 ($9,819.07) -3.49% 0.00 2 0.00%
3/25/2020 ($6,864.29) -2.38% 0.00 1 0.00%
3/24/2020 $24,157.84 9.16% 100.00 1 100.00%
3/23/2020 ($8,279.77) -3.04% 0.00 2 0.00%
3/20/2020 $8,206.62 3.11% 100.00 1 100.00%
3/19/2020 ($4,790.62) -1.78% 0.00 2 0.00%
3/18/2020 $1,091.00 0.41% 100.00 1 100.00%
3/17/2020 ($9,993.29) -3.60% 0.00 1 0.00%
3/16/2020 $6,418.08 2.37% 100.00 1 100.00%
3/13/2020 ($5,825.56) -2.10% 0.00 1 0.00%
3/12/2020 $36,373.65 15.12% 100.00 1 100.00%
3/11/2020 ($2,591.94) -1.07% 0.61 2 50.00%
3/10/2020 $465.42 0.19% 100.00 1 100.00%
3/5/2020 ($8,781.47) -3.49% 0.00 1 0.00%
3/4/2020 $5,720.83 2.33% 100.00 1 100.00%
3/3/2020 ($7,109.40) -2.81% 0.00 2 0.00%
3/2/2020 ($2,515.22) -0.98% 0.00 1 0.00%
3/1/2020 $0.00 0.00% 0.00 1 0.00%
2/29/2020 $0.00 0.00% 0.00 1 0.00%
2/28/2020 $2,114.07 0.83% 1.67 2 50.00%
2/27/2020 $9,479.58 3.89% 100.00 2 100.00%
2/26/2020 ($3,613.98) -1.46% 0.00 2 0.00%
2/25/2020 $10,827.08 4.58% 100.00 1 100.00%
2/20/2020 ($418.40) -0.18% 0.00 1 0.00%
2/19/2020 $580.91 0.25% 100.00 1 100.00%
2/18/2020 ($1,255.01) -0.53% 0.00 1 0.00%
 
Mark-To-Market Rolling Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable
4/23/2020 - 4/23/2020 ($2,265.87) -0.86% 0.00 1 0.00%
4/22/2020 - 4/23/2020 ($4,397.55) -1.66% 0.00 2 0.00%
4/21/2020 - 4/23/2020 $571.86 0.22% 1.25 2 50.00%
4/20/2020 - 4/23/2020 ($1,696.10) -0.65% 0.63 3 33.33%
4/19/2020 - 4/23/2020 ($1,696.10) -0.65% 0.63 3 33.33%
4/18/2020 - 4/23/2020 ($1,696.10) -0.65% 0.63 3 33.33%
4/17/2020 - 4/23/2020 ($6,964.51) -2.61% 0.29 4 25.00%
4/16/2020 - 4/23/2020 ($8,335.90) -3.10% 0.25 4 25.00%
4/15/2020 - 4/23/2020 ($14,811.04) -5.38% 0.16 5 20.00%
4/14/2020 - 4/23/2020 ($13,281.05) -4.85% 0.18 5 20.00%
4/13/2020 - 4/23/2020 ($13,281.05) -4.85% 0.18 5 20.00%
4/12/2020 - 4/23/2020 ($13,281.05) -4.85% 0.18 5 20.00%
4/11/2020 - 4/23/2020 ($13,281.05) -4.85% 0.18 5 20.00%
4/10/2020 - 4/23/2020 ($13,281.05) -4.85% 0.18 5 20.00%
4/9/2020 - 4/23/2020 ($7,912.43) -2.95% 0.29 5 40.00%
4/8/2020 - 4/23/2020 ($7,912.43) -2.95% 0.29 5 40.00%
4/7/2020 - 4/23/2020 ($7,912.43) -2.95% 0.29 5 40.00%
4/6/2020 - 4/23/2020 ($7,912.43) -2.95% 0.29 5 40.00%
4/5/2020 - 4/23/2020 ($7,912.43) -2.95% 0.29 5 40.00%
4/4/2020 - 4/23/2020 ($7,912.43) -2.95% 0.29 5 40.00%
4/3/2020 - 4/23/2020 ($7,912.43) -2.95% 0.29 5 40.00%
4/2/2020 - 4/23/2020 ($10,913.15) -4.02% 0.23 6 33.33%
4/1/2020 - 4/23/2020 ($10,913.15) -4.02% 0.23 6 33.33%
3/31/2020 - 4/23/2020 ($10,913.15) -4.02% 0.23 6 33.33%
3/30/2020 - 4/23/2020 ($20,732.22) -7.38% 0.14 8 25.00%
3/29/2020 - 4/23/2020 ($20,732.22) -7.38% 0.14 8 25.00%
3/28/2020 - 4/23/2020 ($20,732.22) -7.38% 0.14 8 25.00%
3/27/2020 - 4/23/2020 ($20,732.22) -7.38% 0.14 8 25.00%
3/26/2020 - 4/23/2020 ($20,732.22) -7.38% 0.14 8 25.00%
3/25/2020 - 4/23/2020 ($27,596.50) -9.58% 0.11 9 22.22%
3/24/2020 - 4/23/2020 ($3,409.51) -1.29% 0.86 9 33.33%
3/23/2020 - 4/23/2020 ($11,695.92) -4.30% 0.63 10 30.00%
3/22/2020 - 4/23/2020 ($11,695.92) -4.30% 0.63 10 30.00%
3/21/2020 - 4/23/2020 ($11,695.92) -4.30% 0.63 10 30.00%
3/20/2020 - 4/23/2020 ($3,489.30) -1.32% 0.89 11 36.36%
3/19/2020 - 4/23/2020 ($8,271.75) -3.08% 0.75 12 33.33%
3/18/2020 - 4/23/2020 ($7,180.91) -2.68% 0.78 12 33.33%
3/17/2020 - 4/23/2020 ($17,174.20) -6.19% 0.59 13 30.77%
3/16/2020 - 4/23/2020 ($10,756.12) -3.97% 0.74 14 35.71%
3/15/2020 - 4/23/2020 ($10,756.12) -3.97% 0.74 14 35.71%

Created by TradeStation: 4/23/2020 5:41:27 PM, 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 Fighter - Advantage Pro - Fighter ( Version 4 ), @FDAX, 60 min., 1/4/2016 9:00:00 AM - 4/23/2020 6:00:00 PM
TradeStation Periodical Returns: Monthly

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

%Profitable
January ($702.42) -0.70% 17.95%
February $10,296.56 6.16% 45.24%
March $4,977.34 2.80% 28.89%
April $4,005.30 2.20% 40.63%
May $79.32 0.04% 40.00%
June $5,287.36 3.15% 33.33%
July $3,550.70 2.05% 37.04%
August $2,214.91 1.25% 28.21%
September $2,233.66 1.25% 39.29%
October $1,842.35 1.02% 34.38%
November $1,401.81 0.77% 40.00%
December $365.57 0.20% 28.00%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

4/1/2020 ($10,913.15) -4.02% 0.23 6 33.33%
3/1/2020 $15,978.28 6.25% 1.34 14 28.57%
2/1/2020 $19,289.44 8.16% 3.60 10 60.00%
1/1/2020 $6,649.12 2.89% 1.89 9 22.22%
12/1/2019 $6,420.98 2.87% 3.27 6 33.33%
11/1/2019 $76.88 0.03% 1.01 10 30.00%
10/1/2019 $7,921.72 3.68% 2.14 9 33.33%
9/1/2019 $485.54 0.23% 1.08 12 41.67%
8/1/2019 $2,971.72 1.40% 1.26 12 25.00%
7/1/2019 $3,381.60 1.62% 1.48 15 40.00%
6/1/2019 ($3,427.57) -1.62% 0.62 13 23.08%
5/1/2019 ($6,606.54) -3.02% 0.39 7 14.29%
4/1/2019 $11,295.11 5.45% 6.09 10 50.00%
3/1/2019 ($6,621.86) -3.10% 0.41 13 23.08%
2/1/2019 $985.82 0.46% 1.21 11 36.36%
1/1/2019 $2,055.77 0.98% 1.23 12 16.67%
12/1/2018 ($242.80) -0.12% 0.96 6 33.33%
11/1/2018 $2,856.38 1.37% 1.48 7 28.57%
10/1/2018 $1,151.77 0.56% 1.14 6 33.33%
9/1/2018 $697.86 0.34% 1.12 6 16.67%
8/1/2018 $2,351.64 1.15% 1.25 12 33.33%
7/1/2018 ($2,383.38) -1.15% 0.00 3 0.00%
6/1/2018 $5,966.10 2.98% 2.12 8 37.50%
5/1/2018 ($817.27) -0.41% 0.81 7 42.86%
4/1/2018 ($536.40) -0.27% 0.88 4 50.00%
3/1/2018 $17,914.91 9.74% 13.37 4 75.00%
2/1/2018 $18,428.02 11.14% 3.17 9 33.33%
1/1/2018 ($3,723.61) -2.20% 0.60 11 27.27%
12/1/2017 ($2,480.42) -1.44% 0.70 6 33.33%
11/1/2017 $7,409.38 4.51% 2.90 9 66.67%
10/1/2017 $4,896.65 3.07% 2.56 8 50.00%
9/1/2017 $3,955.54 2.55% 2.97 4 50.00%
8/1/2017 $1,245.41 0.81% 1.30 6 33.33%
7/1/2017 $8,392.29 5.76% 8.83 4 75.00%
6/1/2017 $3,487.91 2.45% 4.83 3 33.33%
5/1/2017 $5,233.31 3.82% 4.42 5 80.00%
4/1/2017 $6,412.13 4.91% 2.47 7 28.57%
3/1/2017 $3,497.85 2.75% 1.62 9 33.33%
2/1/2017 $1,549.54 1.23% 1.65 7 42.86%
1/1/2017 ($4,101.06) -3.16% 0.00 5 0.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

4/1/2020 - Today ($10,913.15) -4.02% 0.23 6 33.33%
3/1/2020 - 4/1/2020 $5,065.13 1.98% 1.08 20 30.00%
2/1/2020 - 4/1/2020 $24,349.82 10.30% 1.36 29 41.38%
1/1/2020 - 4/1/2020 $30,991.14 13.49% 1.42 37 37.84%
12/1/2019 - 4/1/2020 $37,421.63 16.75% 1.50 42 38.10%
11/1/2019 - 4/1/2020 $37,498.51 16.79% 1.47 52 36.54%
10/1/2019 - 4/1/2020 $45,420.23 21.09% 1.52 61 36.07%
9/1/2019 - 4/1/2020 $45,905.77 21.36% 1.49 73 36.99%
8/1/2019 - 4/1/2020 $48,877.49 23.07% 1.47 85 35.29%
7/1/2019 - 4/1/2020 $52,261.11 25.06% 1.47 99 36.36%
6/1/2019 - 4/1/2020 $48,819.91 23.03% 1.41 111 34.23%
5/1/2019 - 4/1/2020 $42,213.37 19.31% 1.32 118 33.05%
4/1/2019 - 4/1/2020 $53,508.70 25.82% 1.40 127 34.65%
3/1/2019 - 4/1/2020 $46,886.83 21.92% 1.32 140 33.57%
2/1/2019 - 4/1/2020 $47,872.64 22.49% 1.32 150 34.00%
1/1/2019 - 4/1/2020 $49,928.42 23.68% 1.32 162 32.72%
12/1/2018 - 4/1/2020 $49,685.61 23.54% 1.30 168 32.74%
11/1/2018 - 4/1/2020 $52,542.00 25.23% 1.31 175 32.57%
10/1/2018 - 4/1/2020 $53,693.76 25.93% 1.30 181 32.60%
9/1/2018 - 4/1/2020 $54,391.62 26.36% 1.30 187 32.09%
8/1/2018 - 4/1/2020 $56,733.84 27.81% 1.30 198 32.32%
7/1/2018 - 4/1/2020 $54,350.46 26.33% 1.28 201 31.84%
6/1/2018 - 4/1/2020 $60,316.56 30.09% 1.30 209 32.06%
5/1/2018 - 4/1/2020 $59,499.28 29.56% 1.29 216 32.41%
4/1/2018 - 4/1/2020 $58,962.88 29.22% 1.28 220 32.73%
3/1/2018 - 4/1/2020 $76,877.79 41.81% 1.37 224 33.48%
2/1/2018 - 4/1/2020 $95,326.17 57.61% 1.44 232 33.19%
1/1/2018 - 4/1/2020 $91,602.85 54.15% 1.40 242 33.06%
12/1/2017 - 4/1/2020 $89,122.43 51.92% 1.38 248 33.06%
11/1/2017 - 4/1/2020 $96,531.35 58.77% 1.40 256 33.98%
10/1/2017 - 4/1/2020 $101,429.46 63.65% 1.42 263 34.22%
9/1/2017 - 4/1/2020 $105,357.07 67.80% 1.43 266 34.21%
8/1/2017 - 4/1/2020 $106,602.49 69.15% 1.43 272 34.19%
7/1/2017 - 4/1/2020 $114,992.68 78.89% 1.46 275 34.55%
6/1/2017 - 4/1/2020 $118,480.60 83.28% 1.47 278 34.53%
5/1/2017 - 4/1/2020 $123,713.91 90.28% 1.49 283 35.34%
4/1/2017 - 4/1/2020 $130,126.04 99.62% 1.51 290 35.17%
3/1/2017 - 4/1/2020 $133,623.77 105.11% 1.51 298 35.23%
2/1/2017 - 4/1/2020 $135,175.91 107.64% 1.51 304 35.53%
1/1/2017 - 4/1/2020 $131,074.84 101.07% 1.49 309 34.95%

Created by TradeStation: 4/23/2020 5:41:27 PM, 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 Fighter - Advantage Pro - Fighter ( Version 4 ), @FDAX, 60 min., 1/4/2016 9:00:00 AM - 4/23/2020 6:00:00 PM
TradeStation Periodical Returns: Weekly
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
4/19/2020 ($1,696.10) -0.65% 0.63 3 33.33%
4/12/2020 ($11,584.94) -4.23% 0.00 2 0.00%
4/5/2020 $5,370.45 2.00% 100.00 1 100.00%
3/29/2020 ($12,819.79) -4.55% 0.00 3 0.00%
3/22/2020 $9,036.29 3.32% 2.22 2 50.00%
3/15/2020 $939.80 0.35% 1.09 4 50.00%
3/8/2020 $28,489.35 11.72% 5.64 2 50.00%
3/1/2020 ($12,668.10) -4.95% 0.00 4 0.00%
2/23/2020 $18,785.34 7.93% 6.92 4 75.00%
2/16/2020 ($767.73) -0.32% 0.39 3 66.67%
2/9/2020 ($1,024.47) -0.43% 0.15 2 50.00%
2/2/2020 $2,296.19 0.97% 2.28 2 50.00%
1/26/2020 $6,345.02 2.76% 8.32 2 50.00%
1/19/2020 ($1,743.41) -0.75% 0.00 2 0.00%
1/12/2020 ($2,604.31) -1.11% 0.00 3 0.00%
1/5/2020 $6,909.92 3.04% 100.00 1 100.00%
12/29/2019 $2,230.04 0.99% 100.00 1 100.00%
12/22/2019 ($1,018.25) -0.45% 0.00 1 0.00%
12/15/2019 ($375.76) -0.17% 0.00 2 0.00%
12/1/2019 $3,336.35 1.49% 3.32 2 50.00%
11/17/2019 ($911.50) -0.41% 0.37 3 33.33%
11/10/2019 ($1,267.51) -0.56% 0.05 4 50.00%
11/3/2019 $1,740.62 0.78% 1.72 4 25.00%
10/27/2019 $181.40 0.08% 1.20 3 66.67%
10/20/2019 ($710.87) -0.32% 0.34 2 50.00%
10/13/2019 $4,598.67 2.09% 3.58 3 33.33%
10/6/2019 $4,375.75 2.03% 2.18 4 25.00%
9/22/2019 $120.15 0.06% 1.18 2 50.00%
9/15/2019 ($2,928.16) -1.34% 0.00 4 0.00%
9/8/2019 $2,739.98 1.27% 2.36 3 66.67%
9/1/2019 $554.47 0.26% 1.54 4 50.00%
8/25/2019 ($1,150.20) -0.53% 0.00 2 0.00%
8/18/2019 $3,103.21 1.46% 100.00 1 100.00%
8/11/2019 ($3,514.28) -1.62% 0.22 4 25.00%
8/4/2019 $9,474.61 4.58% 6.05 3 66.67%
7/28/2019 ($6,382.15) -2.99% 0.00 5 0.00%
7/21/2019 $149.93 0.07% 1.37 2 50.00%
7/14/2019 ($2,180.25) -1.01% 0.14 4 25.00%
7/7/2019 $590.22 0.27% 1.26 5 40.00%
6/30/2019 $6,278.13 3.01% 16.37 3 66.67%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
4/19/2020 - Today ($1,696.10) -0.65% 0.63 3 33.33%
4/12/2020 - 4/19/2020 ($13,281.05) -4.84% 0.18 5 20.00%
4/5/2020 - 4/19/2020 ($7,912.43) -2.94% 0.29 5 40.00%
3/29/2020 - 4/19/2020 ($20,732.22) -7.36% 0.14 8 25.00%
3/22/2020 - 4/19/2020 ($11,695.92) -4.29% 0.63 10 30.00%
3/15/2020 - 4/19/2020 ($10,756.12) -3.96% 0.74 14 35.71%
3/8/2020 - 4/19/2020 $17,733.23 7.29% 1.37 16 37.50%
3/1/2020 - 4/19/2020 $5,065.13 1.98% 1.08 20 30.00%
2/23/2020 - 4/19/2020 $23,845.71 10.06% 1.37 23 39.13%
2/16/2020 - 4/19/2020 $23,077.98 9.71% 1.35 26 42.31%
2/9/2020 - 4/19/2020 $22,053.63 9.24% 1.33 27 40.74%
2/2/2020 - 4/19/2020 $24,349.82 10.30% 1.36 29 41.38%
1/26/2020 - 4/19/2020 $30,687.04 13.33% 1.46 30 43.33%
1/19/2020 - 4/19/2020 $28,943.63 12.48% 1.42 32 40.63%
1/12/2020 - 4/19/2020 $26,339.32 11.23% 1.37 35 37.14%
1/5/2020 - 4/19/2020 $33,249.24 14.61% 1.46 36 38.89%
12/29/2019 - 4/19/2020 $35,479.29 15.74% 1.49 37 40.54%
12/22/2019 - 4/19/2020 $34,461.03 15.22% 1.47 38 39.47%
12/15/2019 - 4/19/2020 $34,085.28 15.03% 1.47 40 37.50%
12/8/2019 - 4/19/2020 $34,085.28 15.03% 1.47 40 37.50%
12/1/2019 - 4/19/2020 $37,421.63 16.75% 1.50 42 38.10%
11/24/2019 - 4/19/2020 $37,421.63 16.75% 1.50 42 38.10%
11/17/2019 - 4/19/2020 $36,510.13 16.28% 1.48 45 37.78%
11/10/2019 - 4/19/2020 $35,242.64 15.62% 1.46 48 37.50%
11/3/2019 - 4/19/2020 $36,983.26 16.52% 1.46 52 36.54%
10/27/2019 - 4/19/2020 $37,163.44 16.62% 1.46 54 37.04%
10/20/2019 - 4/19/2020 $36,452.55 16.25% 1.45 55 36.36%
10/13/2019 - 4/19/2020 $41,051.23 18.68% 1.49 58 36.21%
10/6/2019 - 4/19/2020 $45,420.23 21.09% 1.52 61 36.07%
9/29/2019 - 4/19/2020 $45,420.23 21.09% 1.52 61 36.07%
9/22/2019 - 4/19/2020 $45,540.37 21.15% 1.52 63 36.51%
9/15/2019 - 4/19/2020 $42,612.21 19.53% 1.47 67 34.33%
9/8/2019 - 4/19/2020 $45,352.19 21.05% 1.49 70 35.71%
9/1/2019 - 4/19/2020 $45,905.77 21.36% 1.49 73 36.99%
8/25/2019 - 4/19/2020 $44,755.57 20.71% 1.48 75 36.00%
8/18/2019 - 4/19/2020 $47,858.78 22.47% 1.51 76 36.84%
8/11/2019 - 4/19/2020 $44,343.81 20.48% 1.45 79 35.44%
8/4/2019 - 4/19/2020 $53,818.42 26.00% 1.54 82 36.59%
7/28/2019 - 4/19/2020 $47,423.12 22.22% 1.45 86 34.88%
7/21/2019 - 4/19/2020 $47,573.04 22.31% 1.45 88 35.23%

Created by TradeStation: 4/23/2020 5:41:27 PM, 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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C9OJF7TEAyh+oLIDCbjKbbZZtYXqjsHru61aF7f07UIaM6Jcmt/TvcJGkqOyPuBE3LLp2rNlOtM0mxcCtIAHd/Yjz9xVG3RNnEHAp+USQRGxTSWQLJbcUP6dEI2gXpjvtlPv0HNjsV9gQwtxTHfaIQc2zcXflS6yXWrUHBEBlGy8Zf8Atp//xAAsEAACAgECBAUFAQEBAQAAAAABEQAhMUFhUXGh8RAwQNHwIIGRscFQ4WCA/9oACAEBAAE/If8Azrioyg+BEBACwHAQQwWDN1NEoBEBMEfQBgHIAcfQcBAySZmrAQCE3OJqoQs5pUIwIAQac2uO1TYAkl+IEQEwRAAyAG8uIQNOf1VmERGmDVClWQDYhKixKJUhCwSu1QgKEM36JuYolCIgGE8+CVAZQZ1nHOVpc+9i1wiI0waoCgaKeOc+3yhR09IAAyCFzcxRKERAMJ5gBkDpX+H00oGwwRBrhBDGDMFiNjMBrdoLGtQRONmSDrZgl+oAHFQt0QMmBAqCDPgOAZmA9S0bCMwltkFfck/mJw3qSSNQ6rhE3oycByBf4lqEwEOQQP7MLE4z/wAEIHPgV2w1unCKhwAahQDs3cL5LCcyDcBFAGE3BaDH3UWYTIIAVdZUZEjmAHhDzEwU0JJNEjRw8E4QRkUjwhUZtoLUu8eklSRYa+sOIGAxFGq6x6VKK2xiBXww0nKWjbAMy7aY3gq0RWm1IwZjBtgForWHOTRTA8IxCpgWCJ6oeApMh8P2S9DUqQ3yh3vqFCOkz9WBriTUA2N0D/C2UQX4mXUjU+OktG2AZl20xvBdWOtuaXGO2ogeAClcKiDmAekFOoKhEk8XAQV7wZjT9kvQ1KkN8ppdvmg/8UGEgBsUM+GyVUteUcBEyCHHl9mjyQAgBG/pQCADWv8A4PQEyhrCL9QVlrMUq0+46X8m5df2H1lqnUXl/YDyHLAEHi53tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0HCSNpDoeO/rfhuHmmi8Cg/55tVmGdXr5ljkXVp1183p/rYyKhKV1iGCCbsPp5joEefmgsWCOfmEoiiX083p/qa9uKi74QhEjReqll8J7I1+YApXK3TjDJsH9fm2lhcvNDVgeQ8wthEb15IAGQOlfR0/1MOC4QIDCGOGIQuQoyBsszrruSJyVIoYZocnAiWwzwgEHgMz3ita94r4C9ThDIzW8VrXvFfAXqcIZGa3ita94r4C9ThDIzW8VrXvFfAXqcAnkjIFH9tYrWveK+AvU4QyM1vFa17xXwF6nCGRmt4rWveK+AvU4QyM1vFa17xXwF6nCGRmt4Fijpq1MV8BepwhkZreK1r3ivgL1OEMjNbxWte8V8BepwhkZreK1r3ivgL1OEMjNbwGCQJoDVnT8/BFfAXqcIZGa3ita94r4C9ThDIzW8VrXvFfAXqcww2y+CEGtJotg3/TFfAXqcIZGa3ita94NF8x9bfDcPNdAjz80FiwRz8wlEUS+nkAGWMIA5kmDLhBwN/R0/wBbX7ADGCoOiLABDzLSwuXmhqwPIeYWwiN68gxZEYVzMLsDE40fo6f6mBgmgRlt+YIRbslLAZM5sLhaa/ERSwQWrCgRQIpIOQUfNNF4FB/zzarMM6vXzLHIurTrr5HSf2YBiQyXOV+iF89fHp/qY/BASwaARmsogjUJ4VMP7jeEplyIXNs7n5YiAN4gURYAMRGQM05fuGwqLzCBIJAKsbRGQM05fuGwqLzCBIJAKsbRGQM05fuGwqLzCBIJAKsbRGQM05fuGwqLzCAXOrHB8cRkDNOX7hsKi8wgSCQCrG0RkDNOX7hsKi8wgSCQCrG0RkDNOX7hsKi8wgSCQCrG0RkDNOX7hsKi8wgSCQCrG0AM8E3l+4bCovMIEgkAqxtEZAzTl+4bCovMIEgkAqxtEZAzTl+4bCovMIEgkAqxtEZAzTl+4bCovMIEgkAqxtEA4vQkfPjl+4bCovMIEgkAqxtEZAzTl+4bCovMIEgkAqxtEZAzThnMggKmyfedJ/Z8BBAIKEHWzCBIJAKsbRGQM04IEAMq9bV7ADOSoOmLBJjzLSwuXmhqwPIeYWwiN6+txrSBqlDEBJKQbUPD527x6f62+G4eaaLwKD/nm1WYZ1evmWORdWnXX62p5G59o8rIE/b4fO3ePT/Uyx42CyaHW48ILRvGky/sN4bmHIlU0yuFKuTcQ7/EAgcBmO0drVtFfAHqcJRGb2jtator4A9ThKIze0drVtFfAHqcJRGb2jtator4A9ThTnAMCO1q2ivgD1OEojN7R2tW0V8AepwlEZvaO1q2ivgD1OEojN7R2tW0V8AepwlEZvaMJCCOMV8AepwlEZvaO1q2ivgD1OEojN7R2tW0V8AepwlEZvaO1q2ivgD1OEojN7TijidBFfAHqcJRGb2jtator4A9ThKIze0drVtFIKBsLf8AvibR1oD1MJRGb2jtatodF8w9TGkhYAMYX8iCIAxiGDkTmw+FpP8AEZSwCejCgRRJtJOSUfNtLC5eaGrA8h5hbCI3r6VzAVmKoBNnBX/I6DQAnigvH527x6f62Mi4ClVZhgkm7D6eYaLwKD/nm1WYZ1evmWORdWnXX6WiNHJr/IU/PhkKv79Hzt3j0/1t8Nw810CPPzQWLBHPzCURRL6eJ0W7I8q/fwzKqTZLA53DyEcElYQS+n527x6f6mGFcBdNBQUoUDVIwmdZ+nrK+IsDQQWhm1wijSAzcfmFQh4GXSW1Bc5n4hB1tC2EBvctqC5zPxCDraFsIDe5bUFzmfiEHW0LYQG9y2oLnM/EIOtocbmMy2oLnM/EIOtoWwgN7ltQXOZ+IQdbQthAb3Lagucz8Qg62hbCA3uW1Bc5n4hB1tC2EBvctODQj5ymfiEHW0LYQG9y2oLnM/EIOtoWwgN7hTSSOpPKCW6BYoHg1C2EBvctqC5zPxCDraFsIDe5w06j8qKTgQfx01+OVekWNEUfIeoCcGdzC2EBvctqC5x6QGw+phRAolkFnFjaGAlGbRFS4BhDGL9kEyAoDl5povAoP+eYPQoFzaP5ClVmGdXr4E4IQ8AGlBw2BKV/uj+YYAIaDXl+T+IFN7bZQ16iCeGA7HD9xxLS5j4fCv2QrnpEyyfcIf8AfzBAgEDfEVB7zo6BGOsK8AEB/ULIlHEaPT9eR87d49P9LZEQCsmF8UJABPIJ+oArnZ/u39WNmRh0oseICCHmOgR5+SGwHpxURmDFrwNUWECGeP8AZlyJcCaMAb/mRow4QhCSbJOvjmCPHGKRKhcMCZi1Fw1lFIqMATcFUUMCGOP88DWiEM7gv5x8v527x6f6We2AFsRrDhC+eO0WLKk5HK8+BCCIhkeIREDytU2iO1wHCOM37IJkRRHLzbSwuXkAIQACyTpCWXBNCT/yaFAB5rovP5imYIjqRP8AVfaAeKybV/ICxRZVT/5+IzMUbXkBQYSItLzfnbvHp/poJMBkvQX9hecBJb83fgbEwIDTLnHpFAaFmuU/T1lXMWFIADUja4w4rEQlZF5cCBQySr6RWLPKM4uL0MQhkWQusVizyjOLi9DEIZFkLrFYs8ozi4vQxCGRZC6xWLPKM4uL0MQBngHlkcvxFYs8ozi4vQxCGRZC6xWLPKM4uL0MQhkWQusBYgzwt7E/eFxPFs/b7/aAxyIsF4Hw+qFiBLZDSzCGRZC6xWLPKCmknd6WNDDhJDyGA/DLrKoOJaBbfV8Nw810CPP/AA/nbvHp/wBVRVGADgHUbzssgEwTkJdll2WXZZApIDBmqx2WSjgCIKZ4Bt9YMBd8CoSF44/oCGISREEE+s/UZFQlK6xDBBN2H08y0sLl9TRJpAav1r527x6f9V0/wgRw1xLJ1xBDYESLmclCxzgExdtFfmIEqZE8aX2gAcHEJS8b34fJ8fIkFxNP2QWpz/eL/ngxtcnCESNF6qWXwnsjX5gClcrdOMMmwf1+aaLwKD/n1aQiIOb9b87d49P+qtJq0OXYUWE4ZOJCeAOAIIUPo+T4/XOWgMmBPu9p7ixFUueXB28FrMBIFEjaELkKMgbLM667kiclSKGGaHJwIlsM8IBB4DM94rWveK+AvU4QyM1vFa17xXwF6nCGRmt4rWveK+AvU4QyM1vFa17xXwF6nDdVLYNRWte8V8BepwhkZreK1r3ivgL1OAIAQSAjW/Wi0d6CtTCGRmt4rWveDRfMfqs/hXWf0PA2uwADrlB77Vg2K4ftQdJXaLKQmTAkLQAs6ukT6sUXr9cSGEkoA5QjiJhoa5RiuBoY1OP1fDcPNtLC5eNE0BAYNE/HOGAapORNo/w/eACSAQVR29d87d49P+qQZxtxn3ke0KjkD4Cy4FujHia1DGJbtbokq81NAyf9RuDPQI/Pn79gBjBUHRFgAh5hovAoP+fRX7BXy1h+LNqtn5w9d87d49P+qPTNkhJnYU7CnYU7CnYU7CnYUeW2aH5YsfKDKH5hcFRKwIcDrNLXy6p4hTlCBDqZQ5QwjhM8A0IFEUIHMRmDFqX6hsugswgCASA6G8RmDFqX6hsugswgCASA6G8RmDFqX6hsugswgCASA6G8RmDFqX6hsugswiDOQ/z5wiMwYtRuSAGQAP3/AIIigABiTpZhAEAkB0N4jMGLUESQOFepl4YBAQh3CxQBQ9QPC6mtr4dUswJSwAD0Isc4YUsFJStHzbSwuUKzUUYwfeMoySebP+D87d49P9bDdyBRHSDCFDxAevmWrh8Dmv8AD+du8en+tvhuH1B2DA4+BEJjJcvpESn+AH/D+du8en+pjggGgZVwmvA8AIJGnKdNdzROC5NCDNFcCgHBDjcKBYyCq6x2CPOM5uD0Mw2BqjzX/IG0QgRWs/mzBaH/AJMAqcsOhDQZwAAAZ2r+RnNwehmEoiiX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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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iApiLfQSgLOIhCL1lwqYhlG9VJRtBH2KoqmELJNAgjUoFCCq+uPB8I8jaWxIO1Na8AwtUzpVMGzkqsafstUzpWqZyVRO9apnStUzpWqZ0rVM6UP4baeyoxo9wFUWt69FRgbuCq0O3oD6bTHqFqmdK1TOlaK1TOlT9NvJeq1TOlaK1TOlato+y1TOlapnStUzpVGN5LVM6Uf4ba+y1TOlapnSqmfstUzpVBZ3KrGn3IWqZ0rVM6VqmdK1TOlBo2CPJMmLprmnOaJIVIgRKrFkzGZpZj02lEmIrH2Tg6JHpmRMWT7KtmTEfdVvBjMugbQGqlmRM/byS8jdmi07VMn/AJVqTu9MzbtuHJGpg7FeSTtOZkuMeiIl3t7KMybIsz6KLTt/r/6AZWhkJznGjhaCypLm4O0arKZGTaFVlMiWlwylZYycmalD6bZpNTCmLOxObafFkfzlONigMX3p4eACwSYMrBS2yCfX2QdY/hk3ymWHWSXBYHZfIWDdZ00x306Puyk0RlB8EA+ydbbDm7BtRttg2bQg3qSI+/nkNo7YmBtLNPsnxGUyyhEaBCERoEK1/iAhlMmzBtGFXaSUX7CITm0q6fynSGta5sQ3YsHasQ302oD6eCp/NFUyNjpTcIDTaFg25Nlh5rAimQaq00t07X4Ty+JMe4Tv4eCZLYyUP9Wn/8QALRAAAgIABAUEAgMBAQEBAAAAAREAITFBUWEwcaHw8RAgUJGBwbHR4UCAYHD/2gAIAQEAAT8h/wDmSRARAZnLWYeeGNQ9AEIABiTMcPTYRwRAWGLHoFYgwo+pwEDEkzGrAQCE3OJqoQs5pUIwIAQac2uO1TYAkl+oEQEwIgAZADeXEIGnP2qxhERlgzQpViAbEJUWJRKkIWCV2qEBQhjfwTcxRKERAME8fRKgMoM5zXOVpc/Ni1wiIywZoCgZKeHOfj5Qo6eUAAYghc3MUShEQDBPGAGQOVfCmHPk4wBI/wBl4AVEHV+lADzcZZKxKoanikS2cjDbXQMpU6gARQTthaWUMIIhhWVplFA4G5StEWKQB/0IG8RFGZ1iBgUAQsAEM82D51CEBpnR+jCBz0K7Ya3ThFQ4ANQoB2buF8lhOMg2gigDBNwWQw/KizCZBACrrKjIkcYAdIeYmCmhJJokZOHgnBBGRSOkKjNtBZl5j0kqSLDP1hxAwGIo1XWPSpRW2MQK+GGk5S0bYBmXbTG8FWiK02pGDMYG2AWis4c5MlMDpGIVMCwRPVDwFJkPT+EvQ1KkN8od75hQjpMfqwNak1ANjdA/pbKIL8TLqRmeuUtG2AZl20xvBdWOduaWsdtRA6AKVwqIOMA9IKdQVCJJ1aCCveBmMv4S9DUqQ3ymV2+aD+KJiDkB+84CJiCHHl9jRwQAgBG//KAQAZ1/4UNgaYiDA/MIiYqsOONr9wp8ucca/wAmHv8A/XWLQGxhxIGu882jzaPNo82jzaPNo82jzaPNo82jzaPNo82jzaPNo82jzaPNo82jzaPNo82jzaPNo82jzaPNo82jzaPNo82jzaPNo82jzaPNo82jzaPNo82jzaPNo82giExkuXwnetPDsci6tOuvDFl4Aw/1w7HMu7arpw+zafCd608MlEUS+nDdgjz4YLJohdeH2bT4TvWnhlsIjeuHbWFy4YbLI2rh9m0+E71p4djkXVp114YsvAGH+uHY5l3bVdOH2bT4RY7FVXUwmBILZHLhEoiiX04bsEefDBZNELr7kwwOoEI4HX2dm0+E71p4ZbCI3rh21hcuGGyyNq9yGmlhEbtezs2nwnetPDsci6tOuvDFl4Aw/wBcOxzLu2q6cPs2nwnetPDJRFEvpw3YI8+GCyaIXXh9m0+E71p4ZbCI3rh21hcuGGyyNq4fZtPgCYIFiSXQI9AECjjicuUKCMwsY80u2GxJPB/uDLoOsyYBOwdlAWTjW0VcArM46WvaAsnGtoq4BWZx0te0BZONbRVwCszjpa9oSACSCEGTK6xVwCszjpa9oCyca2irgFZnHS17QFk41tFXAKzOOlr2gLJxraKuAVmcsMcZbd91AWTjW0VcArM46WvaAsnGtoq4BWZx0te0BZONbRVwCszjpa9oCyca2iZITIYtjDLLKOlr2gLJxraKuAVmcdLXtAWTjW0VcArM46WvaAsnGtoq4BWZx0te07Np8AYAihn/AKlyBATDyFhzESgIY0HionTQ2losIPDQI+vDJRFEvpw3YI8+GCyaIXXh9m0+E71p4ZbCI3rh21hcuGGyyNq4fZtPhO9aeHY5F1addeGLLwBh/rh2OZd21XTh9m0+E71p4ZKIol9OG7BHnwwWTRC68Ps2nwnetPDLYRG9cO2sLlww2WRtXD7Np8IcUAQjxFwAAAAUAMuFY5F1addfbrYKx9wsvAGH+uHY5l3bVdOH2bT/ALUouFlNcBuQj+IKmLMmPb3rTwyURRL6e0IA0L9zsEefDBZNELrw+zaf9ow7txUzYRQ5SRbqvATAJitD7e9aeGWwiN64dtYXLhhssjauH2bT/tHegcf1CEjXkmP4/mORtAJv29608OxyLq0668MWXgDD/XDscy7tqunD7Np7ThIG0xWOu082jzaPNo82jzaPNo82jzaPNo82jzaPNo82jzaPNo82isSA5h7nT3vrQ7wloKERR+ndTRKJI24T6IDCkwDsT+HEvuXV3DwyURRL6cN2CPPhgsmiF14fZtPb1/3QBkABpPJDXDMHDT0wP1AgJUCuITeuMKWwl8Rc2NH5cp2oGAuDQ8TpXu7nr75QSaAmhxgDrWkc0n6LkCegX5lQ0DgtHSYvSW6ElUxq59tp3laxgbGARaP4gIYpBWr3gCJsl9Iyi4LIzFQs8oAibJfSMouCyMxULPKAImyX0jKLgsjMVCzyibQ8CNsoyi4LIzFQs8oAibJfSMouCyMxULPKAImyX0jKLgsjMVCzygCJsl9Iyi4LIzFZkZIAibJfSMouCyMxULPKAImyX0jKLgsjMVCzygCJsl9Iyi4LIzFQs8oAibJfSCgSOFq/zFQs8oAibJfSMouCyMxULPKAImyX0jKLgsjMVCzygCJsl9Iyi4LIzFQs8p2bT29f4E9rbiX1hwe56+/hUsMDEwHUsruZrp7u9aeHY5F1addeGLLwBh/rh2OZd21XTh9m09vX/WCAUK9jNmycelGNvRr6msKJwQDxO85x5KacKDpqgBp6xSGGCGI1jWMWWMwbhkg93P8AiAAskETGK0gKt6H7GusoAhkRF4++lLuyLCG0HXaECPu71p4ZKIol9OG7BHnwwWTRC68Ps2nt6/6xIJNzv7cxTvHLKNowEH8r+pe3/hUAAOoclCkUmAB9CCXJqjGK9YBWixlGEzKAeg8YXHTElfSS6TDNAffvjTKRmn+RpAAxBbRfw93etPDLYRG9cO2sLlww2WRtXv1sFY+zs2ntyNdoP3UkkypXYfoTTPRAafYiUSUPnKglC2cPAjQ1AAglGaQstf6g1K2Iw+wQkHUezuevG9608OxyLq0668MWXgDD/XDscy7tqunvCANC/Z2bT2jiK5JCXgU8CngU8CngU8ChOCCUHZCfE34xpGWMaCQFwQVUNRUiTk8TxjMTwKeBTwKeBQIJSyefGCWaDZlWcZGBOaHCJRFEvpw3YI8+GCyaIXXh9m0+E71p4ZbCI3r2kSAUdoSArcfbbWFy4YbLI2rh9m0+E71p4djkXVp119CiUeUG4YPAFl4Aw/1w7HMu7arpw+zafCd608MlEUS+noGEwK4cjiNOA7BHnwwWTRC68Ps2nwnetPqVnYLgAMghpe8thEb1w7awuXDDZZG1e0JTwGkTDA79vZtPgDlgEFnKDkUgwsxgWyAQhmVM6utA1blCj1jIIUgaIY6wFk0QusJhRTAGOsFUkqALJohdY2kthOEWbjdwFk0QusZTcVkYgYDA7mLxqLt/UZTcVkYjoEecBZNELrGU3FZGI6BHnAWTRC6xlNxWRiOgR5wFk0QusZTcVkYjDAN4rw0r7+oCyaIXWMpuKyMR0CPOAsmiF1jKbisjEdAjzgLJohdYym4rIxHQI84CyaIXWARIBMMQcG8dAjzgLJohdYym4rIxHQI85jnu1hMwSFQMdY6BHnAWTRC6xlNxWRiOgR5zs2nwAymBGfmiHbgBjrgs1eNTQB2dvnjALgE2rKgYCy2gIJhufYkY1pLQYu/Uo3HnAASX8cN2CPPhBAKFQFk0QuvD7Np8J3rT6AgAXO3BLYRG9cO2sLlGatRjTTx9yYYHUCEcDrCQSbneBssjaoNwgIUTjy9U7pwAzY9vZtPhO9afQoDQvg2ORdWnXX3ERR+z2FEo8oVLRWD55fcCU8DpGwwK/chppYRG7XpY5l3bVdIcDidYWEwKvQIBQqXgK1hQjF17ezafCd608M1b+kAM2PaYxUk5+zmAKEIkUDR4YLJohdYDCNUJBENx6Egk3O/pew44CEAAjd7OzafCOEWxU5dIEALFQEAWwwoZaQ2TvAciNDDgOc5vYH6AQAGdoSELcPS8BWsTKE520vYcMT7SRRqlyuYwkiuR9CioBDdLnDkcTp6ggCGxhMp0e0NlkbV6FEo8pcgjAohgnAiEgiG4hksYgGO4A7ezs2nwhgBJAEJPLBwZF4P7nisyICoITqTqVZCIGoBgVBYJ4rPFZ4rPFYUFZcEV+ITxWeKwYBoCIhdiV1nis8Vi3AXrJCT2Mkx6TsRiB9ggwKnUUlAbYDFfYZ4rPFYHYlVYMg1BkTxWeKwUxBAqsAIkzxlhT6hATAFYQkxCWwGFLVvDElB3cApH2wCGAHYIMBEzBfr2bT4QQAAwQEHlnis8Vnis8Vnis8Vnis8VnisCSIXojqYkkocoiNM8VguICA6WHOmM8VgQQdgy5vDEZ4rGyhwARZFbEhBQDJYIjTFaBgASGRAPJ2iPFYEX3kAn4w2Bnis8VnisJx+rC0EU41caYrQM8Vnis8VhVoeYmLIwxQsKoPBGk/IAIevZ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 --==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Settings
TradeStation Strategy Performance Report Advantage Fighter - Advantage Pro - Fighter ( Version 4 ), @FDAX, 60 min., 1/4/2016 9:00:00 AM - 4/23/2020 6:00:00 PM
TradeStationChart Settings
Symbol @FDAX
Description DAX Futures Continuous Contract [Jun20]
Interval 60 min.
Start Date/Time 1/4/2016 9:00:00 AM
End Date/Time 4/23/2020 6:00:00 PM
 
TradeStation Strategies Applied
Advantage Fighter - Advantage Pro - Fighter ( Version 4 )(On)

TradeStation Strategy Inputs

Description

Value

Advantage Fighter - Advantage Pro - Fighter ( Version 4 ) - Signal_Time_Start 0
Advantage Fighter - Advantage Pro - Fighter ( Version 4 ) - Signal_Time_End 0
Advantage Fighter - Advantage Pro - Fighter ( Version 4 ) - Exit_on_EndOfDay 0
Advantage Fighter - Advantage Pro - Fighter ( Version 4 ) - Strategy_Length 11
Advantage Fighter - Advantage Pro - Fighter ( Version 4 ) - Setup_Level 7
Advantage Fighter - Advantage Pro - Fighter ( Version 4 ) - Trigger_Level 7
Advantage Fighter - Advantage Pro - Fighter ( Version 4 ) - Trend 17
Advantage Fighter - Advantage Pro - Fighter ( Version 4 ) - Runaway 10
Advantage Fighter - Advantage Pro - Fighter ( Version 4 ) - Signal_Sensitivity 1
Advantage Fighter - Advantage Pro - Fighter ( Version 4 ) - Trade_Management_OnOff True
Advantage Fighter - Advantage Pro - Fighter ( Version 4 ) - StopLoss 12
Advantage Fighter - Advantage Pro - Fighter ( Version 4 ) - StopTrailing 0
Advantage Fighter - Advantage Pro - Fighter ( Version 4 ) - 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 01/04/2016 08:01 AM to 04/23/2020 05:26 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: 4/23/2020 5:41:27 PM, 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
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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 = "